{"id":8160,"date":"2021-04-20T15:52:12","date_gmt":"2021-04-20T15:52:12","guid":{"rendered":"https:\/\/iesdiegotortosa.com\/?p=8160"},"modified":"2021-07-09T16:38:03","modified_gmt":"2021-07-09T16:38:03","slug":"6-harmonic-patterns-to-use-in-trading","status":"publish","type":"post","link":"https:\/\/iesdiegotortosa.com\/index.php\/2021\/04\/20\/6-harmonic-patterns-to-use-in-trading\/","title":{"rendered":"6 Harmonic Patterns To Use In Trading"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;margin-bottom: 1em;padding: 1em;width: 350px\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center\">Best of this article<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Trade Entries And Stops<\/a><\/li>\n<li><a href=\"#toc-1\">Types Of Gartley Pattern<\/a><\/li>\n<li><a href=\"#toc-2\">Traders Psychology<\/a><\/li>\n<li><a href=\"#toc-3\">Bullish Gartley Pattern<\/a><\/li>\n<li><a href=\"#toc-4\">Fibonacci Butterfly Pattern<\/a><\/li>\n<li><a href=\"#toc-5\">Identifying Patterns<\/a><\/li>\n<li><a href=\"#toc-6\">Euraud Forecast And Technical Analysis<\/a><\/li>\n<li><a href=\"#toc-7\">How To Trade The Ab=cd Harmonic Pattern?<\/a><\/li>\n<\/ul>\n<\/div>\n<p>Our favorite time frame for the Amazing Harmonic Pattern Trading Strategy is the 1h, 4h or the Daily chart. For simplicity\u2019s sake, we\u2019re going to refer to the Amazing Harmonic Pattern Trading Strategy as the AHPT trading strategy. We don\u2019t want to go to lower time frames because, after extensive backtesting, we discovered the Amazing Harmonic Pattern Trading Strategy works best on higher time frames.<\/p>\n<p>These include white papers, government data, original reporting, and interviews with industry experts. We also reference original research from other reputable <a href=\"http:\/\/mansaocatavento.com.br\/7-direct-response-marketing-techniques-to-drive\/\">How Leading Brands Respond To New Market Drivers<\/a> publishers where appropriate. You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy.<\/p>\n<h2 id=\"toc-0\">Trade Entries And Stops<\/h2>\n<p>Lets just say its not ATR based stop but create your rules for each pair based on backtest and forward test. Harmonics on its own wont be enough\u2026 you need more tools and indicators\u2026 use harmonics to look for things like head and shoulders and double\/triple tops. Cypher patterns have a 40% win rate AT BEST and should not <a href=\"http:\/\/builcop.com\/what-is-a-broker-what-do-they-do\/\">What Are Bearish And Bullish Markets<\/a> be traded. The only people that \u201csome how\u201d have a good win rate on them is the people that created them or are part of their organization. I did a 1000+ hour backtest on Cypher patterns on 21 currency pairs and multiple timeframes and the BEST that I got was around 40% win rates with the average being around 33%.<\/p>\n<h2 id=\"toc-1\">Types Of Gartley Pattern<\/h2>\n<p>This is a \u201ctrending\u201d move, the one that sets the tone for the short-term price action. In a bearish Gartley pattern, like in the photo below, the XA is a downward move that ultimately produces the sell signal at point D. Harmonic chart patterns have grown in popularity in the past few years. Although they are considered more advanced chart patterns, <a href=\"https:\/\/jorgeserrano.co\/best-harmonic-cypher-pattern-forex-trading\/\">cypher pattern rules<\/a> new traders have also shown a strong appetite for learning about how to draw and trade harmonics. Trading and investing involves significant level of risk and is not suitable and\/or appropriate for all clients. Please make sure you carefully consider your investment objectives, level of experience and risk appetite before buying or selling.<\/p>\n<ul>\n<li>Looking at the M15 chart we could see that the price has created three higher highs, higher lows which is a clear representation of the bullish trend pattern.<\/li>\n<li>To classify a pattern some ratios are allowed to be in a range while others should be close to the exact ratio.<\/li>\n<li>There are clear methods of when to go against the trend and when to go with the trend.<\/li>\n<li>What comes out of these guidelines is practically the entire trading setup \u2013 entry and both exit points.<\/li>\n<li>On the other hand, there is a risk of losing money even if you follow all rules.<\/li>\n<li>ABCD is a reversal pattern, predicting the shift in market trends.<\/li>\n<\/ul>\n<p>But, it will be a good rule to observe the appropriate sizes of AB and CD corrections, as trading an asymmetric pattern is much more difficult. At point C, the price unfolds and continues to move parallel to AB. At the same time, point D should be within the limits of 113% \u2013 261.8% of the BC knee. Pattern ABCD is the simplest harmonic model, consisting of three knees \u2013 AB, BC and CD. The point is not that the figure represents the essential bricks on the part of the guiding principle of the harmonic figures and, if any, turns into a large part of the niche.<\/p>\n<h2 id=\"toc-2\">Traders Psychology<\/h2>\n<p>In a bullish pattern, point B will pullback0.382 to 0.618 of XA. D is the area to look for a long, although the wait for the price to start rising before doing so. For the bearish pattern, look to short trade near D, with a stop loss not far above. To use the method, a trader will benefit from a chart platform that allows them to plot multiple Fibonacci retracements to measure each wave. This sequence can then be broken down into ratios which some believe provide clues as to where a given financial market will move to.<\/p>\n<h2 id=\"toc-3\">Bullish Gartley Pattern<\/h2>\n<p>If target 1is met, to secure all positions you can modify the stop loss at the break-even point. Otherwise, your stop-loss order should be placed just above point D if you open <a href=\"https:\/\/www.google.com\/search?q=Gartley Harmonic Pattern Trading Strategy\">Gartley Harmonic Pattern Trading Strategy<\/a> a Buy position from the Bearish Gartley pattern. How to place your stop loss should be placed just below point D if you open a Buy position from the Bullish Gartley pattern.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' src=\"image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD\/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD\/wAARCADVAX8DASIAAhEBAxEB\/8QAHQAAAQUBAQEBAAAAAAAAAAAAAAQFBgcIAwIBCf\/EAF4QAAEDAwEFAAsLBwcICAUFAAECAwQABREGBxITITEIFBUWIkFRVGGT0RcyUlVWcYGUldLTIzRCdJGStCQlM1NiobE1N0NydYOy4Rg2OGNzdoKzJidERfBlosHDxP\/EABwBAQACAwEBAQAAAAAAAAAAAAABBAIDBQcGCP\/EAEMRAAECAgYHBQQHBgcBAAAAAAEAAgMRBBIhMVGRBRNBYaHR4SJScYGxBjLS8BQVFyNCU5IWJFRyk8EHJTQ1Q4LCYv\/aAAwDAQACEQMRAD8A\/Qh\/Z53wOXa5tRtOqXJVJaYVLs6Hn0SUzHQXVuqJ30cMJSEbvLGd4jADA\/sT1QtyStiTpNKXVgtpNnYw0kKSeX5HJyAoHJ\/SyMVaum\/zB79fnfxLlOtEVX6c2Qrhyoi9QwtMTozTQQ803aGUrcUAvKysNjJJLfIBI8Enx4Et9zjZ\/wDImx\/UGvu0+qkeEUtMrd3TglOMA+Tma9tupdBwCCk4KSOYoij\/ALnGz\/5E2P6g192j3ONn\/wAibH9Qa+7UjooijnucbP8A5E2P6g192j3ONn\/yJsf1Br7tSOiiKOe5xs\/+RNj+oNfdo9zjZ\/8AImx\/UGvu1I6KIo57nGz\/AORNj+oNfdo9zjZ\/8ibH9Qa+7UjooijnucbP\/kTY\/qDX3aPc42f\/ACJsf1Br7tSOiiKOe5xs\/wDkTY\/qDX3aPc42f\/Imx\/UGvu1I6KIo57nGz\/5E2P6g192j3ONn\/wAibH9Qa+7UjooijnucbP8A5E2P6g192j3ONn\/yJsf1Br7tSOiiKOe5xs\/+RNj+oNfdo9zjZ\/8AImx\/UGvu1I6KIo57nGz\/AORNj+oNfdo9zjZ\/8ibH9Qa+7UjooijnucbP\/kTY\/qDX3aPc42f\/ACJsf1Br7tSOiiKOe5xs\/wDkTY\/qDX3aPc42f\/Imx\/UGvu1I6KIo57nGz\/5E2P6g192j3ONn\/wAibH9Qa+7UjooijnucbP8A5E2P6g192j3ONn\/yJsf1Br7tSOiiKOe5xs\/+RNj+oNfdo9zjZ\/8AImx\/UGvu1I6KIo57nGz\/AORNj+oNfdo9zjZ\/8ibH9Qa+7UjooijnucbP\/kTY\/qDX3aPc42f\/ACJsf1Br7tSOiiKOe5xs\/wDkTY\/qDX3aPc42f\/Imx\/UGvu1I6KIo57nGz\/5E2P6g192j3ONn\/wAibH9Qa+7UjooijnucbP8A5E2P6g192j3ONn\/yJsf1Br7tSOiiKOe5xs\/+RNj+oNfdo9zjZ\/8AImx\/UGvu1I6atPXbunFWH3kGS247voSMFLYfdQg49IbI+g0RRXTmptJ6TFy08lSYva9wkqbix46t1tBdQnACRgeE6k48hJ6AmnXS203Rusrk7adPXNyRJZZL60qjONjcCgkkFSQDzOMDxgjxGumnbZbZwuy5tvjSFC5y2wXWkrO6ojKeY6HxinmDZbNbFly22mFEWUlJUxHQ2d0nJGQByyB+yiJu0+\/OTElpRASpCZ83cVxgN\/8AlDvixy58qcxIuB3963pSBvbp4wOQOni8fP8AZSXTf5g9+vzv4lynWsapx9FnXHdHHmqL7IXWlw0i1p4WvXkvT0yVGm4hsobUiXyaAUtSkncIWpKArICeMpZzuVbdvlSFwbZJiE3DjxGyX1LDZdTupPEIx1Oc4\/tU26inR2pCrRKtyJLJMNCVKxvJ7ZfU3u8x70bufm+alWib2rUFpXNkxTFmRZD1vkx1HPBcZcUggchkKwFg45pUk+SsHPAeIZNpnwlP1WxkJxhmMBMAgHznLbPYfkp2Mi4byALcnBBKjxx4JxyHTnz5V8Mi476wLcndA8E8ceEc9OnKllFZ1Tj6clhXb3Rx5pKh+eVqC4CUpBwlXGB3hnrjHLx\/sryJNx4IWbaniY95xx6fHj0D9vopZRSqcfTkldvdHHmkipFwCN5NuSVeD4PHH088eKvqn54UgJt6VA53jxgN3yeLnSqilU4+iVx3Rx5pGZFx3ykW1O6OiuOOfhY6Y8nP+6vqZFwKylVvSlIxhXGBzy58sUropVOPpySu3ujjzSJMm5lveVbEpXk+D2wDyxy548vKgybkGyoWxJXgYTxx15ePHpP7PTS2ioqnH05JXb3Rx5pKp+eFICbekpUrCjxgN0Z69OfKvnbFw30jucndI5q4w5c\/Jjyc6V0VNU4+iVx3Rx5pKH55WpJt6QkJBCuMOZxkjGPLy\/vrymRcSnKrakHeIxxweXLB6ePn+yllFKpx9Ert7o480j7ZuXCUruYnfCQQnjjmc9M48lfTIn\/k8W9PhEBf5YeAMnJ6c8cv20ropVOPpySu3ujjzSMybkDgWxJGCc8cdcch08vKvvbE\/iqT3PTuBOQrjDmryYx\/fSuilU4+nJK7e6OPNJQ\/PJUDb0gBeEnjDmnI59OXLJx6K8CTcuEVG2JC8Z3OOOuTyzj5v20topVOPpySu3ujjzSMybiEpItqSTu7w448HPXxc8VXO1zb9YtjTtsZ1NYLjJN1Dymu01Nq3Q3u53t4p6leOXkq0qyB2ev59o7\/AMKb\/i1XA9p6fSNFaLiUuju7baspgG9wHoV9f7CaJoftBp6Bo+msnDfWnIkGxjiLZ4hS\/wD6dGzPilHezqPh4yF8Nnmc9McTyc68o7OnZqSd\/S+o0+EAPAZPLxn+krENFeTfaBprvN\/SF+hfsf8AZf8ALf8ArK28js6dmykKUvS2o0qAOE7jBzyOOfE+b9tC+zp2bBtKkaV1GpZ6p3GBjp4+J6T+ysQ0U+0DTfeb+kJ9j\/svOerf+srby+zp2apUAjS2o1DeIJ3GBhPiP9J\/dX3\/AKdGzTiBPexqPcxkq4bPXPTHE8nOsQUU+0DTfeb+kJ9j\/sv+W\/8AWVt1HZ07NyrC9K6jSOXPcYPi5\/6TxHlX1PZ07NSlZVpbUYIJ3RuMeEPF\/pOWaxDRT7QNN95v6Qn2P+y\/5b\/1lbdV2dWzcNhSdK6jKynJTuMcjy5Z4nz\/ALKm2yvskNM7X71JsOmLBdWZMSOZbhmcNCOEFpQSClSiTlSeWPGfJX52VpHsFf8AOZfP9hL\/AIhmuvoD2z0rpHSUGix3Cq4yMmjAr5v2v\/wz9n9C6DpFPosN2sY2Ym4kXgXLanbE8rSBb0lBTkq4w5HHTGPLyr4JNy3iDbEgAAg8cczjp0pv1XdZ1njxZUNPEQXwl5pKcuuJIOEt8iCrexyOCRnBzyMTtu0rVQssSReNIITONvQ\/KaQ66nde4ZK+XDO6hKxwzzKws43SMKPrT4zYbqricui8Bo+jY9Kha6ExpF3vSO3EjD0U+D88lwGAkBJIQeMPCGRg9OXLP7K89sXHghfc1PE3SSjjjkcnlnHkwfpqNPa1uMaLDuMi1HcehXBwMNb6y++ytAZS2rdBPFTvqT4OSCMA4rivX92RD7YOnW1KLDzo3JKilZbeLYKSUA7qkjeSSBkkDxglr2D8Ry6I3RdJcARDF8ve2gkEe9uNvFSxUi4BIKbckqJAI4w5Dxnp4qFPzwtKU29JSQSVcYcjjkMY8vKlLa+I2lwJI3gDgjBGfKD0r1W+qcfRc2sB+EceaR9sXHf3e5yd3HvuOPL5MeTnX1Mi4FSwq3JABwk8YeEPL05UropVOPpySu3ujjzSJMm5lAUq2JCsHKe2B6cc8egft9FZ52ebadQXq77RrPH09HhzNN6Wh3dqSiVxAVSFz3k+CpAHgcvLnyCtJ1irZJPiw9oe2JiQ7urm6CsrDA3Sd5YjXJzHLp4Lajz8nzVFU4nhySu3ujjzVhasufZDI1Xfo+grbJNmFycS0phtogk4K1FavCyFhI6e9UrHPBp82eT+yBTrGC1qpi4P2ZxDqJC5UdhsN+ApST+TOclYQM8+WeQFTe3a6tFim3i1yY8xb6bjKd5NhtBTxGwcLcKUqADgUSCQAleTlJFL9IbUtO61ua7RaY1xakNR1SFiVG4QSErCCOZ5nJHTl6c8q5f1ZE12u+kPlOcp2Xzldds8F9B+0EEUUUb6HCnVq1qprXSrTn722eKfNN\/mD36\/O\/iXKdaatN\/mD36\/O\/iXKda66+bVQ7U4V5u+qHoFsukyKmLbI91UmM6lokxZaVglWMkbri8pzzwKjXYr6rvc\/Q+hZl\/myJzmq9FWSdImyXS46\/dE25hbzi1HmVONrQckkksrPjqe6m\/693X\/AMoTP\/cRVDbFb4wjYdsettpv8di\/QtN2O7RYQdHFlJjWOO461uZyQtkrR6N\/NVqWCGaxt7beY8xMeKv6OcHRtQ8yEQVbdk\/dPgHAE7gVr+iuEGbGuUKPcIbqXY8ppDzS0nIUhQBBHzgiu9WAQRMKi5paS114RRRRUqEUUUURFFFcZExiKUh5ShvdMIUr\/AVBIFpUEgCZXaikfdaD8Nz1K\/ZR3Wg\/Dc9Sv2VjXbisdYzEJZRSPutB+G56lfso7rQfhuepX7KV24prGYhLKKR91oPw3PUr9lHdaD8Nz1K\/ZSu3FNYzEJZRSPutB+G56lfso7rQfhuepX7KV24prGYhLKKR91oPw3PUr9lHdaD8Nz1K\/ZSu3FNYzEJZRSPutB+G56lfso7rQfhuepX7KV24prGYhLKyz2aOjtT6ve03K0zZpFxat7Uvtgs4JTvFvGATlXQ+9BrS7tziONltt1wKXhIPCWMZOOuKoza5rPVds2kWy2WxqQ9aQ61CUyiKksIK0JVlasBSVKKghOF43i2NxWVEcrTej2aYoESiONjpXbiD\/ZfR+ymnT7P6WhaRhgOLJ2G61pGwjFYTdacZcUy82pDiCUqSoYKSOoI8VeavPsidmF8G0Iz9O6ZnPIuENuTJLLJUkPby0E8uhIQkn0knx1WHuba++SF1+rKr8807Rkeh0l9Hqk1TKcjav11o\/wBudAUyiw48SmQmOcAS0xWAg7QZlRuipJ7m2vvkhdfqyqPc2198kLr9WVVT6LH7hyKufth7O\/x8H+rD+JRuipJ7m2vvkhdfqyqPc2198kLr9WVT6LH7hyKfth7O\/wAfB\/qw\/iUboqSe5tr75IXX6sqj3NtffJC6\/VlU+ix+4cin7Yezv8fB\/qw\/iUbrSPYK\/wCcy+f7CX\/EM1SXuba++SF1+rKq\/uwz03qDS+0K8zdQWOdBYdsy2kOOx1gKXx2jjp5Af2V9D7KQIrNM0dzmkCtgcCvkPbz2n0HS\/ZylwKPTIT3ubYGxGEm0XAGZWzqKR91oPw3PUr9lHdaD8Nz1K\/ZX6FrtxX5F1jMQllFI+60H4bnqV+yjutB+G56lfspXbimsZiEsopH3Wg\/Dc9Sv2Ud1oPw3PUr9lK7cU1jMQvt1mm22uXcEthZjMLeCScb26knGfopNK1FbIl3ZsanFKmOqaBbSn3iXEvFCiemD2u6OWTy9NM20DVEK1aPuUlLTr6nUIioRuKR4Ty0tJJJHIArBPoFZm2Zap1RL7L7UEHUGprhPgR7FakssuPOKaS43KvDRcDXRKlBIJwOW8U5OKaxmKa1mIWubxMdgW9yUwElaVNgbwyOawD\/ca\/P5jWUfQusNq2pZcF2VHtehrVPfQ0oBZbTAujeE55E7zyPJyzW1toWvrBYbYqLJMh2Q6lD7bDTX5RSEyGUKICiM4Lqc+3AOGNVaTut71Ttn0U09FYnXHQtttKXVFSmkL\/lbZWcAK3R1zu5x0BPKhiMAnNYujQ2gklbs2V32Jq7SqdVRYym2Ly8qe026AVoQ8lKwk45ZAVg1MUoQj3qEjAxyFUzsm2dX1rQVttUzVM+3ybVH7lyGYbziWVPMhlPEThSTjeZ+cpUocgoippo7Z9dNK3mTdJmvb7e2pDSkCNcJC3ENlSknKQVboA3SB4O9hRyo1kDMTWbXVmhw2p\/03+YPfr87+JcpTc7vbrO229cpKWG3CtIUoHHgNrcVnHQBDaz9FJtN\/mD36\/O\/iXKpLsyNKXfXGzq5aX0+4y1dZ2nL23BddcLaWni00kL3gCUndUsZAzhRHjNSslNNOvv3PabME1fG\/m65xwFgEcNM8ISn5gkAVWt60bG0h2Ruw+Cxa4ERCo18jgRWkoQpDFmjNBOAB4KdwhIxyHkqy9hujpGnbFJkXpiMu6onSonHbeW6eEhaULG8oAjecaUvAGPC6mo9tW\/7TOwn\/V1R\/ANURT7Z+pmzO3bQXFAVYpHEiNHqID5K2Mf2UkOtD\/wqmFRDVJbsGq7Fq3hYZkq7iT3R4m3VAx1K8oS9hA8nHNS+qlF7AME\/hMh4XjhZ4gro6R+9c2lD\/kEz\/MLHZntSwcEUUUVbXORRRRREUUUURFFFFERRRRREUUUURFFFFERRRRREUUV5ccQ02p1xQShAKlE9AB1NEvXOWcR1p3d5ShupHPmo9OgOBnx+Kqnutz0W7tAmXifpeNKvtqJgx7h2m2XPybbalFDp8JIHbBR9Chz8drN5KlynzupGQgHHgp8ufTgH5semsdObaV3LXlvjxIjMq13O3rubLuVJeCpt9EUJUTkENpUnxDO7151yNK0iJCh\/dXyJyIH\/AK4LXpMuo2iY9JhibhVaPFxn6NI81btwnPXKY5Nf5KcPJIOQkDoBSeiivgHvdEcXOvK8YiPdFcXvMyUUUgfugZvkOy8HPbcWRJ4m973hLZTjHjzxuv8AZ9NLHXW2GlvPLShttJUpSjgJA5kmokVEiF7or4lSVpC0KBSoZBHjFfahQiiiiiIqX7Mv8sSf1Y\/8aaiFS\/Zl\/liT+rH\/AI010dEf62H4rq6D\/wBxheKsmiiivR16wiiiiiIooooir3bXLfZ0yxFbUA3Imw+IMdd2YwRWedWWO+7FttGmtuHbcV2NrzUcPSEm3yIq+JGjNyLxIVIQoLGSpDyN0EEcs88ir72osytT6hsujLfMQ0X2Jslz8nlQfjmM8yMk4CST4XoPUVDuy70bfb9ozSV206hl5zRuoBqByO6V70huNb5mW0biSd9RIA8VEVhaniG57RbBHbcCOJaJywojxB+Kr\/8AiueodnehW9V2W9jSdrVPudx4EyQuMlTj7aIc4pSokZIBdc\/exUT2N6p1dtJuOn9b6msarK4qyKW5bn2nG3Yi5Ea3vFjC0gq3FrcBUcHOBjkcXO9FjSHGHX2UrXGcLrKiOaF7qk7w9O6pQ+YmiKBQtV3K0TbvBiaYlzE9vynRIG\/wiQ42CnKELPJK1q6ZPDIAOQaW6N19fNT3uVarloK5WZhhlTrcyQSWniFJTupyhJGck88HA6Y5076UICLtk\/8A3aV\/xCn3I8tEUUdlGHpxTyZHBzfdze3t3kq57pGfSCRjx5qHaint64vOnrUp5KFTrXMSuQ1hSMPKaRlIzzxuk9ajl52h27UutZOxNKn4lxblSbkS7HS6wtpm7QgpYIUCFYnNgA9CCcHAy07P9Daq0Ht2l6Qg2ae1s9sUG3Q9MANcZthBaC3wp0ZWBxEr5uq6jCTzAoi0dCgRbe2tmI3uJcecfUN4nK3Flajz8qlE1SW2WY1buyL2Iz3kqLcZjVbqwkZJCbe2Tj08qvWs99kM+zE22bIpcp5DLDUDV2+64oJQnNuQBknkOdEV46ksjOo7DPsbyy2JjCm0uDq2vHgrHpSrBHpFJdEXyZqDTEK4XNhLFxSlUeeyn3rcppRbeSPRvpVj0YpTp3UEDUsB24W55l1pqZKhFTTqXBvsPLaVzHLOUE48WcUy2kO2DXtzsy1jtK\/M91ogP6EhG63JQPQRwVgeVSzVWL91GbE2Hsn1BzmP+y6FH+\/osSBtb2x6OA8RJx3MUurlIksRUByQ6ltKlobBUeRUtQSkfOVED6aiGs9pFs0ZNcbukuK0ywyiQpKnBxXQWZbhQhPVSsRQQACTk8qhvu0tawuDVntGmrotlm6RmnluRFx1BxMmEtvc425xEFDj6itGU\/kcA55VaXPVzUVE9F7TdJ6+0ba9e6dlOrs13L\/AfeaLRAaLoWVJVzABZX\/dUmjSmJjZejr30Ba284\/SSopP94NEXaiiiiIooooiKKKKIiiuJfWongMlxIOCreAGfHjy17adDoJ3Skg4Uk9QaIvdFFFERRRRREUlXuTXC0CS00pKlFKuRWFZCcg5BBSMgjByBz5ivchbh\/IR1JDpKck891JPMkZ8YCsemvbDLcdpDLQO6gYGSST6STzJ8pPWovsWY7Ant+beSj+0Wc7B0VeO1lBMmREcjRyTgcZwbiOf+soViDW0BnRO0e13aRFMWxPS29OwXUgFJko1aXAzgcxhtIOSMemto7Qi5MnaW082UBFxvLb0kqBO6xFQqST6MrZaTz5YXWPeylblRtE6Yu7OAljak6lKuuF921qHL6K5FOAiiLuqt85zPAhadONq6IZCP4yXeVZrRxa75Kvlp1t5tDzLiXG3EhSFpOQoHmCCOor0SB1NUvsR1LqCTtW2u6AuF5el2bRlxtFvsrDqEAx2FW5tSxvJSCreV4RznmTjGaftqF61Larzp42SE5cGXL1EblMhSQGGN1wrdT0JVndGM45jlXxT6G9kV0IkWCfpzXkT6C+HGdBJEwJ5y5rhtq2h+5Y3F127ZH7rEgxnbe6xFcw\/xZT8cNlKSMEANrKuYIGMA55S9N6jag0TPusOXGktOMTW0ux3Ats8NTiCAQSMgpwfSDUT0u\/qG\/3w3aTaEsxCpE56Qp4BQcNsYSG+GByJL6j1wA2euarjsbr4m3di7aocd1kvypupWVAqG82O3Lk4lW76S1jn6a3ugMMJtT3hKfnWPCXFWX0ZhgMqe8CJ+dY+UgOKvrShJjzcnpK\/\/qbp4YfZksokR3A42sZSodCKqjZftHkTL9e9N31EWM63dZjcRPNDz7DLVvSlwIJyoFcpQKgMDdHprvsz2uWW\/wB31XpVMSbGGiIMB+Y88jCVB9DyzupHhZTwiDkc+WM1XiUaIKzpXS42KpEokUVnSsbKfnZ6q1KKKKqqoipfsy\/yxJ\/Vj\/xpqIVL9mX+WJP6sf8AjTXR0R\/rYfiuroP\/AHGF4qyaKKK9HXrCKKKKIiiiiiKuoVruV22tyrwZDQi2FbjPDDXhKEiKxjwt7xKaPi6K8WMmZaoQtzTN3bbQpa1wZCUpSMkktqwAKZtL\/wDXLWH6zD\/h01LKIovpyCtd8uNw3wEsSXGSk9SVsRSD\/wDsP7alFJINvRBemvJcUszZHbCgR707iEYH7gP00oceZZKQ86hG+d1O8oDePkHlpchMlAYWhbfqCZd7i\/cbgysz5bJQ24lTZ\/KNqCt1xKgCFNoOBgEg5B3jl00ps4tukrou6w7vc5C1sLj8KQ6ktgKcC87qUjmCMA+IHHkpqhah1NBk3ZiyaVNxjmfLcEntgBJWHG8owAT70uEelAHjzTnpPVGtL1dlw7\/oNyzwhGU6iWqWFhbgWAEbm6FDwSTk+TyYNAireBshQ1tMuW2udNWiWqfJs8WI2sKbMZ65W8lxfg5C9+DyAOMK8vS9sDOcDJ8dRcsPSNPKbYaU4oXwrISMndTct5R+gAn6KlNERUb1xp+LebW5KkNJeVCiyihpTYXvlbKk451JKKIs7dibdO5Gyy7rDaSh\/aVqqOrP6CTd5WSMeTFSraVqGDNnWjVtnuTjJ0oJFxLhSrdW3iGXQUZyoGNJcAB5hRB8VZf2gXm9aJ2+a10vpO6TbNaIelVahZt8N5TMdNxcvF5K5JbSQlS1YTkkHewM5rjscuU3UWsth15vT\/bU2+bOJE64urSAZT7sSzlxxYAAJOfJ6K1R4WuhlmPA7D5G1WKLH+jRmxbwLxiLiPMTB8VrC8WC16u19KjyrfGuER9tveWtlLyA0uG4je5gjBDmPId7HjqXW7Z9p60XWJeoLTzT8KGuIhtDhSyQQgBXDHIFIQQnHQLUPJiv+x6kOXBV2cceKRaW2bU2wpGDuIUvdWkkklvhhtsH4TTn0XPUQIuuhh+3buO0eRsU0uj\/AEaM6EDMC44g2g+YIPmsidjzepMPsZWNIOSzEu9gt8xciGtATJhdsG5KQpaFDKd5Kd5O8MEDNWH2H2u9Va+0VrSbqy6me9a9oGoLTEWWkI4cVmThtvwAAcZPM8z4zSrV2zlDesdf6ot97eYkangQ2ZTa2UuIbEa3zktlHQjm5k5znGOVR3sG4wh6N2lxAsrDG1bVTYURgndlgZ\/urcqy0hXCQw88Ulqa6xjqEJQc\/vA13oqCJ2KCJiSR9pS\/jiT+419yjtKX8cSf3GvuUsorGoN+ZWGrG\/M80j7Sl\/HEn9xr7leXIcwIUReJXIH9Br7lLq+EgAlRAA6k0qDfmU1Y35nmqO29ai1JpzUOjkWO\/TojLsS5LU2y8lpDzyEsBkK8NIVhSj4O66SCoBtWcpuBDbspbD7Fwdb4rAWooS2d4ct3qk+VXSq615tBas13utnNrVKZs1rfnsr4m6FPNsqdW30OChJYIP8A3v8AZpB2KW1uRth2TWnVN3tjFsusqM3JXDacK0pjOFXAWknmU+CtP+s2sVqEZriG7CSB4i\/0OSvPoLwwk3tDXG3Y6UjZ4tn4gK2u0pfxxJ\/ca+5R2lL+OJP7jX3KWUVtqDfmVR1Y35nmkfaUv44k\/uNfcrlIYlx2VO91JjhSOSENtFSj4gPApxpK22mU8Jbg3kIILAI974OCvBAKVeEpPXp85qCwbJ5lZthNvM5eJ5rhHts9Cd969SFOrA3yltoDOOg8DOM5\/bXOGtU5yW1HvUsqhP8Aa7uWmhhe4lXLwOfJaaTXifJQ1e2EuFIZghbRTyKFFDpJz1\/RFVXsp2zt3nXzegl2N1Dl87vXBMtUgK3Ba5bFuUFJ3ckuLSpwHPIYHMnlOrG\/MrEsBM7cyoJ2aWoL1bdKasatN6uTL9h0HeLgqQxK4CkOvsuJaT+S3VdI7p9B3SMEA1AeyJttzn7IdN9qMSrgpO04qW2lve3P52WniHdGepHXlkjlVx7RdMaf2ss6101d3JCYN+Xc7NIfiLSlztdFtQ3+TUQoZCi6ckEZJrptC0sY+mItnsTDjob1YZykrcBISm7tPvKyccgkLOPRgeIVxaX2KG+Mdrp37KwA4AKv7VVKPRqrZyYGC83kgu294lZs2Vals1v2\/bd709e4kWOqXbpTMp55KEyUG1x3EKyrlgpIPIDlzq5tOM3HUTjlwu8th9RYDzCURkp4ai66EHJJ5hCUJyAOYUeWcDO2pOxv19rWZti0lEVb4rGpW7PCh3F90lvfjWOMwslCQVDK1cs45AnnWo9IWKZZbehqepvjpb4BDaipO6lxZSrJA5kKBIxy6c+tfO090Es1rHTc4NswEl53pJ1HLNdDfN7g2YwErvRetP6edtdoRGVLdbfeZa7YHgKSHEsIa5cumGxWdexq0TC1t2PdhdLCA\/btQanfYShWFIcU7JYCkk55kvH3xwMnGK1PTPpvSWntJRlRdP2mJBbWVlSY0dDSTvOuOnkgAe+dWfnUT46owaVqob2i90tuC51HphgQojBObpWzukqI7JCynTGmrffYbzouyH7eyiWjDb7Tbl6szbjYcRhW6oDmAcHoQRkFk2RONydom3tbDgCe5FqXxEc+Mkx5hGc8sY8mOtaUutgRdblEnOPBKYzLjW4Ub28VPMOA\/RwMf+r0VnC1w0W3bxtmgtLUpDMCxoBV1I7i3HrVujxxEoz4Jvvn\/wBhYrtFpAiUSJRzf705nvNsWnuA9567+6j7tHAe89d\/dR92u9FciS4clw4D3nrv7qPu1Ltm0WQq7yQm4vo\/kx5hLfwk+VNRipfsy\/yxJ\/Vj\/wAaa6OiROmw\/FdXQjQdIQvFT3tKX8cSf3GvuUdpS\/jiT+419yllFei1BvzK9W1Y35nmkfaUv44k\/uNfco7Sl\/HEn9xr7lLKKVBvzKasb8zzSPtKX8cSf3GvuUdpS\/jiT+419yllFKg35lNWN+Z5qE6YiSjrHV4F1kAiREyQhvn\/ACdP9mpV2lL+OJP7jX3Kj+l\/+uWsP1mH\/DpqWUqDfmU1Y35nmkfaUv44k\/uNfcpJP0\/3TS2mXdZig0vfRulCMK8vJIp3oqDCa4SPqVDoLHCTrR4lRDRz1n07BuMCRcmGENXOUU8d1KDulwDPi5bygPnIHjqSRbvaZzxjwrnEkOhHEKGnkrUE+XAPTmOfpqJWfRmnrvMu90lwiJSrlLaU604ptShvoOTukZILaCCeY3E+QU5ad2daS0rd5N9sls4E6W2W33uIolxJKTzycH3iceQDl46zADRILYGhoDW3BK9PzYbUJ9t2WyhQnzcpU4AR\/KXKc+6Nv8+j+tT7aRacA7Qe5D8\/nfxLlOmB5BUqVw7o2\/z6P61Pto7o2\/z6P61PtrvgeQUYHkFEVCbedK6TvbOuNRmz2eTdYmkmD26tDRfQ02m5KACz4WApWQAepzWadgkiOi\/djyVvtpA2WrzlQH\/0ln9h\/ZW7toGnXNQ6I1RaLaywm4Xiyyre24sYypTLiWwogE7oU4T0OMmshaS2X6l2O2TQG0PXL9uZtWzDSbGlrwiM466+qU\/HtDaFNoLacpDiVg5IIAB8ZAIr02ZT42n2tPXoraMe7vzrNMUFgFpYkvOxlq\/s73FR87qauXujb\/Po\/rU+2q00JYVal2OO2dmR2tIekTFRpAGSzIRKWtpz\/wBK0pP0VPNJ3o6j05AvLscMvSGRx2gc8J5JKXEf+lYUPoqrD+7jOh7HdoehHofMroRpR6KyNtb2DxLTlMbg0JuvUaO7F1BIamRXlzoBaYbDiSoLS04n9p38VTHYWTIjOm9qSHZTKD7rWrDhTgHLtytHYHkFZ67DEDuBtXyB\/ne1d\/G1aXPV\/d0bf59H9an20d0bf59H9an217jvRpbDcqK628y8gONuNqCkrSRkKBHIgjnmvMiFGlFJeQTu9MLUn\/A1BnsUGcrF87o2\/wA+j+tT7aO6Nv8APo\/rU+2uXce3\/wBUv1y\/bR3Ht\/8AVL9cv21jN+Az6LCcTAZ9F17o2\/z6P61Ptpv1BqCz2qw3G5zLjHSxEiPPuq4qeSUoJJ6+QUr7j2\/+qX65ftqu9tjDI0z3vW2QtiXcEPSXMOKUTEjI4r2QTgpUQ22f\/FrTHivhQy4AT2W7TYNmKs0OC+kR2scBK823ACbjdsAJVVXTU+ntS6VkXO26hi3K4OW3VfdgNr5xZ3BbLkVXpZTuNf7vNcuxOmRdO9jJse1uy5H3YtnTbrsAsBfaTr6sOHy8JzdXz6JU7jrVT7IWG5Oo9uPH3liJr7tRgFRwhqTqKQzIQB5HG0JQv4QSAc1aHY+TbFH7CjQLF9fiNJummJO+ZEjhpUG99SsJJAICQonlyAJrW6juEAQm3iUjPaNpsxvxtVhtPiGlmkvaJOJmJ\/hNhAs2C7CQwWlLZqq3Sbg7bVz2HFhUhaVh1G6lKHAjd69fC\/up37o2\/wA+j+tT7ayPsAgP7PeyT1Zsjn6juEjT8CwrubSrktCO2LrOvUx11aHAElxSmVxgU5PMeXJN7bGZ0nVOxXQGorzJXLvl90ra7hKfUsguvuxWlOvFCSkY33MkJx1wPFW2FGdFhiIBxuO0XXg2KvSKPFgRjBIBltmZEG0G64i0blNpU203Li29ydDcYA3JKFLQoLBH9GoHlgg8\/QR5aWd0bf59H9an20yTotrbciRIy3eJ2w1xAHnMlClKHPn4yk\/sp27j2\/8Aql+uX7a2CvfIZ9Fpc+IRIASG\/oolrW\/RLXaNW3Nl6O8uJZlvob4oG+UMSFBOefXGKoLQdvOhOyL0ym9zYqmjpTWN5Q604CCzLu0SYBjPJSeMpGD13M+Ormu1mkav1PrHQ0ZceFFTaYrTkhfFdcKZTExGUjfAylYbPPIIChyyCKp2wxWrHt80jZGAp1ydoC5Whs8QpKnZFxtsZKgSTjHFKsZxy+mtceK+DCdEkLATfh5LdRIMSk0iHBkO0QL8TLBPexm3R7ze7qi43Exw5p203piPxFNtR5VxTPMjDZPk4aSlWccNPj51MtUqSlCElacqnTnB4QOUqdyk\/MRSrZHoODbReL9JdlyX5chVsbdekqUe1YT77bKcDABG8vJ6nPOu+022Q23rfuNrGUuf6VXlT6a5WlWGDo0wzcA0X4Eblw\/aykPpVFjx3NArGdhxcDgoJDgx4UmdKbeUpU99MhwKIwlQaQ3hPow2DzzzJ+alW+j4Q\/bXHtCL8BfrFe2jtCL8BfrFe2vhiQdnHovKi6d449F230fCH7aN9Hwh+2uPaEX4C\/WK9tHaEX4C\/WK9tRMYceiiYw49F230fCH7az3tr0vcdmSdou3ewusT0z7YiVdIMtW7huJbZbDYYUnmCVPpKt4Hl0q\/u0IvwF+sV7ahu2TQU3X2ynVei7A6yxcr1apEOK5JcVwkurQQkq68s+g1vo0UQ4gncbDbsmNys0SMIUUTFhkDbsmNyl8O4MyLfGnOrbaEhtteCsYBWBhOfHzOKU76PhD9tVlprU8XVemyIcRxhdm1Iuwvl1RIWqI9uqWnCuitzlnpnpXLsedSubQ9mFi1pcYiY8i72yFLcZadWUNqWwkkAk5x89S+AWsMQiwGV\/RS+jOYwxCLAZX9FaW+j4Q\/bUt2byI7N3kqefbQDGIBUoD9JNQztCL8BfrFe2pbs1tkNy7yQtCyBGP+lV8JPpqzok\/vsOQ249Fb0If8whSG3HorL7o2\/wA+j+tT7aO6Nv8APo\/rU+2uXce3\/wBUv1y\/bR3Ht\/8AVL9cv216HN+Az6L1ScTAZ9F17o2\/z6P61Pto7o2\/z6P61Ptrl3Ht\/wDVL9cv20dx7f8A1S\/XL9tJvwGfRJxMBn0XXujb\/Po\/rU+2jujb\/Po\/rU+2uXce3\/1S\/XL9tHce3\/1S\/XL9tJvwGfRJxMBn0Ua0xOhJ1jq9SpjACpEQpJcHP+Tp6VKu6Nv8+j+tT7aiOmbXCVrDVyFNrwiREx+VX5un01IJ0eyWyMuZOK2mkqQjeLqzlS1BKUgA5JKlBIA5kkAULnC0gZ9Fk0RXkNa2ZO\/ol3dG3+fR\/Wp9tJLhqSx2tLKplyZQH3QyghW94R6Zx0HpPKk5c0whfCfmNx3eCZJafkqacS0DgrKFEKCQeWSMUkdnaLct0+7LkIeh2ogyH0rccQgFpDoUCM5HDcQrIyMGtb4jpdmU\/FZmj0x4lDZb5nbLDGzxWdtf9m1s22PatvWjrtd0tSESn5Jc7mSZCQpQDqUlSdxGVMtyCMKIBSnJAJFO2xnsy7NtI13F0beYpt5ujDxtq+5UtrjvNpU4pG+vKB+TbdV1\/RxnPKn267Buxx1PfbzfNf6Ktsy7v3Ba1OOvPhxaGnUttHdQsZ3VOJSDjqoU+aA2M9jfAvsW\/bP9NWxVytiVux3o8t94R99CmlEBSylJKVLTzGcE4rcJytvWInIVr1Zem\/zB79fnfxLlOtNWm\/zB79fnfxLlOtSpRRRRREVGLZbYF3d1Rb7nFbkRnbsgrbWMpVuxoyhn5iAfoqT0khW5iC9NfZKiqdI7Zd3jyCuGhHL0YbT\/AH0RdYsOJBZEeFFajtBSlBtpAQnKiSo4HLJJJPpJqK6cA09rK9aXXIUY9y\/ny3tq6ICiESW0+gObrnzvmphUR2icC1RrdrZw8PvclpfkOgZ3Ybn5ORn+yEK4hHlaSfFVWl9hojD8Jn5beFviAuho7717qKf+QSH817eMhPAlS6shdjJtOtWj3toenZcy3oduW17UqQl+SG1hT96YjNAA9SriulI6qLZA6GteJIUApJBBGQR46\/NS\/wCj9V6T1A+5qPTlxt7V57IO23GA89HUGn46tUqKVpXjd5hxBAzkg5AwDVpc9foXs7\/zf6Z\/2NC\/9hFSGo9s7\/zf6Z\/2NC\/9hFPUhuU4U9ryktAdct72f76gmSgmQXbIzjPOvtRySxcu+y2p7ooybdNOeB\/3sb0079r3P4yR9XHtrGscDw5rGue6eHNKlrQ2necWlKfKTgVV2oX4d6RrfUrh30RLfJ0\/bXCDgltpTkoo8XNwBBPlj48VVN2b9uvtw0NNhQpfFfUuzbnVpKU9vqUokg8kjhhSvKEDyVY9wYuUTZnpiwsNF6dfYz7LbDDaPClOQZDqyVKUkeEsL5+VQJxzqrEcYsdsOXu9o3eDdvifEBdCC91Hoj41Uzf2BdcJF23+UeDik9x7HfSunYeptRaLQqDP1Bc2b5ckuSHVMvKRPamuq3SVYXvCSU4AGXyDgAbtadjMhC+x87GsLSlQxNGCM\/8A26fWoZVtus20vQ+6KG1Px1NYUwPBKk454V6azn2OWzfU9n2b7JLG5OtohWJhNwDyHFqcUl+0kboQUAZBlIHvueFHyA2qxwPDmufXPdPDmlvZUaPVHvezfWIvEKFDj63tXbwfRuqfxK4zY3\/FuYeAycEuHy1YfY6uiJ2OOzGYh1D6laPsLW8kncKe1WUjAJ5EBR8mcc6+bdYcuXswvj82UzJhtNslLCo+Euq4yclXPmnGMfOfRisNgWupNw7C6x37TqmrPLsem4yxBEcKTGUGkPNBO8cFBQpBTy6HHUGqbHGFHIlY60XX7cxb+orpxHuj0QODTWh2G73T7u3YbDstYF92wasnW\/aPonVkO5zYGnu+i2Mz5S1rYjiPHZvxkh3ON1tKkNKUVAJOEHJwKuvvqXqbZtprWEJxLPdtywzPyDu8kIkSoxUkKHvklKyn0g1FtsmlJNo7HvX0Fy79sNx7BfJqiY4Spe+zIdKMg8vfkZ9FRLYc7c5WwmwoVclFmPJ0g0w2tO8GkGLaFhKcnkN5ZOB1JJ8dXKxwPDmuZXPdPDmrU03\/AJ3db\/7Nsv8A\/rqgOyhslxuHZObJbtFccbi2lqI7JKQcK4mobU2lBI6ZKicePdq9dOMTztZ1qlM9AWLdZt5XB6j+VY5Z5eOqm27QtZXDatZ7nboLUq02J3T8ORKKC0TMf1FbVoaCuaVYQErIyCN701WpTiQ1kja4YbO0duAKvaPc5rnxapk1rsNoqjb3nBXvs+\/6uuf7Vun8c\/TLtQ\/prf8A6rn+KactBQrw3peO8\/KQwqY\/KmhstJUUpfkOOpBIVjO6sZx0PLJpj2mszkvW\/iTkK8Fz\/Q48afTVLTjiaC+zDDEb18r7RuJ0bEsOzDvDeohRXDhSvOk+r\/50cKV50n1f\/OvP5ry+ZwXeiuHCledJ9X\/zo4UrzpPq\/wDnSaTOC70Vw4UrzpPq\/wDnRwpXnSfV\/wDOk0mcFn\/ZVezAu2oNGTUIjy39ZXm8tMukoecYM5TYcSg8y3kjwgMZPWnDsV5D1ggXrY24EPo2eRLJb0TwCgzONbmnist89zBVjGT0pPqiKiL2UlpZZwla9GuulYHLwrkgq5elRJzml+xyGmJty22QYauEmPPsDeSN7eAtLO71PLAwOprsRnB1HJleJ+c2j+67sdwdRSZXit51mj0JV4VL9mX+WJP6sf8AjTUJ4UrzpPq\/+dS3ZszOVd5PDmoSe1j\/AKHP6SfTWjRJP02HZtVfQZP1hCs2q0qKR9r3P4yR9XHto7Xufxkj6uPbXotY4HhzXq9c908OaWUUj7Xufxkj6uPbR2vc\/jJH1ce2lY4HhzSue6eHNLK5yHC1HddSAShClDPoFJ+17n8ZI+rj21C9rV41dpvSrczT9xjqlybhEghDkUK3kvuhogZVgK8PIJyMjmDSscDw5pXPdPDmlWgpTk6\/aknOpSFyDb3VBPQFUVBOP21KLzaI18t67dKW62kuNPIcaIC23G3EuNrGQRlK0JOCCDjBBGRVV9jyxr5\/SUebrcqiX1+0WQ3MLYb5y+5zJeA3Du8lqI8EAZBxyq1u17n8ZI+rj21BNYSLfTmsmRnw3B7AQRaLuajUfZfZou5wbpc0lG+sFKmk4fUlaS8AGwAQl1aQgYbAPvM867t7PLRH0zedMMXGe1Hvm920+FNcUbzKGVbuUboyhsfonmTjHLD92vc\/jJH1ce2uE22Tp8N6E\/c0ht9BbVuxxnBGOWTWrVNaDVZ85q6\/TFOdaXEmw7LwZjio\/pvTFhnm6SrhbY8ySLjKaVIcbTxFglOclIA57qegHQYxgU9WfRuldPyu3rJYIUKRwixxGWglXDKgopz5CoA48oqG6etGuoPb0HTtzt4t7U+WnLySl1LgdQodUqCgUhxJPg43wcEpyXjRsLatGuji9c3myTLephfCRBYU24h0uZTvZHhAIyCQRz\/R8dWGkyE1SBLgC4Wp+03+YPfr87+Jcp1pq03+YPfr87+Jcp1qVKKKKKIiiiiiIrlKix5sZ6HLZQ6w+2pp1tYylaFDBBHjBBrrRUEAiRUglpmFFNnUuSmyvabuJPb2nJCrY6SclxtIBYcyeu+ypsn+1vDxVDtsOlrNqnZ3HF5jrd7kavg3eGUOKQW5TF1SppfgkZweeDyPjqXTlSLDtEhTg2jufqSN2g+vxomM7zjJ+ZTZeST5UIHjpNtAss5ehpcOK2X3BcmZqgjxNCal5R5\/BRkn5qrUQyYYRvaZeWzhLzmr2kQHRRSG3RBW8zY4bpOBkMJKNdiTebrqHsaNm95vc52ZOlafjKefdOVLITgEn5gBVuVS\/YYf9lXZh\/5djf4Grflyn45SGbbIlb2clpTY3fn31J\/uqyTITK55NUTKZG7vbblrhMODKS69ao0yHMQAQWXiILwQc9Tw3mlcsjwh481JKynrnXmo9mG0a+7S35j8HSVtjTLrqVktNPPrUXY8NpTQBPREWOkgH9HPjJrRVz1k3arJOv8AJss\/tS3xnZTygWVEIbCio7oWVH3p6Ak45ZrDWDfkeSw1rd+R5KiOyH0bJ7IHVD2yLTeoXLK7Afgu3KeWC4hC4+JSY5SCCoOtyQcgjm2oc8YK7Se0Wffdpmn9ml3sbUOfpM2qc6+zKU608mdAugQlIUhKklKYgKs+NeB73JX7CbbBuuodRbVGtOTHJd0uM3tdxLbTKu13XQQl0LUlS1oKFBCz0Q5gciKi8dU1rsyNS3Fy0S0iQ1pdDbZ3ASpEG+5AVvbhOFZ5KOADnGRmtRYgeDGM+0Z3G64Zi3zV+nxWw3NowB7AkbD7xtdOy8E1fABakqvNHWBOlU2TRDcxyR3FiNQTJDW5xEtQYzYVjmAVbmd3Jx\/fUveu89sAI05OUtZwgFxgAnBPXicuQNJYCX4Lj73e\/OddfdDynFGMFb3DQgnk4OZCATjFWDEBstyPJUmxWtFYg5Hko7t3a\/8AlJf22W+SWWsJSOiQ6jxeQAVlDYa5dpmw\/ZFaTqtq0WvU9ugaNnIVFD3GbXY0So+6BjC0vKdO+Ve9VunIxjbMuQ7OivQpulpb8eQ2pp1pxUdSHEKGFJUC5gggkEVlHYl2NGpbE2xYtUzJD9usTtvEq2xeHiLNZ0tGtxQw4XgEpJkPvbwQCVJa6HerTSPvGdidYWiw3jyuNx3EqxQqZDgxfvQajrHWG43+YvG8Bae2n6ana02a6t0dbHWm5l9sc+2R1vEhCXHo620lRAJwCoZwOlY5td12j7GNo+yHY5qrULMK1SG3lX5O+gx5b0HuD2u6HFoSUJabd4XgqwotKUSScDXui9VXS52btS42uTJutqcMC5ltbCcSEAZUUlzI30lLg8WFjGRTBq+0RtTbTNMpvOkJMlqNZrm6lLgYUQtE21up5lZAG80MgkEjxEZxsh0hkVge2du4rVHH0eI6E6cxuOd1xvG5KdCXW2XvabrK5Wi5Rp8Vy3WdKX4zyXW1KQqYhYCkkgkKSpJ8hBHUU76DcjXti+33tdCmbhfpJbClcQK7VWmMlY8QyqNvDHTI8fOqV7F\/Zprzse9m96Z1vZmi62zMlhcWW042lPdG5SwVEqB\/o5TWeXUKHiybu0UibYtI2a0d785SosFltxYWwN9zcG+r+k8asn6a0viB1IaLZAE3G+wDZhWVmHGZDocR0jNxaBYbhMu2Y1FI4URmBDZgxwQ1HbS2gE5O6BgVB9qH9Nb\/APVc\/wAU1Lu6c75PT\/WR\/wASozrG1XvUK4q4lkko4AWFcR1jnnHkc9FVtLtdHob4cMEky2HEL5rTrXUmgPhQmkuMrJHEblX1FP3ePqf4pc9az9+jvH1P8UuetZ+\/XxX1bTPynZFee\/VFP\/JdkUw0U\/d4+p\/ilz1rP36O8fU\/xS561n79Pq2mflOyKfVFP\/JdkUw0U\/d4+p\/ilz1rP36O8fU\/xS561n79Pq2mflOyKfVFP\/JdkVUmp7bb5OvIsuRAjuvtw4iUOraSpaR28g4BIyBnnUN2Zzo9s247frlKJDMWbY3nCkZISmzsk4HzCtEe57fjJ7cNi\/L7nD4m+zvbmc7ud\/pnnisvpsup422Xb7abXHiGW4uA86H3SAzuWFoAKCeSshze8FRxgePkLsGgUpzXMdDIsld\/9NP9legaMprmuY6E4dmVx7zT6BX1b7kiZGckOhLO5IfYwVf1bq0Z+nczU62XONvXR95pYWhcTeSoHkQVJwapNnTV+td5lqvammyuVHbClPNhPEVLugxnIHNYXgeIAAlWN5Vv7HuOi1RbtAiruER23R0oeivMqQsONNOoUlRWApJQtKgR8IVtoGj49HpjHuYZA4FWNG6MpNGp8OI6G6qDfIq2KKbu6c75PT\/WR\/xKR3HVsa0BJukB6Lv43Q7IjJKsrSgYBdyfCWhPzqA8dfa6xu\/I8l6FrW78jyS2VfrVDucWzyJW7MmOJbZbCFHKlNvODJAwMpjvHJ+DjqRldxG+JweInf3d7dzzx5ceSsl7Wtpe0+BoubtciRbdAjxLY9cLcXWXHFJLdqu6hvuodQcpUoqylGd0DlnBVP7BtW1Tr6Ta5mmNNvtz0sRW7k6ps8BCe2oy3ko3lJOVx3d9ByQCoZ3gDU6wb8jyU61u\/I8leoWgq3QtJPkzzqvNoU+ZfNQ2fRFttLjrzFxt14df3wEJYjzGVO5HXISQR5elUp2R2gJGhex21VreNNvMXV+nrG8+3qREjgONuiKY3ETw3luI8AjxrPg8upqdbJ9cXLVus03KTbZciVGtk+M7uoS2eEJbYjrPEUM77KEK3uiiSU5FRrBvyPJNa3fkeSuG0pSm6XhKQAA+0AB4hwG6daampUhl159vTU8LkKCnDxGPCISEj\/S+QCundOd8np\/rI\/4lNY3fkeSjWt35HknGim7unO+T0\/1kf8SkVxnajW5GVbbNIbQhwl9Di2MuJxyAPEOOfoqHRQBORyKh0drRORPkUz2nWGnbJIu0G43Aokd0pLhbQy46QkutoydxJx4TqOvQKz0BNOOmdo+i9Yz3rZpq9pnSI6FLdShh1IQEqCTlSkgZyRyznBB6c6RaMsrM2JNk6js8Z2em4y0lT8dtS0pUroDz5EY6HBp+teltM2N9Umy6dtlveUgtqcixG2lFJIJBKQDjIBx6K2NMxNbGms0FfNN\/mD36\/O\/iXKdaatN\/mD36\/O\/iXKdalZIooooiKKKKIiiiiiJg1zYpGoNNSokBzhXCOUTIDvwJTKg40T6N5IBHjBI8dfO7DGoNCrvccbqJ1sW+EnqgqbJKT6Qcg+kVIKr+3JZ08vV2ikkoZDD95t6FdOBICy6lPlCX+IceIOoFVX\/dR2v2OsPiLR\/fgujC\/eKG+HthmsPAyDuNU+FYqL9hh\/2VdmH\/AJdjf4Groqhuweu3dDsZdDQeDudzLPDj729nf3mEO59H9Jj6KvdxRQ2pYHvQTVpc5UVqjQGnNoY13YdUx3JNtnsM2+THS4pviNO3N1SvCSQoHLSehHU1TMu6bXtsug7VMsWqnIU53V0613CKy+4wzOtqZ15gBgoQSOQUw6o4OeBk5IArRGyGcnVbl0u9xitg3OFAmuNJzupWt+W5gePAJ5fNVRdixpO4Sroli6sToD2lrje564z7SkJLsq+XIsqIOCFdrlShkYKJCVDqDValuOrqNvdZnefITPkr2j2jXa1\/usFY7brgdxdJvmtP6Zt4tOnLXawxwREhsscPe3tzdQBu58eMdaTXNxtm6xHnVpQhEoKUonAAEd3Jp8pAwO2ZrkhtQLCTgKBzvODweRCug8IEEdceSt4AaA1qqzMRxe87yfnaV3jtKU4Zj6Cl1aAkIPMtp6lPI4znqR15dcClFFFSBJYOcXGaKZNP2yZAuupZUlsJbuN0RJjkKB3mxCjNE8unhtLGD5M+MU90VKhQ+5pOmdcw74022mBqIIts8hOCmWkExnT5d4bzRJ55LQ6CphTXqawsansM2xSH3WBKaKUPtHDjDg5odQfEpCglQ9KRSTRF+ev9hbdnEC5QnFwbijd3dyU0d1fLxBXJafKlaT46qQ\/uYxh7HWjx\/EP7+ZwXRjfvNFbH\/EyTXeH4TlNu4BuKbNpypEjS0awxEuF2\/XGFbFBtIJ4DjyTJJ8g7XS9z5\/NUxAAGAMAVErzIbma90rZQgLVGjzbwo55oCEIjp5entlX7pqXVMHtRoj8JNyE\/\/RUUmcOiwIUr6z8zVykwZlFFFFWlz0UUUURFFFFERRRRREVVqdiul7ZtRvG0VK5K5WspjabnGWtK2H0N24MBJSpJIG6wn3pGcnOc1aVI5zDrsq3ONoylmSpbh8ieC4nP7VAfTRFQ96tV41Vrt\/TFskRQhwvzpCS0VOtpjXKXuHO+MJWZax70\/wBHyzzw59inLftOlrnslnRd2dszbsempcgK8CS83YrepTiUkApGVYwefKrR0fEjIizJ6GECQ9PnMuOAeEpCJ0gpST5AVrI\/1jVL2fUXuTdkpe9LTG25kfa1c7hf+2QSg21NstFpZ4ZTg8TiF3OeWMdDRFois7dltYLtrrT8KwaTii4XAT7W4WUOJSQmPfLY89kqIA3W21qxnPLAycCrvavbrOn7heZSQswnJx3UjG8ll1xKRy8e6gVVGn9TWTX2qlv6UuLFxEadMZkcFWQ25\/IXykk458NxCvmUKIpHbdnsq\/7AZGzXVVlDL9yscm2SYUh5BGXG1IwpbSlDByDlJPI+XlT3s30NadIwpC4MB2K65LloKVuKUC0l7hs4CieXBZZA9AHlqZ0URcJsKHcYrsG4RGZUZ9O46y82FoWnyKSeRHz0jsumdPacDwsNmiQBIcced4DQRvrcdW6snHXLjrivnUac6KIimrU8a6y7M6zZXVIlB1heEucNS20uoU62lX6JU2FpByMFQ5jqHWiocKwIWyFEMGI2IBORBtusxUAiN7Umg04+hspSy4pTDTjYBThe6nLinFCRvFrmXFNBIUM5wo9odv1zG0zfRc0vTbpLktqiJYlhCko7XYbKgQpsJwtDiykKQCc4xvVOaK0CjgfiOa6LtLOcZiEwXXCVxnjntltVcWOy6yn9tuRNUPx2ESXmVNvgF9LiVNEKUpOUqV4Ckn9HCzgchTtpXTOtrRf5U++6yXc7c+wQ3DWgfkXiUklKsAlIwoDPPn9AbYu0CxaZnXO1T25S5C7hKkJS2lIygOtpURvqTvbocCjjPgpV4xinXS+07Tmrb0uwWxElExuKqYpLvD\/ot8JSrwVkkKCkqBxjdUOYJxW8WWLlvNYklPOm\/wAwe\/X538S5TrTVpv8AMHv1+d\/EuU61KhFFFFERRRRREUUUURFQDa64mx2qPrYNZFq4kWYoDmIckBtwn+yhfCcPobNT+kl3tkO92qZZriyl6LPjuRn21DIW2tJSoEekE1ppEMxYZa2\/Z4i0cVaoUdtHjte8TbcRi02OHmCVm3sLbobZ2MljWyvdkdyIrjJ3cjKLewedaMvN6ttojpNxkFrjkNo8BSsqUQAOQPjIrGOxGbtE0q3rTYvboMS0d6qWrXamLkyXUsnuOVBSltkFaCplB+bIB8dWradsl82maZjWxMVm1T5Ov7vpoSU7zyWmoEqclDyRlJ3z2mnlnA3upxUw4muhh7bJ4rVSoD6PFdBmJgyneDvG43hPWwq\/2i02N+XcpgjssWO3rdcWlQShKVSiok4wABzzUv2ZrtFvszl8dU8zK1A6u5yULZc3wpxRKArkeaWuEjH9iqu2YsiVYZmi8uSRfbra7WlpSyUxbUmzQ576MnK1J3pT6N5alKJfSCrkBWjZDpZa3kI31nCUJ58yemcA4HlOOQyarCvEjkzEmCV20247BL9RW8sjQaGGgicQzu\/C2wbbi6c57Wgptf1FbFqEZuQ4CsEqWGXPBTyHXHInPL5j5K6N3yztIS2h9YSkAAcJzp+ylsZlTSMur33Vc1rwOfMnHzDOB6K7VZAiXzGXVUXCIOyHDI803d8Fp84X6lfso74LT5wv1K\/ZTjRUyiYjLqsJRcRl1Td3wWnzhfqV+yjvgtPnC\/Ur9lONFJRMRl1SUXEZdU3d8Fp84X6lfsqMC4m1a+Eq2Mrk2\/UMfdmBLRSqPMZSA26cgZStvKFE9C00B76pxTNqVue7Zbv3KaC7giEtcIZxl8JUW\/m8MDxVriwnxJGdoMxZ12iY81Zo0aJBc4OILXAg2G47b9hAI3i2xNcFsQ9W3XUdzKEtuwodvYKApe4G1OrVnwQRvF5Po8EU+d8Fp84X6lfsqsux\/uCrlpm+PSrpdpslM0plGc6t1DbobGUtLW4tWOQyCGyk8i2g8qt1Od0b3XHOsmQywSadpN2JniopEWLGeHTFgAuwAGO5N\/fBafOF+pX7KO+C0+cL9Sv2U40VlKJiMuqryi4jLqm7vgtPnC\/Ur9lHfBafOF+pX7KcaKSiYjLqkouIy6pu74LT5wv1K\/ZR3wWnzhfqV+ynGuaH2XFqQ28hSkHCglQJSfIfJSUTEZdUlFxGXVIu+C0+cL9Sv2Ud8Fp84X6lfspxopKJiMuqSi4jLqm7vgtPnC\/Ur9lHfBafOF+pX7KWvPsR0FyQ8hpA6qWoJH7TXSkomIy6pKLiMuqYLNOtlriORlzVOFcuVJyGHBgOvrcA6eILx9FZK7J64Ie7IHZ7KhSHUpQi\/IWpG8hW6safBHiOCAoHHi69a2pWOuy4gKg7e9lk1x1JRMjagfHi3AHbC3gn52yfppKJiMuqSiYjLqnzYfqbU+irtrTYNrbUbl9XZLIL3Hurq1qXIXPuFyd3NxQKxutBlPNRHgcgOdS7sdNIaL0xYY+poAfZm3EqmzAVvLS5Iehwm1KCfejwYrYxjlzxjJzBZqgns1Nb7xA\/+DrB1\/Vr5V9bEYEiBs0sRkBI7ZgRJDeDnKFRmsf4GkomIy6pKJiMuqlXfBafOF+pX7KO+C0+cL9Sv2U40UlExGXVJRcRl1Td3wWnzhfqV+yjvgtPnC\/Ur9lONFJRMRl1SUXEZdU3d8Fp84X6lfso74LT5wv1K\/ZTjRSUTEZdUlFxGXVN3fBafOF+pX7KRXTVDUZtpdvbVJJdSl1PCWCEeMjl1FP1FQ5sQiQdLy6qHMiuEg4Dy6qL7P5i7hbLhMcZLSnbpKJQf0fDxUoqvoOj3b5Ou006huEdvuhKa7XbVuoH5VtYUCnBBCmxzyThShnBwF+jdns7St0cuc3XN7vZXHVHDM1SOGjKwreSEgc+WMnJOTzrYJgAFbGggAEzT7pv8we\/X538S5TrTVpv8we\/X538S5TrUrJFFFFERRRRREUUUURFFFFEWWXYWuoHZJa5mXiwyGdNXKQ2LVOWxupeWiyK3wlePCSFFY6nCgRy8cb00g7Mtrtr2M38KfuytW3LXfHhpLrXaF0mXpTDYSPyinUgeEAggeInBrT20\/TqtR6PltRuKJsApnwy0cL4rXhbg\/107zZ9CzVFbSdJPnbjZOycstwRPtbVhtMPtBLKkuKSldwKVpX0UpSp7Q3MAgAnPiqi130d0Rk5D3h4H3uMz5hdKPDiU2FCiQvfMmGzaJVdovbID+UlTLZHZ4umNXaqui3rrLgIVDt9vX3FlJVvM2+HGkq5IPVUNrrggpUMcgTZ7GprXIWmcuJdT4JDP8zyjhJPvgeFkbw3cj0CuOjbLKtmnoFnuMhL8qOONc3Ugbsia5lx4jl04iyoY9A8RFSalGhxhDBcRM2mzadl+y7yVanuia4tY9pDZNEmm4WT978XvHx3yTR30W3za7\/Y8v8ADo76Lb5td\/seX+HTvRVmUXEZHmqFWN3hkfiTR30W3za7\/Y8v8Ojvotvm13+x5f4dO9FJRcRkeaVY3eGR+JNHfRbfNrv9jy\/w6O+i2+bXf7Hl\/h070UlFxGR5pVjd4ZH4k0d9Ft82u\/2PL\/Drm7qO3KUHG2LslxIwCbPLII8h\/J090UlFxGR5pVjd4ZH4kwjUkN4gSI1zCAQd1FomHeI8pLQ\/ZXfvotvm13+x5f4dO9FJRcRkeaVY3eGR+JNHfRbfNrv9jy\/w6O+i2+bXf7Hl\/h070UlFxGR5pVjd4ZH4k0d9Ft82u\/2PL\/Do76Lb5td\/seX+HTvRSUXEZHmlWN3hkfiTDO1OwYT4gR7oJPDVwSuzy93fxyz+T6ZrPKdQT4dxfLqruzPDyuKREkJc3888+DnrWpKpzW7sOfq2f2ohCXo6W2lrA98rHPP+H0Vk0RJ2kZdVXpOtY2sXDI802xdqGoBDTFkTris\/CFteC8eTeDefpr0nade4rK48ebchkEJU7bX1kenKm81GjqVUKaqO\/HKue6EgHe+jxGidqYiR2q3FUhwK5hYJP93KtknzvGXVUv3kunW9eaR3jVEye4tVzkXV91XTiRJBHPyDdwPoq5LVr1jS+hWbpq5i778NkF0otEoqCM4TklvBOCM86g1reiQp1uuVyZStCJDSilQ96M9fTjr9FWTtcAc2bX3HMdq7w\/eFYOETYRl1Vuja14Lg4ZHmoj\/0otmf9RqD7Ie9lcJW2DZptBdj2uF233RUl1uOmZZ3wrwkjIQeGeuByHXA8lVxsW0XY9b6hm2+\/NurZYhl5AbcKDvb6R1HoJpo2saUhaD12za7LKdLKUpkNFSsraJSeRI8hGR6CKxlExGXVW5RcRl1V2as0lp3UWrxqw2p1191hiMtT2nZJcbDUe4ISsL4RJ8KcjlywEHnzxU5gX20QIMeCzCuaG47SGkJRZpaUpSkAAABrkOXSqB2pax1OmRp6XGvc6IZtiiyHUMvqQkrVnJwD1r7tZ1Hqe23q0sQ7\/cGEO2aI4pLchaQVlJyo4PUkczUSi4jI81FWN3hkfiWhO+i2+bXf7Hl\/h0d9Ft82u\/2PL\/DrO9+Z2v7N48K\/wA7UslTElQQhQlqeTvEbwSpKvKAf2U57R9oN6v2idL6igXGTAfkLkMSkxnVNpU4jdGeR6eMfPSUXEZHmlWN3hkfiV699Ft82u\/2PL\/Do76Lb5td\/seX+HWb5cTaBadJRNbJ2grU2+ELTHFwc4ycnHvScHHjp7uW0DVd92Pi5yLlIZnQ7siOZTKi2p1G4TzKcZ68\/mFJRcRkeaVY3eGR+JXr30W3za7\/AGPL\/Do76Lb5td\/seX+HWcdM2nadqu0917frgtM8RTW7Juq21ZHo8nOr20Kbpp\/QTb2qbiiW9DQ867IQ\/wAYKQCSPD8fLlSUXEZHmlWN3hkfiTx30W3za7\/Y8v8ADpuvGrJLZjGzW2e6C6O2A7aZYIb8e7+T61mVe0jVKtUK1Km6zQkze2RH46+EBvZCN3OMY5YrSesr327syuN\/s0pxrjW4yGHW1FKk5GRgjoaxcyK4SrAeXVYPhxntlXA8B1TFpnXyoKJ0eZp+5KkPzpb\/AIDBQggPISoflN0ggKKvCA5IV6MvOjtpkPWN4k2djT12gqjtLd40ptAbcCVJB3SlRz78YPQ4OM4NZ22VWbaXr6PfXrJq2U32ncHCsPTnU76lE9MZ8njqfbGNomq1arOjtQzXZrKkugF5W+4042MkBXUjkRg1uaCBIre0ENAJtV06b\/MHv1+d\/EuU61FrXqOFbES4EqDeC61PllRatMp1BCn1rSQtDZSoFKgeRNLO\/G1+YX37EmfhVKyT7RUfGtrQXVMiDfd9KQojuHN6EkDnwvQa99+Nr8wvv2JM\/CoifaKj7ut7OzucSDfRvqCE\/wAxTTzPzNV778bX5hffsSZ+FRE+0UwL1paW0KcXAvoSkEn+Y5h5D\/dV9RrS0uIStMC+lKgCP5jmDl6qiJ+opi78bX5hffsSZ+FXlvWtocBUiDfSAop\/yHNHMHB\/0XooieZAK9xnOEuKwr5sE4+nGKrC2a1duO1Cfs+dZZbtURG\/HdVHWkOLBUeHxFHcWQtDv5NIylLaSSQvlNH9XW1aQW4N8C0K3k\/zJM\/Z\/ReMZFReNpvZhAvjWtYmjLkm+IlSJ6H+5k0vh59KkOKI3TywtwAEbqd9RSBvHOLmh16zZEcy5TmNcLZFaEVdxYSWSUYcfBVgHlkk5J9Jrr3XtPxnE9cn20ztaps6UYXbb0pRyVHuFM5k\/wC6r6vWFib3d+2Xob6gkfzDMPP1VRJ+yS0nWEzmPnzTv3XtPxnE9cn20d17T8ZxPXJ9tNXfXZfiq9fYUv8ACr4rVtkSkqNrvWAMn+Ypn4VJPxCiUTEfPmnbuvafjOJ65Pto7r2n4zieuT7aau+uy\/Fd6+wpn4VHfXZfiq9fYUv8Kkn4hJRMR8+ade69p+M4nrk+2juvafjOJ65PtpoRq6xryU2u9HBKT\/MMzqP91XrvrsvxVevsKX+FST8QkomI+fNOvde0\/GcT1yfbR3XtPxnE9cn200DV9iLha7l3reCQojuDM6HP\/deivXfXZfiq9fYUv8Kkn4hJRMR8+ade69p+M4nrk+2juvafjOJ65Ptpq77LKMfzXeuf\/wChTPwqO+uy\/FV6+wpf4VJPxCSiYj5806917T8ZxPXJ9tHde0\/GcT1yfbTQ5q+xtNqdXa70EoBUT3BmHkP91XrvrsvxVevsKX+FST8QkomI+fNOvde0\/GcT1yfbR3XtPxnE9cn201d9dl+Kr19hS\/wq8NawsTyStu2XogKUjnYZg5pJB6teUGkn4hJRMR8+aeO69q+NInrk+2qE1A53s6qltTLhHkNylKeS8HB4aVHOevUHrVzd9dl+Kr19hS\/wqZ9SSNJapim3z7VfEraG+26ixTApsnIyDwsHpzH\/ACqRX2yWqLCfFbIy+fNVIpdtem90jKjhtIyCpxPJRGM9f\/zNEhVtkyG5aZcdQR4LmHEnKevl\/wDzNJ9ZR16fgqgv2y7uRHHPyclNnkpB8iSFNjB5U2aOlGcpVriWm7qXJUApZtElSWjgnJ3WyeiTWys7cqGoiiz59U9uzkX+5RrNb34wW65u5U6MDyk+QAZJq0tpM23xNld1hrvEZ9xqAGyvipysjAzjNc9HwtK6TbU6i3XuRNdTuuPqsUscvIkcLkP76Xauuumr7pq42qfDv8ePIYUHHWrBMUtCRzJA4Rz06VrNadklegQXwhKz581mDRkzUbtzca0Vc1tzVMkr7XlJbUWwRnJKhkZxyqV2fZRqzVl\/bnasntxG+JvyJMqa2txY6EABRJOOmeQqydCaG0loS+KvcN7U0pamFMcN2wSQnCiDnk16KsLvrsvxVevsKX+FUdvct8n4j581nvsgpFniartsCFMjBmLa2mkBLqcBIUoAdfIKSbb7rbndQWVxudGOLJF6Op5c1Hy1ZeuNG6P2hXhN9kP6miqba7W3G9Pyt3wFKyebWepNc9XbPdHatlxJj7+qI6okNqGkIsEkhSUZwTlrrzqe0kn7lXGo9WbQ9okODYZtuRwGFpW0hlkthSgnAUpSjjkCfIOdLtqNqg6Q0BpSwPXKI5KS7JfkbjyVALUEkgc+gyB9FXxB1RYYjLVsTb74tUVhtJJsEwZTgpB\/osZO6ai20PT+ltoYhCaNRwzC393g2GUQrexnOWvRUdvcok\/EfPmqPl6W0mxodrVLe0G2OTltpWbbvo4gJVgpGFZyOvSl7eqo8rYnJtL0mGlEO7tIZKVJSVBSVKOcdTnx+mpYNjGg2nmkyLnq1QcXuhKdPSQTyJIzwTjkDzNSy66K0DO0kxo+DB1FAisyBJLjdjlrccWAQSoqa55z\/dU9pT29ypfSmldKaitKrhP2k2W0upcUhUaSsb2B0V74ZzViay1bp\/S+xaDpmxaogXFUtaoSpDDgAUlKt9zAzy6gfTXB7YvoNltTq7nq0JQkqUe96SeQ+Zml8zZRo6Zb4FtXctVpagJcCANPyfCK1lSlf0XXoPoFO0nb3KmxqnT40grTwjM9uqnCWZvbCfehO7ubuOmCfH1qydLbRoS9hmpbPIlMvSLUwtDSA6N5TTnT9h3voxVoItezpFkTYu9GeWkxu1uKdNyOLjdxvb3BzvePPlqG2DZto21R7i3EuOq3GbnFchOpVp6SOW8Of9D1BTyqCHkWFQQ8iwjJUBs40hfdWWPU2rLDc34rUJxwy46VpKlo4qVhSQUqwUqZSrII5irN7FDZfo+1aqu+sk3S4Sb6lkshqS+laS26oKW50yVZTjrgZ9IqY7M9HXPZ07emrNp25XGHeHXVpXOZLIKEuJGCjd3k7yFunwhklAwMKBr7so2f3S1a1VdHrNebK2I8hQS+W1owXN1LalAYOUkLGCcYwrdIwcgVmJgCan1w2SaWul0u12muzlv3d5qQ7uOIbDa20BKCkoSCcAD35UfF05UimbFLDcWLa3P1DfX3rVngSXH2lvHnkFS1NknAATywDjOMkmiipUpxlbK9OzFWTjyZqkWG3rtsdH5IlbSkBBKllvfBwB71SR5QabpOxDS8u1yLG\/db2q3OrZcZjmZlMYt8gG8g4Bwnrk8uvM0UUUS2r43sP0mzbrxbm59zKb49HflrcLDqiplalJxvtFPMrOcgnyYpxOyuxt3p+9Qrpd4qphWZbDcsll8qSRlSSDzB3SPF4PMEE5KKSUpFZ9imlLJeId8izrs5LhNPNNqkPodH5VKws+EjkSXFqwMAE4A3fBr4Ni2nWLdAiW68XmDKtiFIjTYz6GnACtS8FCEJbI3lk4CB09JyUU3pfYvFx2HaUus6XNmXG6ntyQmSttKmEp30ghOcNby8BRGVlR5nnzOXC47JtLXWXdJ0xy4GRdXm31uNyOGWltpUGygJAAI3lcyCTnwiRyooqAADMIbRIpuuOw7TN2diybler6\/JiRnYaXlS0qWtlZXlKipJzyWU+LI8VL07I9J9q2yE4qc4xaY0iLHQXgnwXgsLKikAqOFqHM48eCrnRRSQnPapmZSSeRsZ05KsU3TD93vq7ZOPhMGcSW05XlCFEEpSQvHLwsJHPmc\/UbF9JJtd2tCpNzWxe30vzCX0hayN7kFhIUnO+ckEHPMEEkkooQCZlQLBIJR7lViaucy5Qbpd4vdBDqJMdErfYWXAsKXw1gp3srzzBTlIyDk5S6f2LaW05I7bhzri46I70ZJdLASlDm\/vYQhpKOrij0xnPLwlbxRQtDr1IJbcvLGxPS0NmKIFxu8STFU4oSY0hLC3Atx1woWltKUFO+8o8kg+nmc8n9hOjX78\/qBcu68eTNE9bfGbLfGBWQQCgnGXFcs+UdCoKKKOAfY4TRpLDNtiWXjY7pa+zJ8+fJuAkTnUvh1hxtlcdxKXkpU2pCAokCQ5jfKvF6c+L5sa05qRm3t3i63p9VtS6GFmWFElxLqFKWFJIc8F9YwsFOAMAc8lFSbW1TcoFjqwvXdeyTSzsO3259ct2JbYaoLbK+Ed9otutneXub+d19YyFD\/HKR7YvYX7FJ047fr47CkSA+kPvtyVNDDg4aOM2tKU4dI6b2APCNFFNkk2zXZjY5piPZJdhamXER5styY8sraLhWtC0kZLfTCzkkbyjzUVZVvelbIdOi4XGZHuV4YYurD7UqEiWe1lLe4nEdCCMb54qiScjIScZzkoqA0NFUCxD2jWN6T2PYlpTT782RAnXRS5tvdtqy+406UtOKUo4KmySRvct4qHUkEqUVe17GdNCRDmw7pe4cmGkt8WNM4anmit1fDc3QN5O88o+I5CSSeeSijAIfuiSPJie\/avVw2M6Uud7a1BLl3VctqY3NGZCVI323XHUJCFJKUAFwjKAlWB1yVFXu47INM3Rq4IkTbohyfLM4PMPpacjvZdIW2UJABHGXjIPiJycklFAADMKSSbCk9x2Ladu\/BNyvN4fU1EMRSlONKW6PynhLWpsuHm6rwd7cxgFJTkFxb2V6WHAS+h+QiNa0WhtLnDG6yEuJJCkoCgopdWDg7oHQDnRRSqJzkkyRJM8zYTpS42fuFcbvfZUNEoSWEuzAssYCglCN5JCUjf5ADOEhJJG8Fd7bsP0RarWmyxm5BhC6G7LacSysOOFpTW4olvJThROc75PVRHKiikhOttUbKuxKDsjsKJN1fhXe8xG7y2+mSw1KBaDjoUFOpQpJTv4X+kCPBTy5Vxj7FNJRJc+bHl3MOXC1v2lZdeQ\/usu43iC6hRJGOQUSk+NJOKKKk9q9B2bl2kbINMKlwJ9ulXO2P29sMJVCkloOtZJUhaUjGFEkndwc4PiApGjYbpNNwFycn3NxxN07rISe10oS9xC4fBQ0Ack++OVjqFA86KKgid6Cy5d5WxbSUs3NxyVdG5FznKuCn2H0srZeJJBb4aQkYKicqBJIBJJANcrhsR0xdpqbjcrrenpPaSYLqxKA4rYUVeESkqPM9CcDHIAlRJRQgOEig7JmEpXsc0m87b3ZDk1wW21t2lpIW21llGcEltCVZ8I8gQkcilIIFDOyGxN22HaF3m+OxbfLRMjpVM8JJQFhCN7GQhO\/yCd33iQcjIJRUpIXrjH2KaRjWUWFEm4qjC6Iu5KltFZeSjdxvcPIHpGFDoFAAAdRsf080Lo1Eut4ZjXdhTL8YyQ60klO6VpQ4lSc45YUFAAJAACQKKKbJJtmudq2LaWtBlLYm3FxyXa1WlxbpZP5ApSnkkNhAICegG75QcJx1Z2RWGLIt02HeL2xJt7aGuI3M3A+hKEoAcQkBJ8FKeYAzupzndABRRElhbDNHQbv3ZZl3ZTouBuaULkJLaXipCjy3eY8ADmSfHneCVJ6zNi+mJqZpcud5acmTHZyXY8hDC47rm5vlstoH9Wn329z59cEFFQABchtvXS+bHtN6jIXd7jeHFiImESiXu5bDgWc8uaiUp8I5UN0bpSedTC1W2PZ7ZEtMQrLMNlDDZWRvFKUgDOABnl4gKKKlF\/9k=\" width=\"509px\" alt=\"Gartley Harmonic Pattern Trading Strategy\" \/><\/p>\n<p>You need to understand what is the logic behind the strategy, it\u2019s cons, and its pros. Movement XA is the turning point of the main trend, the point of change of direction. The input is carried <a href=\"https:\/\/www.youtube.com\/results?search_query=Gartley Harmonic Pattern Trading Strategy\">Gartley Harmonic Pattern Trading Strategy<\/a> out at point D, at the level of 78.6% of XA. The pattern presented on the chart can not be considered valid since points B and C do not fall into the green zones allocated to them.<\/p>\n<h2 id=\"toc-4\">Fibonacci Butterfly Pattern<\/h2>\n<p>The entry criteria and pattern validity are determined by various other factors like current volatility, underlying trend, volume structure within the pattern and market internals etc. Stop is placed above\/below the last significant pivot (in 5 and 4-Point patterns <a href=\"https:\/\/www.goemarket.com\/nar-statistical-news-release-schedule\/\">How To Increase Double Bollinger Bands Trading System<\/a> it is below D for the bullish pattern, above D for bearish patterns). Price action is prominent investors and traders\u2019 footprint in the price chart. Let\u2019s say the price approached an important support or resistance level and formed a harmonic pattern.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' src=\"image\/jpeg;base64,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\" width=\"500px\" alt=\"Gartley Harmonic Pattern Trading Strategy\" \/><\/p>\n<p>BY  <a href=\"https:\/\/www.forbes.com\/advisor\/author\/jschmidt\/\" rel=\"author\">John Schmidt <\/a><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Best of this article Trade Entries And Stops Types Of Gartley Pattern Traders Psychology Bullish Gartley Pattern Fibonacci Butterfly Pattern Identifying Patterns Euraud Forecast And Technical Analysis How To Trade &#8230;<\/p>\n","protected":false},"author":9,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-8160","post","type-post","status-publish","format-standard","hentry","category-sin-categoria"],"_links":{"self":[{"href":"https:\/\/iesdiegotortosa.com\/index.php\/wp-json\/wp\/v2\/posts\/8160","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/iesdiegotortosa.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/iesdiegotortosa.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/iesdiegotortosa.com\/index.php\/wp-json\/wp\/v2\/users\/9"}],"replies":[{"embeddable":true,"href":"https:\/\/iesdiegotortosa.com\/index.php\/wp-json\/wp\/v2\/comments?post=8160"}],"version-history":[{"count":1,"href":"https:\/\/iesdiegotortosa.com\/index.php\/wp-json\/wp\/v2\/posts\/8160\/revisions"}],"predecessor-version":[{"id":8161,"href":"https:\/\/iesdiegotortosa.com\/index.php\/wp-json\/wp\/v2\/posts\/8160\/revisions\/8161"}],"wp:attachment":[{"href":"https:\/\/iesdiegotortosa.com\/index.php\/wp-json\/wp\/v2\/media?parent=8160"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/iesdiegotortosa.com\/index.php\/wp-json\/wp\/v2\/categories?post=8160"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/iesdiegotortosa.com\/index.php\/wp-json\/wp\/v2\/tags?post=8160"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}