{"id":1813,"date":"2020-09-22T14:55:27","date_gmt":"2020-09-22T14:55:27","guid":{"rendered":"https:\/\/timoq.be\/?p=1813"},"modified":"2022-10-11T14:14:41","modified_gmt":"2022-10-11T14:14:41","slug":"how-to-trade-with-parabolic-stop-and-reverse-psar","status":"publish","type":"post","link":"https:\/\/timoq.be\/en\/how-to-trade-with-parabolic-stop-and-reverse-psar\/","title":{"rendered":"How to Trade With Parabolic Stop and Reverse PSAR"},"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\">Parabolic SAR Indicator<\/a><\/li>\n<li><a href=\"#toc-1\">Indicators V ~ Z<\/a><\/li>\n<li><a href=\"#toc-2\">Strategy 1: EMA with PSAR Crypto Trading Strategy<\/a><\/li>\n<li><a href=\"#toc-3\">What is parabolic SAR?<\/a><\/li>\n<li><a href=\"#toc-4\">How this indicator works<\/a><\/li>\n<li><a href=\"#toc-6\">Interpreting Parabolic SAR<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"259px\" alt=\"Parabolic SAR\"\/><\/p>\n<p>We also reference original research from other reputable publishers where appropriate. You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy. The parabolic SAR is &lsquo;always on,&rsquo; and constantly generating signals, whether there is a quality trend or not. Today, computer programs perform the calculations automatically. But for the ones interested, this section gives a brief explanation of the Parabolic SAR calculation. TC2000 platform &#038;  data subscriptions are offered by TC2000 Software Company (\u00ab\u00a0TCS\u00a0\u00bb).<\/p>\n<ul>\n<li>The idea is simply to exit a trade position when the parabolas flip to the other side of the price.<\/li>\n<li>If you want the increment amount to be different than the starting step value, then you can add an optional third parameter to set the increment amount.<\/li>\n<li>Today, the system is commonly referred to as the Parabolic SAR indicator, which is used as a tool for identifying market trends and potential points of reversal.<\/li>\n<li>This scan is just meant as a starter for further refinement.<\/li>\n<li>This calculation method is used on prices that are falling.<\/li>\n<li>The Step gradually increases as the trend extends until it reaches the maximum set by the user.<\/li>\n<\/ul>\n<p>The Acceleration Factor starts at 2% for a new trade and increases by 2% on each day that a new extreme point is reached. No further increases are made after this figure has been reached. The indicator value increases if the price of the current bar is higher than previous bullish and vice versa. The acceleration factor will double at the same time, which would cause Parabolic SAR and the price to come together.<\/p>\n<h2 id=\"toc-0\">Parabolic SAR Indicator<\/h2>\n<p>The indicator can also be used used to set stop loss orders. This can be achieved by moving the stop loss to match the level of the SAR indicator. Wilder recommends traders should first establish the direction of the trend using the parabolic SAR and then use alternative indicators to measure the strength of the trend. SAR follows price and can be considered a trend following indicator. Once a downtrend reverses and starts up, SAR follows prices like a trailing stop. The stop continuously rises as long as the uptrend remains in place.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"257px\" alt=\"Parabolic SAR\"\/><\/p>\n<p>The stop loss can be placed above the EMA crossover or above the highest PSAR dot, to be on the safe side. One can even trail as the market begins to perform in the desired direction. The <a href=\"https:\/\/www.bigshotrading.info\/\">https:\/\/www.bigshotrading.info\/<\/a> indicator has great benefits if it is understood and used at the proper moments. And since its features go hand in hand with crypto markets, the PSAR is a crypto analyst\u2019s favorite. Stop, and Reverse points are calculated from existing market data.<\/p>\n<h2 id=\"toc-1\">Indicators V ~ Z<\/h2>\n<p>Advanced Trading Platforms \u2013 AvaTrade offers access to robust and superior trading platforms packed with numerous trading tools and resources to enhance your trading activities. Download this free eBook for the top 25 most essential rules necessary to become a disciplined trader. The trade is reversed when price equals the Parabolic SAR for the day. Take the difference between the extreme point and the SAR and multiply by the acceleration factor.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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6rjOMJOMcn7u+rgVtGax1uFVEapsQmMG2NsRkkB2zy4yCM95LV7s5boi2fyc6Ii5dCIiAiIgIiICIiAiIgIiICIiAiIgIiIIFbd4KGbiZI3uOM5Cj+uOl9xk\/coOoezh8QKsWS+NatpiGe2JaJyZD646X3GT9yeuOl9xk\/cseRc8+7nm2ZD646X3GT9yeuOl9xk\/cseROfc5tmQ+uOl9xk\/cnrjpfcZP3LHkTn3ObZkPrjpfcZP3J646X3GT9yx5E59zm2ZD646X3GT9yeuOl9xk\/cseROfc5tk2k1DGNS3JzhMYjS0gYzO5p2psnHf3fIrT1x0vuMn7lhFM6rbVm6PhhEdayCMNEhLm4Ljnrd\/X\/uXQF99WbDZOGKbgmPB4+Yw3ZtqNd00Dclzg3b4vij3eTa8qc+6ebZ9beuOl9xk\/cnrjpfcZP3LHlDrqiWCpt8cbsNnqTG\/dyt4qR30tCc+6ObZmVNfKepnZAyJ4LzgE4WzVQc7TF3ax+y40M4DsZwdg71T2ntlT\/G+wq41U9semLs97gGtoZySeYbBWjBvN4zldh2m0ZypdQ2HXVaWtsWqmUgE7pC97RnYLAAzZDcYDhtcvPhU1HpvhBtcTp9R6uZcaVuwHR46o7wN\/UgHfsnO7GycDDsNym6a60xZWNfcrjxTTM6AO4txG2Gh5HJ+Scqpk4Q9Jalo5KGz3Pj5nlhDeKc3B2s4ORuOGv3fqu7itWM1REQVtm664eOyfQ1WSrbN11w8dk+hqskBUOm+22qP2uz+CpVfKh03221R+12fwVKgvlTM0dpmPVUutmWambfJqZtG+tDBxjogchuf3fAAOZXKLqLWrnlO6JrFt1Dcr3f6TVdqstHpeaqtdZDNJV3NszAyle3Gw0tJyc5P2Z34vkVDf9I0+oLzY7zNdblSvsVS+pjhpqgxxTl0bmYkaNzhh30jnK6ju2yidNPr\/ADZzPernMa\/z+SvkVHqzV1u0fSUlZcaWvnZWVsFCxtHSPnc18rw0OcGg7LRnJJ7mBkkA3YORlczWYiLTGkuotEzMRu1REXKRERAREQEREBERAREQEREBERBjWoezh8QKsVnqHs4fECrFgxOuWS\/VIiIq3IiIgIiICIiAir7KS6mmLiT\/AHypG\/wzlYIK+PtdQfDD9i83tefjj13+r4vrWL0hj7XUHww\/YvN7Xn449d\/q+L61iD0xVddOzLT4476iVWKq7pK3o23tayV\/EVBlk2InO2WmGVoJwO6QEF\/ae2VP8b7CrrU\/4N3XxKb0CqOyyMlrqaRhy1xyDjG7BW3hl1HPo\/gh1xq2mpo6iayacuVxjhkfsMkdDTSSBrncwJbgnmWzh+mWjB6WQVmnrBcpRPcbHQVUgOQ+amY9wPwkKsuWmdOWq3yVNssFupJmbLWyQUrI3AF7cgFoBwcD5AvNSzf2s3C3q6eKC1aA0dbduDozjKm5TGPYJazic8WcPa47R5tk8u5ZJo3+0g4V9S6u0xprU2mtEyUepb9QWiSG23R8lRAKkktkA2MPa3YIyCRndzgq9a9K0REFbZuuuHjsn0NVkq2zddcPHZPoarJAVDpvttqj9rs\/gqVXyodN9ttUftdn8FSoJ8t1jgu8VqqInR9ERF8ExPUyPBO0zvOAwe+M9xT1Cu9qp7xQvo53PjOQ+KaM4fDIOte08xB3\/TkKNYrrLV8dbLlsMudDsioYNwe09bK0fkuwfgIcOULjOYtlP6NM4dcTC5mHvG8fafTwnyn1WyIi7ZmhAduIB596pNZWW9X+xSW2waknsdY+SN7ayGNr3BrXAubh3dAwrxF1W00tFo8EWrFoylW3q92\/S1hqr7fKsspLfAZqibYycNG84HOe4O6ue1XSivdspbvbpeNpayJs0L8EbTHDIODyKTJGyVjopWNex4LXNcMgg8oIXHPHMKSSKgfFDNxZbC58e0xjsdSS0EZAONwI+EJ+GYy8Ua5\/JzIqbSVLqO3acpKbWN3prjdImHomqgh4mN5ycHZycbsfctdL6u05rS2G8aXu1PcaNs0lOZoXbTdtji1wz8I3HnGCNxU2pMZzGsR4+BF4nLPSZ8PFcIiLh0IiICIiAiIgIiICIiDGtQ9nD4gVYrPUPZw+IFWLBidcsl+qRERVuRERAREQERcNXK+Gllmj2dpjCW7QyM99BFsnYs\/jlT9c9ctHVSVFRXRPDQKacRMxzgxMdv8AK4rho6eoonmjfPHIyd002RGWkOc7aP8AmO7qiuK3Wyop6mR8radjY5BsOjiLXTN4to2nHaO\/ORyf5Qg5o+11B8MP2Lze15+OPXf6vi+tYvShluoYpeOZTMDxjB7mOTHyrzX15+OPXf6vi+tYg9MVGb2XUeDZ\/wDZcU73i9UcYcdl1NUEjO4kOix9JXK3suo8Gz\/7IJum\/bqL4B9BVzraioblo2+2650sNTR1VtqYaiGZgfHLE6Jwc1zTuLSCQQdxBVNpv26i+AfQVkGqWtdpm7NcAQaKcEHnGwVs4fplowel1dWcAHqRbcB0fwOcFlNmQxey2Khb1YAJbvZygEHHfXBFwN+pXo6iOs0fwY8GsN5opo5qaW32iibUQyMeDtMcxu01wwd437l2nctH6XvBDrpY6SpIdtjjGZG1jGcd3G74FWVui9J2SjmrrRYKKjnDm4fDGGkZeM8nwn5T3VetZYiIgrbN11w8dk+hqslW2brrh47J9DVXz6wignkgNC4mN5Znb5cHHcUTaK7rMPCvi6UjNkSodN9ttUftdn8FSqP69YvzB\/nj7lT2LVsUNy1DIaJx4+5MkA2+T+6U7ccn6q55lfNb7Hj\/AJfsz5VF9ttTPxV1tQYLlRZMQcdlszDjaiceYOxuPMcHmUD16xfmD\/PH3J69YvzB\/nj7lFr0tGUyswuH4jBvF61+309JXVqudPd6JlZThzcktfG8YfG8HDmOHMQdymLryv1a2yXB9\/pKGToWbAuMAdkEAYEzRjc5vI7ut74CvGa4p5WNkjoy9jwHNc2QEEHkIOFzXFrOkzqsx+z8WMsTDr+Gf284n0\/eMp+TJ0WM+vWL8wf54+5PXrF+YP8APH3LvmV82f2PH\/L9mTIsZ9esX5g\/zx9yevWL8wf54+5OZXzPY8f8v2ZMuGmpKWjjMNJTxwsL3SFsbQ0bTiS44HOSST3ysf8AXrF+YP8APH3J69YvzB\/nj7k5tfM9jxvy\/ZI01Qauoqu8yanvlHcKeorTJbWU9KYTT02yMRvJc7aOc7\/Lz4F8sZ9esX5g\/wA8fcqa06z1QL5dnXqloXWouj6WNgLhK1uOq4wncTnuLucWuJnaZiP2cxweNTKIrP1\/2z9FjPr1i\/MH+ePuT16xfmD\/ADx9y45lfN17Hj\/l+zJkWM+vWL8wf54+5PXrF+YP88fcnMr5nseP+X7MmRYz69YvzB\/nj7k9esX5g\/zx9ycyvmex4\/5fsyZFjPr1i\/MH+ePuT16xfmD\/ADx9ycyvmex4\/wCX7MmRYz69YvzB\/nj7k9esX5g\/zx9ycyvmex4\/5fs11D2cPiBVi5qu5NusvRLYjGMbOCcrhWLEnO0zDzcWs0vNbbiIi4ViIiAiIgKPcOwZ\/BlSFVU00tTpyOeZ5dJJTBznHnOEEyTs6H4j\/sUlRpOzofiP+xSUBeZ2vPxx67\/V8X1rF6Yr411R6lPhIu3qjJuEKmrrILbU3oXhjH1DxLxDJGZBGxja38mfKg+tp4JJamavFXKx9IHxRtaGbOy5rHHOQTygc60ruPZVUD4auSLoyUQyhrWkbIikfuyDg5AWs808dXLb20peaxskrHh4AAa1jTnn5XLdcGltTZ2nlFWR\/wD55UF1Y4mw1tLE0khhwCeU7irvVRcNMXYsALugZ8AnAJ2DzqntPbKn+N9hV1qf8G7r4lN6BWzh+mWjB6VHqG4cJFO5jdPWe2VGZ3BxlJxxWwNnftt6rayDuxjB3YwainuXClUiWHVdktVNQbXttPtbbhtjZODI7ZOQN2\/rjvGz1WdVF3tNGQ2rudJAS4sAkma3LhjI3nl3j5Qqy7XyyV9tlgobxRVMjthzWRVDHuID25IAPNkfKFetX6IiCts3XXDx2T6GrCLh2fU+Gf6RWb2brrh47J9DVhFw7PqfDP8ASKpxtoel2b1WVNlqpquifLO\/acKqqjBxjqWTva0eQNAXHaezrz483+HhWmm+10vj1b\/EyrW09nXnx5v8PCqHrLNERAVJS409WMtrm7NtqXYpHDrYJPcT3Gnlbzbi3d1ObtcFbR09wpZKOqZtRyt2Tg4I74PMRygri1c9Y3XYOJFc6X6Z3\/7j5x\/rxc6KrtNZUxzSWa5yB9VTt2mS4x0RFyB+O6ORw7u\/kIVoprPejNzi4c4Vu7P\/ALHmIiLpWIiICIiAir2Ul2F8krX3Njrc6AMZScUAWyZ3v2+fdzKwUzGSInMREUJEREBERAREQT6H2nyqSo1D7T5VJVU7vk+M+Iv6iIihmEREBcFXUup2sEcLpZJXFjGtIG\/ZJ35I3biuO61MlHbqiqhxtxMLm5GRlKo5moT3Zz9U9Bx9E1s9MWCmkiqWcWZGgsO4nqtk5xyA8qjWaLom2MijbUso5KdrYuOLNsA\/FJ5sKwi7NqPix\/ao+n+0lD4Bn0INtqZPKH1NVNI98c08TQ4ADZEhA5u4ArJEQFt4uMyCUsbtgFodjeAeUZ8g+RbkQRZaaR9yp6wFuxFDLG4c+XFhHolb6mkbUy0srnkGllMoA5yWOZj\/AK\/3LnVbdrfcq2Whfb7u+ibTVAlna2MO49mCNg55BkhTERM5TKJnKF7ae2VP8b7CrjVbGS6Yu8cjGvY+hna5rhkEFhyCFT2ntlT\/ABvsKudVFw0zdixoLhQz4BOMnYPOtfD9MtOD0q+8cH2l77si4ULixspmDI5XMbtlmwTgc+zu+BVcnBzpXTcM91tVHLHUmRr3OdM5wc9zzlxBOM+ySeeVJ1DqbV9rLWWvSD7g7jnMIY4kcXsAtdtYxkuyMd7KqKbVmtLxG6mvWjZLdSv2Xcc7aGBtAjIPIQdkEb+v3E7LletdjIiIK2zctw8dk+hq66oq+S60kNzlY1j6tgnc1vIC4ZIHyrEPVZ8NmsfU5+p91rws6Op7XcLra7pA2mgucD304bLLFG4OEb2OO5xIO0N66s9Rdw8au4dNDVdy1bb7TSyW1lJFELfFIxpD4to7W29\/P3MKnG2h6XZvVZ3rpvtdL49W\/wATKtbT2defHm\/w8K0032ul8erf4mVa2ns68+PN\/h4VQ9ZZoiICIiCBdrb0fEySB4irKZ3GU035D+4e60jcR3D8C3Wq5NuVO5zozDUQuMVRC7ropByjvjnB5CCCOVTVU3WmqKSobfLdFxksbdiphHLPF3v128o7u8c4IrtHdnvR+rVhTGNXk23\/AMZ\/49J\/afWVsi4qWpgrKeOrppA+KVoexw5wVyrvdmmJrOUiIilAiIgIiiSXa2RXOKzSV0La6aMzR05eNtzAcFwHc+49xIiZ2JnJLREQEREBERAREQT6H2nyqSo1D7T5VJVU7vk+M+Iv6iIihmFEulVLR0nHw42uNiZvGRh0jWn9xKlquv3a7\/56f65iDW\/9pazwRXLVe20Phz9U9cN742opJLdTxbc1TE\/Z3gAAYG\/zgk80j446hsBzSTEyM2hnAjcN3nBBJi7NqPix\/ao9g7SUXgG\/QuS3yPqs1xiMbKiONzASCcYJ+1SwA0BrQAByAINUREBERARVlZbrnPeaGvp7zJBR07ZBPSNjaWzk42SSRkY3\/wDmVZqZjLLVETml2ntlT\/G+wq61P+Dd18Sm9AqltPbKn+N9hVxqpofpi7MJIDqGcbjg9Yeda+H6ZacHpWmQAMlV2oHNNomwRyx+m1UeoODmg1CWmW+3ikaJnT7NNMwZc5oad7mk4wBuzy7+VVFPwX2\/SsTrpBqG9VsjNkFlVNG5jiXAEkNYMcpOBgZxu6kYvWuxUREHx1\/aafiWcIv7Uov4qFdRf2ZDmx8Gt8c9waAaDJJwB7AvQuhpKSuiuNNW0sVRC6tk2o5WB7TgN5Qdy+X+HSjpKP1MupRSUsMAdY25EbA3O5vcVONtD0uzeqztDTE8MtvlEUzHkV1aTsuBx\/eZVyWns68+PN\/h4V8Zf2dHbrW3itF6ci+zbT2defHm\/wAPCqHrLNERAREQEREFG\/GnK4zZLbZWP9kB62mmceuHcY4nfzB2\/nKvFsmhiqYZKeeNskUrSx7HDIc0jBBVVbJ5rbVdIq5znNwXUU7jnjYxyscfy2\/vGDy5Arj8E5eDVb+5p3v843+cefrHj8tfCZXCIisZRERAXC6ipH1bK59NGaiNhjZKWjaa07yAe5uXMibAiIgIiICIiAiIgn0PtPlUlRqH2nyqSqp3fJ8Z8Rf1ERFDMKuv3a7\/AOen+uYrFV11iqa0tt9OY252Ji5+T1kjTjA7uEHNL20p\/ATelGtI4zKytiaQC+RzRnvsCi1tRWRUxu0ccTpKWOZjoyTh3VDkP+396n0kUsbZHTFhfK\/bIbnA3AY3\/AgUMDqaip6Z5BdFE1hI5MgYXOiICIiAiKuffaKO+xaedHUdEywOqGuER4vZBAILuTO9TETOyJmI3WKIihKXae2VP8b7CrjVTtjTF2dsl2KGc4HKeoKp7T2yp\/jfYVdan\/Bu6+JTegVs4fplowelTX3X8dhc2N+m7xVOdM6HFPT7ZADQ4P5eQ5x8IVdNr5t6lqLGdM3mika5oM1TT7MW5wPXA7xux8JHdWeDkVdqHtRN8MfptV61ZIiIK2z8tw8dk+hq+ZvVD0lRQepw1VRVcfFzU9m4qRuc7Lm7II3d9fTNm664eOyfQ1dX8IOk7Prq0XnSV\/ZK+33PjIKhsUhY4tLuZw5FTjbQ9Ls3qs+Mf7Oft1rbxWi9ORfZtp7OvPjzf4eFdWaI4FtJ8AulNWX\/AERT1lJcaijqXF1RUceA2F0roCAd3WlpPd51016kH1QHCnwncKNwsGs7\/FW0Mltmr3RtooYiZmmGNrssaD1u7HIqHrPstERAREQEREBRLnbo7nS8Q6R0UjHCSGZnXRSDkcPu5CMg7ipaKJiJjKXVL2w7Rau8K+0XGSrZJS1jWx11KQydg5D3Ht\/VcN48o5lYKsu9BO98V1trB0dSghrScCaM9dET38Ag8xAPdUq319Pc6SOspi7YeN7XDDmOHK1w5nA7iO6uazMT3ZXY1K2rzsONJ3jyn\/qfD6eCSiIu2cREQbHzRRvYx8jWukOGAnBccZwO6t6g11ktdyrKK4V1FHNUW57pKaRw3xuIwSP\/ADmCnKZyy0RGfiIiKEiIiAiIgn0PtPlUlRqH2nyqSqp3fJ8Z8Rf1ERRaiqfDW0lO0AtnLw4nlGG5UMyUop7ZDwB9ILfVVbaV1O1zC7oiURDHMSCc\/uWw9sh4A+kEG6i9pd4WT0ipCj0XtTvCyekVIQEREBERAWmBnK1RAREQS7T2yp\/jfYVcaqaXaYuzQ4tJoZxkco6g71T2ntlT\/G+wq41U4M0xd3uBw2hnJwCT1h5AN5Wzh+mWjB6VRftGXe7uYaPWd0t7WzumPEyOBILQ3Z3OA2RjIGNxz3Sq2XRV1tE091n1nda+n2hilqJXOYAXAAb3YPKDnGepGMZdmzv3CRYdONBuFPXkGZ0HscGSC1gfnBIOMHcccoxy4zURcKOntVxSWu3UlxjleW754Axow4Hl2jnIa7eMjqcEgkZvWuwkREFbZuuuHjsn0NWEXDs+p8M\/0is3s3XXDx2T6GrCLh2fU+Gf6RVONtD0uzeqzGOEL8A9Rfsqq+qcvg\/1AX+Ndb+waj62FfeHCF+Aeov2VVfVOXwf6gL\/ABrrf2DUfWwqh6z0QREQEREBERAREQFS1zX2OsfeYd9FPjo6PHWHkEzfg5HDnGDzHNpSVUdbTR1UWdiQZGeVcrmtc0tcAQRgg8hC5tXvQtwcXl21jOJ0mPOP5t8wODgHNIIIyCOdaqko3dIKxlplJFDUuxRPO8Ru5TCTzc5b5RzBXaVt3jGwuXOk5xOsT5x\/N\/mIiLpUIigXW+2uyupW3OrbCa2dtPAD\/nkPIFMRNpyhEzEaynoiKEiIiAiIgn0PtPlUlRqH2nyqSqp3fJ8Z8Rf1FVyR1NXWyVDJ44xQSFrGmMnazG0nJ2h+UrRQqb224+HH1MahmfL\/AKpz1UGuuCPXlq01p6wWaspn22nupkq4pnP4175mFvUPaNnDQeTPfX0Rou+1Go9P2HUVwZFDUXSz09XKyPIY18jWuIbkk4yecrddrLZ7gLPPX2mjqZOOjZtzQMe7Z4t5xkjk7ym32lpW2tkbaaINilp2saGDDW8awYA5ggnUJBhcQf8A1ZPSKkLaxjI2hkbGtaOQAYC3ICIiAiIgrqa\/22rvNXYIZJDWUUbJZWmJwaGuzjDsYPJ\/5vVitoYwOLwwBzgATjecci3KZy8ERn4iIihLH63Ws9tulF0ot4q4m1jY6qd7i2NkQPspZ+WWtzvG4HdnOQOxdT\/g3dfEpvQKwW10UGpL5WtqmE0TY32xmNxcS08c4H4SG94scs41S0nS92Y15aTQzgO3Ej2M71o4TvZTMzot4fPKZlYOp6eQh0kEbiOdzQSq6+0tNFapnxU8THAsALWAHr2\/cFS6i07rev2W2PVoogJnSbb2ZOwWABmyBggEbXlwqil0zr21xvqdQ6xbcaUbOYQ0j\/MBjeN+8tOeUbH6xxraHY6IiCts3XXDx2T6GrCLh2fU+Gf6RWb2brrh47J9DVhFw7PqfDP9IqnG2h6XZvVZjHCF+Aeov2VVfVOXwf6gL\/Gut\/YNR9bCvvDhC\/APUX7KqvqnL4P9QF\/jXW\/sGo+thVD1nogtgmiMxpw8cY1oeW84aSQD+4reqyP8JZ\/EYfrJEFmirqokX23tBODBUZHljVgXNBALgC44GTylBqirr72FH45SfXxqxQRa11S4spqWZkTpQ7q3M2tnA5hkd1ddcOHCfe+CTgyuesaCjorjWW6pgp2sna5kbw\/ZySGuznqu6ux5uzKf4H\/QF0V6siKWbgI1JHFG57jcKTAaMn\/00HN6k\/hwvvDVp69TXuz0FAbJPDTxClLzth7XOJdtE793Mu6rRNLPRukleXOFRUNye42V4A+QAL5M\/s9nNtukta1FxcKWJtdSEyTnYaBxb9+TuX1Npa7Wu5UUrbdcqWqMdTUF4hma8tBmfgnB3ZQWVdRQXGlko6lpLJBzHBBG8EHmIOCD3lDtFbU7clpuZBraYZ2xuE8WcNkHcP5Q5jnmwVaKvu9tfWsjqaSTiq6lJfTy82edju613IR8B5QFxaJie9DRg3raOTibTtPlPn6T4\/XwWCKHa7lHc6bjg0xyxuMc8LuuikHK0\/8Am8EHnUxdRMTGcKb0th2mto1gWx8UcuzxkbX7Dg5u0M4I5x31vRS5EREBERAREQT6H2nyqSo1D7T5VJVU7vk+M+Iv6ihU3ttx8OPqY1NUKn9tuPhx9TGoZkWr9ps\/jEf1blJvMUk1DxcTC53HQuwO4JWk\/uBUar9ps\/jEf1blboCIiAiIgIiICIiAod2rhbbdPWYy5jcRt53yOOyxo75cQPKpiqK1ouF7pKE74qMdGSjmL97YwfgO074Wg8yi05RoidlvpSi6Xmgoydp0fXu\/KeQS4+UklZHqp7Y9MXd7zhraGck9wbBVPae2VP8AG+wq61P+Dd18Sm9ArZw0ZVyacHSqBeNf6VsEPH3W5cRGJXQlxjdgOa0OOd3JhwOVU\/8AEfSGqaOSisl06Ile5mBxbgMh2cZI7jX+a7uLKKvT1guM7aq4WSgqZmdbJNTMe4cnISM8w+RVlz05p62W+Wpttit1JMzZa2SClZG4AvZkAgZwcD5B3FoWsjREQVtm664eOyfQ1YRcOz6nwz\/SKzezddcPHZPoasIuHZ9T4Z\/pFU420PS7N6rMY4QvwD1F+yqr6py+D\/UBf411v7BqPrYV94cIX4B6i\/ZVV9U5fB\/qAv8AGut\/YNR9bCqHrPRBVkf4Sz+Iw\/WSKzVZH+Es\/iMP1kiDSrliF\/oAZGgiCoBGR3Y1x3mtpIbhaWS1UTHMrHOcHPAIHQ828\/KFyyxRuo66R0bS4GXDiN43LZeIIH19oc+Fji6tcCS0HI6HmQQ9Xak09aKeCC63ygo5JKmlkYyeoZGXNE7MkAnk3cqs5Lq2WmjqLVF0wE0YlidDIzYew8jg4nBGN+5fC\/8AaG7uELTQHJ0pf9aV9Z8A3+EehP8ATFB9U1BmlRVkMjuIpZnRwiXjGjZ2m43HnweQ8hW+iHRMc801MWsnkEjGyBpJbsNGcAnnBXJQgGncD7tN9Y5SOQbkHTHqgo44fUz6oMLGxk21udkY\/wDVb3F0X\/Zzve66a62nE+wW\/lP606729UP+LNqj9mt+tauiP7OXtprrwFv9KdB9uoiIKe6wT2+p6fUEJlc1oZWQN5Zoh\/mHde3JI7oyO4rSCeGqhZU08jZIpGhzHDkIK5FSD\/8AHq7Z2sWyul6kHkppnc2eZjz8jj3wBXP4Jz8Guv8Ac07n+UbfOPL1jw+WnlC7REVjIgXuG8T0Do7FVwU1WXNLZJ2F7dnPVDA7ynDOBtHfzrVEz0yRlrmIiIkREQT6H2nyqSo1D7T5VJVU7vk+M+Iv6ihU\/ttx8OPqY1NUKn9tuPhx9TGoZkWr9ps\/jEf1blbqoq\/abP4xH9W5W6AiIgIiICrrc6\/G4XAXSOkbRiVvQJiJ23M2Rnbz+tlWKKYnKJRMZiIihLa97Y2Oke4Na0EknkACq9PRyS0813qARLcpOPDT\/kixiNvmgEj8pzk1FK6SCC0Qk8bc5eIyP8sYBdI4\/wC0EfC5o51aMY2NoYxoDWjAA5gud59HO8ptp7ZU\/wAb7CrjVW0dMXYMIDugZ8EjdnYKp7T2yp\/jfYVc6oIGmrqScAUU\/oFbuH6ZasHpUuoqPhMm2W6Yulnh9lc4vqWu3M2W7LdkNOeq2jnI3FVFLQ8KlPTufrC72WppBs7baRrg4naGOVg59nfnmO45GMzrNR6ftwBuF8oKbLzEONqGMy8AEt3nlwRu74VZcNU6avFtkgtOoLdWyP2HNZT1TJCQHtyQGlXrWSoiIK2zddcPHZPoasIuHZ9T4Z\/pFZvZuuuHjsn0NWEXDs+p8M\/0iqcbaHpdm9VmMcIX4B6i\/ZVV9U5fB\/qAv8a639g1H1sK9C6ulp66lloqyFssE7HRyRuGQ9pGCD3iFgWheBXRHBvc7vftPWikgqq5zzFJHTsjdTwlrcxNLRvGWZ+TnyTTEaPVzZ2yqY+slogDtxRxyk82HlwHoFQWUtOIGVwiHRDpGNMn+YjjeTPc3n5V8F+p34Rte3j1T1us911fdquhmrq+KSnmqnujcxkU5Y0tJxgHeF98t7Wx+GZ9aFCXBWU0Dr3RxmMbE0NQ6RvM4gx4JHlPyrluvZ1m8dd\/DzKxLWlwcWjaGQDjeFo5jHlrnMBLDtNJHIcEZHkJHlQdb8K3ALwccLNXR3fV+npLhXUfFU8T21k0OzAZQZBhjwD1Jdv5VkzdP27SWlKOz6ebLR0topYaKkY2VziyFha1rSXEl2AOU5KyRQL7FLPa5ooY3PeS3DWjJPVBBLggZTxiKPaIBLsuOSSSSd\/wlciIg6n9VHGyL1Pmso4mBrW0DQABgD2Ri+ev7OXtprrwFv8ASnX0P6qf8X\/WfiI+sYvnj+zl7aa68Bb\/AEp0H26ijUlWaqSqjLNnoebis5ztdQ12f+r9ykoC4qmngq4JKWpibJFK0sexwyHA8oK5UUJiZrOcKi11E1BU9Ibg97nNaXUk7jnj4hzE\/ltyAe6MHfvxbqHdLc25U3FCUwzRnjIJmjLopByOHd745xkLZaLjJXRPhq42xVtM4R1MTTuDsbnN\/VPKP\/4uK\/hnuz+jTixGNXnV3\/yj\/n0n9p9YT1FulbJbrdUV0NFNVvgjL2wQgF8hHMM86lIrI0nVllw0c76qkhqZKeSB0sbXmKTG0wkZ2TjnC5kRAREQT6H2nyqSo1D7T5VJVU7vk+M+Iv6ihU\/ttx8OPqY1tc53TyNu0cdCuOM7uuC3U\/ttx8OPqY1DM0FIKqmoHF5b0O5kw3ZzhhGP3qcuGj7Eg8G36FzICIiAiIgIq6zXyivsVRNQtnDaaokpn8bC6Pq2HBxtAZHfVipmJrOUoiYmM4ERRLrWm32+era3aexuI2\/lPO5o8pIUTOWpsiUJFde6yuBzHSN6CiPNtbnSEeXZB77T3FbKHaKBtst0FEHbTmNzI88r5HHL3HvlxJ8qmKKxpqRsl2ntlT\/G+wq51S1rtM3ZrgCDRTgg842Cqa09sqf432FXGqi4aYuxYAXdAz4BOATsHnW3h+mWnB6Ue66H0rfSDdbNDUDaLi1xcGkkAEloODuACqpdAaP01QSVVisVPRysLA10ed3VAcmccjnDP6x7pWupLzwiURa3T2m6Osdxr9z3nZMey3Z6raGHF20OTGACqegvfCfcKcx6u0xb7fTODeMdA8uIO0MYJcecDdjftHeNnqr1rslERBW2brrh47J9DVhFw7PqfDP9IrN7N11w8dk+hqwi4dn1Phn+kVTjbQ9Ls3qs4Fx1HtEnxD9C5Fte0PY5h5HAgqh6zzV9TL+Nhav2jcvqZ16ON7Wx+GZ9aF01oT1K\/B1oXhTOubPV3V1woQauNs07XRl8\/HMfkbPJjkXb0bJ+mz7YakmmihjqA3ZGdoyO3Z7nUhBboiICIiAiIg689UFpu9av4G9Uab07QvrLjXUgjp4GEAvdttOBndyAroj1GPB5rLgfg1zqHhDsU9ooHUsEjZZCHbQgM5lwGknqV9dLCdZ\/4Uat\/Z92\/wC8go+C7h64MOEvUVy0\/o+\/ura4l9cIzTyM9ha2JhdlwA64gYXaS87\/AFAH+Ntf\/p6p+vp16IICIiAqu70U7ZWXm2x5raduy5gOOiIs5MZ7\/KWnmPeJVotDnG5c2jvRkswsScK3ej\/2PJHo7hSV9LFWU8oMcu5u11JDs4LSDyEHII5chSVgl3ffaOvgd635xHVV1PJUCmdx0Qe2RvsrSAHDIGHBzRzEE4Oc7XGHfv5xPg08XwscPFb1nOLZ5axOW3jDiqqhlJTS1UjXubCx0hDG7TiAM4A5yuG1XGG726nucEU0cdSwSNZMzYeAe6OZS0V2mTDrmIiKEp9D7T5VJUah9p8qkqqd3yfGfEX9VR0NE+kqK523x7Hzhr+MdkASOwOXk3Dct1dTRG60eOMaJ3SGQNkc0PwwAZAPeC3t7U1XhKn6x6kVFLJNW0lQ0tDYC8uB5TluBhQzJLWtY0MaMBowB3lqiICIiAiIg0AA5AtURAVRXbVwvdJbm+0UY6NqDnldnETPl2nf7G91WznNY0ve4BrRkk8gCqtOk1VNLeXtINykM0YcMEQ8kfytAOP1lzbXRzOui2REXTpLtPbKn+N9hV1qf8G7r4lN6BVLae2VP8b7CrjVTGSaYu8cjQ5rqGdpB5wWFbOH6ZaMHpTZa6hp8CorIIiTsgPkDcnub+feqy83S21lrljpLhTTucWENjla4kB7cnAPfHyqBfeDXS2oupuEEwiMjpjFFJsNL3NDS7cM5w0DlUCfg50xYOPvVtp5o6gujLsyZa5+Q3bI53EOdkneS45zuxetZyiIgrbN11w8dk+hqwi4dn1Phn+kVm9m664eOyfQ1YRcOz6nwz\/SKpxtoel2b1WcCIioesroO39b4pTenMtsf4Sz+Iw\/WSLdB2\/rfFKb05lMFNCKl1WGeyuYIy7J3tBJA+UlByoiICIiAiIgKh1ZYJrrou+6etYY2e40NXBFxjiG8ZM1\/Kd+BtOV8iD5B9Sz6nHhD4GeEK7ax1c+1PoKe1VFC4UdS6SQyl0MgwC0DGy0788q7L4MfVdcH\/CpruDQFisV9pq2pbM5ktVFEIvYmOe7OzISNzTjd8i7jusMUNpuTo2Bplgle8jndsYz8gC85vUa\/jK2nwdx\/h5EHpSiIgIiICIiAtDkAkDJ7i1RBXWKvuVxoBU3W0vt0\/GPbxD3h52QcB2R3QrFFHuFfR2qhqLncallPS0kTpppXnDWMaMucT3AAlpjWdoTSlrTFa6z91vQ+0+VSMjOMrpbgy9VRwX8IupjpKyOukM8khjpqmqpDHBO\/BIYHZOy5wa4tDgCcHn3LtSmFW3Yurp43dFNga6MRkBoJ5jtfrfuWTC4jC4mO\/hWiY+Txf6i7F7Q7D42eH7SwbYV5\/FEWjKZidpcje1NV4Sp+serJVLo6ptY61Nnj4iaOWYkxHaG0\/JGdrH+Y8ytla8MREQEREBFtkkEUbpXBxDAXENaXE47gG8qDYb1TahtcN2pIKmGKfOyyohdE8YON7XAHyqe7OWfgjOM8lgiIoSqtQkzUsdqYeruMgpyAd\/F4JkPmg\/KrRoDQGtAAAwAOZVNG0V99qri7fHRN6Dg7gccOld5SGN\/2Huq3XNdc5cxrqIiLp0l2ntlT\/G+wq41UXN0xd3NZtOFDOQ3OMnYO5U9p7ZU\/wAb7CrrU\/4N3XxKb0CtnD9MtGD0qHUmsdS2Ytjt2iqy5SmVzdiEOIMYa0h23s7IJJIwTzZ5FXDVuqrm6S23fRlRb4XBjuiTtFuMhw3luAetBGc5duzsux2BtNAGXAeVV2oHsdaZgHAnMfIf12q9as0REFbZuuuHjsn0NWEXDs+p8M\/0is3s3XXDx2T6GrCLh2fU+Gf6RVONtD0uzeqzgREVD1ldB2\/rfFKb05lYqug7f1vilN6cysUBERAREQEREBERBDvPaeu8Wl9Erzi9Rr+MrafB3H+HkXo7ee09d4tL6JXnF6jX8ZW0+DuP8PIg9KUREBERAREQEREBYxctEtvOlr7pW8XutrIL42ojMsmyHwMkGA1mANzeUZWSxyRysD4nhzTnBB3KFaXOcKvacTirlAyeQZUT+Ks0naXeFi3wMWuNhzlas5xPlMaxLpXQfqeuEKDVtjuGr9UWRti03UNrI6e0UZp5LpVMbsxz1I5NoNwOfkOOUld\/w9qKL4Kf0mqJp66XCsuF1oau2ingopWMp5uMDuPDmAk45sKXCR0oot\/NT+k1ZMHhMPhM608fnm8v+p\/6h43+oeLjE4yY\/BE1iK1isRGczOkRGszOcz+m0RDmdTym7MqQ32MU7mE559oFTFpkd1Fc+baoiICIiAtAANwWqICiXWvFst81aI+MexuI4wcGSQnDGj4XEDyqWqivcK690lsactpR0bOO5ytiB+Fwcf8AYVFpyjREzol2ihdbrdBSSSCSVrdqZ\/5ch3vd5XElTERTEZRkRoIiIlLtPbKn+N9hVxqpofpi7MJIDqGcHBwesPOqe09sqf432FXGqnbOmLs7ZJxQznA5T1BWzh+mWjB6VLqPg0tepsCpvV5pY+MdMWUtQ1mXua1pO0Wlw3NHIeXfyqoo+Cu06PpzX0V+vdW6INaGVlSyRpy4DJwwHkJ59+7OcDFxqLhBOnsN9ad7rnGV0exS0+2S0Nadvlxg7WBvzkFVFLwkO1TTmiOjr9bONDXcZW03FtbhwOD8mPhI7qvWuxUREFbZuuuHjsn0NWEXDs+p8M\/0is3s3XXDx2T6GrCLh2fU+Gf6RVONtD0uzeqzgREVD1ldB2\/rfFKb05lYribTxNqJKprfZJGNjcc8rWlxA\/6nfKuVAREQEREBERAREQQ7z2nrvFpfRK84vUa\/jK2nwdx\/h5F6O3ntPXeLS+iV5xeo1\/GVtPg7j\/DyIPSlFt4yPjOK2xt42tnO\/HdW5AREQEREBbJZY4WGSVwa0EDJ75wFx1U8kIY2GIPklcWNDnYGdknefIoznVtTAYJYIm1EToZXASEsOHAnBxn\/ACnm7iDhtddS0tqMlTLxbYBJJJtNI2WhxOcKHpjUljuj6+GguMcr2VEsrgARhmRv3jvq3gFVNOJ6mmbCAxzNnjNonJHe7yr2taLTecNA9kqebvIK3Tt+4NdX36tpqPUlpuVbK5nFRU1xDnva2ME4ax2\/G\/KvItJ2DpTRO6Cdkinz7PJ+U39ZeeHqGPxgbF4vXfw716TQ9qKL4Kf0mqi1KzOcw+c4rjOIpjWrXEtERPnLg9aOn\/zF3z8n8yk0FhtVsmNRRUxjkLdnJle7d8BJVgiiKVjWIZb8ZxF6zW2JaYn5yIiLpnFoSAMk7lquCtpIa+kmoqja4qdjo37Li04IwcEbwpj5ocwIcA5pBB3gjnWqiWq2UtmttPaqLjOIpYxHHxkhe7A7pO8qWk5Z6EZ5atCQASTgDeVVaebx8E93eOruMpmaf\/aA2Yx8GyAf9x7qaic+ekjtEL3MkuUnQ5c04LIsZkcO4dkEA90hWjGMjY2ONoa1oDWgDAAHMuN7eiN5bkRF06EREEu09sqf432FXWp\/wbuviU3oFUtp7ZU\/xvsKuNVNLtMXZocWk0M4yOUdQd4Wzh+mWjB6VoORV2oe1E3xo\/TaqLUWhrrfC0UmtrvbWiV02aeZwdktaMZBA2Rs5xjGSe6VUUugLvpyF1bW68vV2jjDW8TVzOc05cBvycHmO8E5aMEZOb1rsZERBW2brrh47J9DVhFw7PqfDP8ASKzezddcPHZPoasIuHZ9T4Z\/pFU420PS7N6rOBERUPWEREBERAREQEREBERBGuUMlTbqqniGXywvY0ZxklpAXxh6mz1NfCzwecONJqzVFmpKe20TKoTSR1sUjhxsL2sw1pyckj4F9sLiZTxRzS1DQdubZDznlxyIOkrd6qvgsuXCpHoGm6cdNJqrpM3aowI+iONLeu2utzz4XeS8xtHfjgUP+tT\/ABJXpygIi4KqpbSiIuaXcZK2IY5i44yg50REEaq9vo\/DH6t61j7On8HH9LlpVe30fhj9W9ax9nT+Dj+lyCQoNyijitVfxTA3bhle7HOS05KnKJdu1Vb4vJ6JQedXqGPxgbF4vXfw716TQ9qKL4Kf0mrzZ9Qx+MDYvF67+HevSaHtRRfBT+k1VTu+T4z4i\/qskRFDMIiICIiAiKJda5ltt89c8Z4phLWjle87mtHfLiAO+UmctUToh0ZNxvlVW49goB0HCfypDh0rh3h1Lfha9W6h2iidb7dBSvOZGt2pHflPJy4\/KSpiisZQiNhERS6EREEu09sqf432FXGqniPTF3e4HDaGcnAJPWHkA3lU9p7ZU\/xvsKutT\/g3dfEpvQK2cP0y0YPSpNQ8Jlh0y0OuFJcX+yuiLYoAXjZa1xdskh2zh3LjlGN27NTTcKmn9XQOt1tobnDJJsHNTAIw0hwOCNonPUu5sDG\/G03PYDoIJCHyQxucOQloJCrr9TwR2mZ0cMbCCwAtaBu22\/cFetWqIiCts3XXDx2T6GrCLh2fU+Gf6RWb2brrh47J9DVhFw7PqfDP9IqnG2h6XZvVZwIiKh6wiIgIiICIiAiIgIiICIiDzG0d+OBQ\/wCtT\/Elel76mRtyiowG7D4JJCefLXMA9IrzQ0d+OBQ\/61P8SV6VS9vafxSb040E9QLt1tL43F9KlSVEUUsUL3YdM4tYMcpAJP7got2I2aXxuL6UE9FHr6l1HSSVLWhxZjcefJAWy4zOZSyRRNkdLJG8Rhgyc4\/\/AKEG6q9vo\/DH6t61j7On8HH9LlFZM6SOkfxUrn08gEzdnqgeKP8AMPlUinLpKmabinsa5jGjbGMkbWfpCCUtr2MkY6ORoc1wLXA8hBW5EGL6H4KuD3S98qrxYdE2u3VcDw2CogpgxzWujAcGnv5IKyqlpKdt5qY2x9THHE5jcnDTv5B5AptD7T5VvZSxsqpasF23K1rXDmwM4+lVTu+T4z4i\/q5kRFDMIiIIN6tbb1bJ7Y+rqKYTt2TLTybEjfgKlwxCCGOEPe8RtDdp7tpxwOUnnK3opznLJGUZ5iqbgG195orc4B0VN\/fZh3SDiIH\/AHZd8LArVzmsaXuIAaMknmCqtPsfPFUXmcHjLjJxjQf8kLepjb5o2j33uXFtdETrotkRF06EREBERBLtPbKn+N9hVxqoOOmLuGODXGhnwSM4Owd+FT2ntlT\/ABvsKudVOazTN2e9wa1tDOSSdwGwVs4fplowelQ6lsnCJWgM03qimozxrpONmj2sNLWgM2AzeA4E9dnfjvishsXCPQcdUam1bSXKjDhlkUPFZy7d1ON2\/ZI6o42SMu2upya7a70pYYePu14jpohK6Evc12yHhocRnGOQg57irJ9f6Q1FSS0FkvUNXK5zAOLDi04fnc7GORrsd3ZPcV61mSIiCts3XXDx2T6GrCLh2fU+Gf6RWb2brrh47J9DVhFw7PqfDP8ASKpxtoel2b1WcCIioesIiICIiAiIgIiICIiAiIg8xtHfjgUP+tT\/ABJXpVL29p\/FJvTjXmro78cCh\/1qf4kr0ql7e0\/ik3pxoNj6GiqJK2Woo4JXh+5z4w4j2NvOV8Derurayn4VbOyCrmjb0gpzhkhAztyb9y9AGf8APfH\/AO21fAHq7aCuqeFSzyU1FPKzpBTN2mRlwztybshB9n8HrnP4FdJPe4uc7T1sJJOSTxEazOXs2D4kn\/1WE8HDZZOCfR1ufLFT\/wD45bS4yjBBEEe7GR3Flb6ipfRm4xmHjKcTjGCWuAcRkb\/1R8qCTSdkVvhx9WxSlFt7JeKdUTOaXVJbKQ0YA6hox+5SkBERBPofafKpKjUPtPlUlVTu+T4z4i\/qIiKGYUeuuFDbYOibhVxU0W01m3K8NbknAGT3ypCjV9uobpT9C3GkiqIdpr9iRu0NppyD5CApjLPXZE55aJAIIyDuWq0AAGAtVCVVqGZ7qWK1wEie5SCnaR\/lZyyO8jA7y4HOrOONkUbYo2hrGNDWgcwHIqulIrr9VVYOY6FnQkZ5tt2HSY\/6B8IIVsuY1mZcxrqIiLp0IiICIiCXae2VP8b7CrrU\/wCDd18Sm9AqltPbKn+N9hVxqrb9bF22CA7oGfGeTOwVs4fplowelurtM6bukwqrlp+21cwziSelY9wzjO8jO\/A+QKuuumdN26knuFv0\/baaq2m+zw0rGSdU9u11QGd\/P3VF1CzhOJazTEtkA41zi+q28bGy3Zbsgcu1tb88mFVRM4VA2U6sksZt+0OxC\/jMbY2QctAznZ3\/ABu8r1rsNERBW2brrh47J9DVhFw7PqfDP9IrN7N11w8dk+hqwi4dn1Phn+kVTjbQ9Ls3qs4ERFQ9YREQEREBERAREQEREBERB1BQ+pr4Hbfwks1tSaXkZeIpumrJ+j6ggVPGl23sl+zy82Md5fNWt+H7hftvqnptIUOtaiKzxalhtrKUU8JaKZ88YdHks2sEc+c99feXFs2+N2Bt42drG\/HcXmZwi\/jhVX+s6b+IjQelTP8Anvj\/APbaos9shr6Shc6mhkdG6F5L2gnZHLyqUz\/nvj\/9tq5aLsODwTfoCDbVUNPV0xpZGAMIAGANwB5vkXNsMLDHsN2SMFuN2FuRBoAGgNaAANwAWqIgIiIJ9D7T5VJUah9p8qkqqd3yfGfEX9RERQzCKtvFrrrjLQvo71U0DaWpbNK2FrCJ2AH2N20DuPe+7FkpmIyzzRnqKLc60W63z1pbtGJhLW\/lO5APKcBSlUXEOuF4o7Y0+w0399qe\/jIiYfhdl3\/x99c2nKNCZyhKs1ALbbYaQnMgBfM78uVxLnu8riT5VNRFMRlGUERloIiIkREQEREEu09sqf432FXOqCBpq6knAFFP6BVNae2VP8b7CrnVLWu0zdmuaCDRTggjcRsFbOH6ZaMHpbqzUunbaAbjfbfTAvMQ46pYzqwAS3eeUAg474VZctUaautBLSWzUFuq53FpEcFUx7jh7c7gc7lJumidK3sh11stPUYJdsvB2SSACcZxyABVlXobSlipJrhabJBTVG008YzOSXPGScneeqdv\/WPdKvWsvREQVtm664eOyfQ1YRcOz6nwz\/SKzezddcPHZPoasIuHZ9T4Z\/pFU420PS7N6rOBERUPWEREBERAREQEREBERAREQF5lcIv44VV\/rOm\/iI16arCqzgY4L7hqYavrNE2qW68b0Q6pdTgvdNtNcJCeXaBbuKDKmf8APfH\/AO21ctF2HB4Jv0BQbjTxuuNDvkAmleJA2RzQ7EbuUA94fIrNrWsaGNGA0YA7gQaoiICIiAiIgn0PtPlUlRqH2nyqSqp3fJ8Z8Rf1FX118t9uuFDbKp8gnuLnMgDY3OBLRk5IGB5VYLQtaSHFoJbyEjkSMs9WWc\/BqiIoS0JABJOAFU6ePRkU97cO2MnGRZ5eIG6P5R1X+5b9Qvc+iZbYnESXGQUwwd+yQS8+RgcrJjGxsbGxoa1oAAHMAud7ejneW5ERdOhERAREQEREEu09sqf432FXGqi4aYuxY0F3QM+ATgE7B5+ZU9p7ZU\/xvsKutT\/g3dfEpvQK2cP0y0YPSodS3bhHoy1unLBQVbuOdkSuOyYtluz1W0CHbW0OQjGDu56mlu\/CbWxvi1RYLfSUJ2S6SEEP64EZBkdskHAI6oHaOHDZ6rPZrnbaXZbU3CmhLnFgEkrW5cMZG88u8fKqy8Xe1Vtslio7nSTvdsOa2KZriQHtyQAebI+UK9avUREFbZuuuHjsn0NWEXDs+p8M\/wBIrN7N11w8dk+hqwi4dn1Phn+kVTjbQ9Ls3qs4ERFQ9YREQEREBERAREQEREBERAREQV9f2xtnhpPq3KwXFJTxSyxTPbl0Li5hzyEgg\/uJXKgIiICIiAiIgn0PtPlUlRqH2nyqPT2upgvdVdX3aqlhqImRtpHbPFRFvK5u7OT8P2YryiZnN8lxs\/3FvUkbfenkT4paQWkQOErC08cZc7iDnGMKxRFEzmzRGQiKLcq0W6gnreKdKYmFzY28r3f5Wjvk4HlUTOWpshUrBcL\/AFFe7fHb2dCQdzbdh0rv3Mb3sO7qt1Cs1DJbrdFTzvEk5zJO8cj5XHaeR3sk472FNUVjREbCIil0IiICIiAiIgl2ntlT\/G+wq41UxkmmLvHI0Oa6hnDgRkEFh3KntPbKD432FXGqi4aYuxY3acKGfAzjJ2DuWzh+mWjB6VXfODfS2om7FxppeKL3SmKOTYYXuaGl2Bz4aAq3\/hrpfTEElztkNR0SCwl8sxftu2sbTu6erfv5y4k5Klaj1dqizubFbdF1VxkMrmhsW0QYw1pDtvZ2QSSRgnmzyKBJqrVVxnqLVddHTUNO1zR0TtOcw4cDkOLQOUAd\/bBHWuxetdgIiIK2zddcPHZPoasdq9M3aarmlZCwtfI5w6schKt7dcHwT3GMW2slArZOqja0tO5vdcFN6bSe89w8xn8y5tWLbrsHHtgTM18WLetW8+4M88J61bz7gzzwsp6bSe89w8xn8y2MvT3ue0Wa5ZjOycxNG\/AO7qt\/Lyj7FxyqtHvDF8oYz61bz7gzzwnrVvPuDPPCynptJ7z3DzGfzJ02k957h5jP5k5VT3hi+UMW9at59wZ54T1q3n3BnnhZO68va5rTZrjl5wMRNPNnf1W7kW7ptJ7z3DzGfzJyqnvDF8oYt61bz7gzzwnrVvPuDPPCynptJ7z3DzGfzLbJenxRukdZrkQ0ZOzE0nyAOyU5VT3hi+UMY9at59wZ54T1q3n3BnnhZT02k957h5jP5k6bSe89w8xn8ycqp7wxfKGLetW8+4M88J61bz7gzzwsp6bSe89w8xn8y2svT5AS2zXIYJbviaN4+Fycqp7wxfKGMetW8+4M88J61bz7gzzwsp6bSe89w8xn8ydNpPee4eYz+ZOVU94YvlDFvWrefcGeeE9at59wZ54WT9On8ZxXSa5bWzte1Nxj4drC3dNpPee4eYz+ZOVU94YvlDFvWrefcGeeE9at59wZ54WU9NpPee4eYz+ZbX3l8YBdZrkdohoxE07z\/uTlVPeGL5Qxj1q3n3BnnhPWrefcGeeFlPTaT3nuHmM\/mTptJ7z3DzGfzJyqnvDF8oYt61bz7gzzwnrVvPuDPPCynptJ7zXDzGfzLbHeXyMD22a4gOGRmJoPyFycqp7wxfKGMetW8+4M88J61bz7gzzwsp6bSe89w8xn8ydNpPee4eYz+ZOVU94YvlDg0\/bJaGiMNZCzb2yeY7lZ8RB7izzQoLby9znMFmuOWYzmJoHkO1vW7ptJ7z3DzGfzKyKxEZMd7ziWm0+KZxEHuLPNCcRB7izzQofTaT3nuHmM\/mW115ewtabNcurOBiJp5id\/VbuRMocp3EQe4s80IaeA7jBGf9oUPptJ7z3DzGfzJ02k957h5jP5kygTOIg9xZ5oTiIPcWeaFBkvL443SOs1yIaC47MTScDuAOyVr02kP\/6a4fNs\/mTKBN4iD3FnmhOIg9xZ5oUPptJ7z3DzGfzJ02k957h5jP5kygTOIg9xZ5oTiIPcWeaFAZenybWzZrl1Li05iaN\/ldv+Fb+m0nvPcPMZ\/MmUCZxEHuLPNCcRB7izzQofTaT3nuHmM\/mWw3pwlbCbNctpzS4exNxgY59rAO8buff3CmUCfxEHuLPNCcRB7izzQofTaT3nuHmM\/mTptJ7z3DzGfzJlAmiGJpy2JgI5w0Kv1P8Ag3dfEpvQKSXp0Tdp1muRBcG9TE0nJIA5Hd\/l5uVRL7U1Nyslwt0Nmr+MqqaWFuWtbvc0gb9rdyqRebbW42nAfCVXagew2mZocCcs3Z\/XaqTUPBradSOb0VdrtTxiV03F007WAvc1rSdotLhuaOQ9\/lUCbg4s9glnvtFcbm+QubiGWcOiGXAbhs5wMndnuZzhuAz1ERBjVsp6u0Xq8Vs0dxnZXTtdHE1gdGwNHK3fynO\/4Fa9N3e9Vf8AND71jN7pOFg3eol09cLKygLmmNtVtOcW7UfU7IYNnqeOydo5JZuGCqaCg9UE6L+93fS7XPDdpsfGHZ9kbnZdsbvYw7lacuJG4YIDN6+sfXUU1IKG6QGVhbxkcYDm98HKx2lsNfT19LWPu2oJG0ztoxGPqXjbL8Hqj3dn4u7l3qBUW3h2qa6VwvenKakbVOEAhDy804J2TJtRnqiA0kDAG0Rk7OTZ62tGvLw2hpbJXMpog1pqpYKgxSMkHK5u7qx+qcDlz3rcHDjFvFbWisecs\/FY9uHwpxK0m0+Ubsm6bu96q\/5ofenTd3vVX\/ND71Bt0Oq3WeiFwmp4rhGXCfZftte3OGknZ3nGCeQZXDJHrprnzNltxDW5bGCTtYycb2jeeTOfkXXJ1mO9H1c+0\/hi3ctr8lPcNPV1bUVk0V51JTsq3NcI2NGIsEnqeq76yO3VktDQU9E+iudQ6CJsZlfENp5Axk7+dRoo9avjil4+ha5zTtskacg4BHIO7kfAAeU4FzbhcG0kYujoXVIyHmHOwd+4jPeXN8PuRn3on0WYeNzJy7sx6uDpu73qr\/mh96qdTwTajtL7ZC6+Wx7nteKmkaGyNwc45eQ8iyZFUuU1trJaC301DJR3OpdTxNjM0kQ2pCBjaO\/lKk9N3e9Vf80PvVgiDHb7x95o20sUd3oi2RrzJDGA4gc3LyFV1ttFTbrvDchWX+aGFnFtppG7TCNnZGSXbzz55yB385miCv6bu96q\/wCaH3rQ3ZxBHSq4b\/8A2h96sUQYBUaauExGxetRxtD2vAazlwwNwTtb8434x8u9ZbHdHxxtjNsuLtloG06IZPfO9WSIK\/pu73qr\/mh96xq9Wesute+tp7jqCiD2uaYomdRva0bhtbutJ+E\/LmqIMfsb57Pb20Msd3rnNcTx08YLznu7\/wDw55ORWHTd3vVX\/ND71YIgp7hWPr6GoohQ3SA1ETo+NijAezIxtNOdxCj2ImyW2O3dDXerLHPeZp27T3Fzi47yeQZwBzABZAiCv6bu96q\/5ofeo1yq5a+gno46O507pW7IkZEMt\/erlEGCt09Vx1NNOy66j2ad205jhnjTtZ6rqvJycw74OVdN3e9Vf80PvVgiCv6bu96q\/wCaH3rGLpZK24VNXPDctQUrao52I2e19b1vVbutz5Tzblm6IKO01Etst1PQSUt0qnQsDTNLEC9\/fO9TOm7veqv+aH3qwRBi19pam8VNLUwS3uhNNkFsLBsyZc09UM82yR\/uK26Zo6rT0U0c817uRmcHB1RGCWY5hvWVogr+m7veqv8Amh9606bO96rh80PvViiDD9M2yq07W3KrlrdQXJle6IsiqmhzafYaQdjf\/mzk\/Asg6bu96q\/5oferBEFf03d71V\/zQ+9YfJpitdRNpWXnUjX8YJHS7OXOABAb13Jvye6e4uwEQVdNcX09PFA633KUxsawvfENp2BjJ38pXJ03d71V\/wA0PvVgiDEb3QVd2rDVwVN8otqHiSyJnUjc8bQG1uPV5+FrVL082osdAaKdt4r3F5fxs8YLhuAxy8m7PlKyNEFf03d71V\/zQ+9RLpVz19E+khtdaHyOZgujAAw4E5Oe8rtEBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERB\/9k=\" width=\"250px\" alt=\"Parabolic SAR\"\/><\/p>\n<p>You should consider whether you understand how CFDs work and whether you can afford to take the high risk of losing your money. You should consider whether <a href=\"https:\/\/www.bigshotrading.info\/blog\/parabolic-sar-overview-and-how-to-use\/\">Parabolic SAR<\/a> you understand how CFDs work and whether you can afford to take the risk of losing your money. Trading through an online platform carries additional risks.<\/p>\n<h2 id=\"toc-2\">Strategy 1: EMA with PSAR Crypto Trading Strategy<\/h2>\n<p>When you apply the SAR indicator, you will see dots as you can see on the chart below. The falling SAR is calculated by using the same formula as the previous one. First, you need to calculate the prior SAR,the  extreme point, and the acceleration factor. The Money Flow Index is a popular momentum indicator that is used to identify overbought and oversold market conditions.<\/p>\n<p>Among the several subdomains in technical analysis, technical indicators are a highly rated tool. With the advent of computer algorithms, analyzing past prices in different ways has become an efficient way for short-term traders to leverage their market analysis. The parabolic SAR works the same in forex trading\u200b\u200b as it does in other markets, such as stocks or commodities. Any of the strategies discussed above can be applied to the forex market. As mentioned earlier, the indicator works best when there are large price movements. On the left side of the EUR\/USD daily chart, the price action\u200b\u200b is choppy. The price whipsaws back and forth across the indicator, resulting in multiple losing or small-profit trades.<\/p>","protected":false},"excerpt":{"rendered":"<p>Content Parabolic SAR Indicator Indicators V ~ Z Strategy 1: EMA with PSAR Crypto Trading Strategy What is parabolic SAR? How this indicator works Interpreting Parabolic SAR We also reference original research from other reputable publishers where appropriate. You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy. &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"https:\/\/timoq.be\/en\/how-to-trade-with-parabolic-stop-and-reverse-psar\/\"> <span class=\"screen-reader-text\">How to Trade With Parabolic Stop and Reverse PSAR<\/span> Read More &raquo;<\/a><\/p>","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0},"categories":[76],"tags":[],"_links":{"self":[{"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/posts\/1813"}],"collection":[{"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/comments?post=1813"}],"version-history":[{"count":1,"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/posts\/1813\/revisions"}],"predecessor-version":[{"id":1814,"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/posts\/1813\/revisions\/1814"}],"wp:attachment":[{"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/media?parent=1813"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/categories?post=1813"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/tags?post=1813"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}