{"id":2057,"date":"2021-04-23T08:42:07","date_gmt":"2021-04-23T08:42:07","guid":{"rendered":"https:\/\/systemintsol.com\/?p=2057"},"modified":"2023-02-23T13:43:46","modified_gmt":"2023-02-23T13:43:46","slug":"stock-abcd-pattern","status":"publish","type":"post","link":"https:\/\/systemintsol.com\/?p=2057","title":{"rendered":"Stock Abcd Pattern"},"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;\">Contents<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">What is the abcd pattern in trading?<\/a><\/li>\n<li><a href=\"#toc-1\">Trading Insights from Career Traders &#8211; Interview With Nate and Cody<\/a><\/li>\n<li><a href=\"#toc-2\">Weekly StockWatch: ChatGPT Mania, Disney Subscribers Loss, Uber Strong Results &#038; More<\/a><\/li>\n<li><a href=\"#toc-3\">Warrior Trading Blog<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img 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\" width=\"302px\" alt=\"enter or exit\"\/><\/p>\n<p>Set price alerts just below the morning highs of each candidate.  This will help you catch potential afternoon breakouts. So, for every ABCD setup, consider whether that\u2019s a reasonable target.<\/p>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"309px\" alt=\"level of risk\"\/><br \/>\n<img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/forexarticles.net\/wp-content\/uploads\/2021\/03\/choosing-the-right-forex-broker-resized-825x510-min-735x400.jpg\" width=\"305px\" alt=\"abcd trading pattern\"\/><\/p>\n<p>The first version of the ABCD signals an impending market reversal trend change from uptrend to downtrend. In fact, the best traders have all learned how to KISS\u2014to keep it straightforward and simple\u2014before they truly succeed in the trading game. The ABCD is a simple Harmonic pattern that can usually be identified easily. Traders should consider the rules for confirming the pattern and not confuse it with price highs and lows. ABCD pattern on a chartAs one can observe, the pattern establishes by connecting highs and lows between points A, B, C, and D.<\/p>\n<p>The ABCD pattern works in the trending markets, but it can give false signals in the ranging markets. Traders often mistook the price highs and lows with the ABCD pattern without determining its validity. Therefore, in the ranging markets, the use of momentum oscillators comes in handy. ABCD patterns are not present in every stock graph, but most investors will argue that if one digs deep enough, they can be found every day. The pattern is predictable and thus considered good to follow to make a profit. However, as with any trade, this is never guaranteed.<\/p>\n<p>The most common mistake traders make is thinking a chart is reflecting an ABCD pattern when it is not. This can happen at any point and in any kind of market. It might seem chaotic at first, but establishing each of the high, low, and support levels can allow you to determine an entry and exit strategy. ABCD pattern traders try to identify the second time when a trend loses steam and may reverse. In short, they are looking for an opportunity to buy in a market that is falling and looking for a short sell opportunity in a market that is rising. The Fibonacci relationships aid in finding an approximate area where the pattern may complete.<\/p>\n<h2 id=\"toc-0\">What is the abcd pattern in trading?<\/h2>\n<p>Combine this with attractive charts and robust scanners, and it\u2019s easy to see why so many of the world\u2019s best traders adore it. In the case of ABCD pattern trading, the important Fibonacci ratio of 61.8% is sought by traders. If this is the case, traders can utilize the Fibonacci sequence to determine when to enter or leave their positions by plotting the value of D. The goal is to enter a profitable trade during a pullback when the price is still close to point C. The Fibonacci chart tool is a popular mathematical approach that works well, and traders use it to find proportions between AB and CD. That way, they can develop an estimate of the ABCD pattern trajectory .<\/p>\n<p>The inclusion of Fibonacci ratios and projections have added more detail to the specifications. This was one of the primary goals of this article \u2014 to shed some light on the perfect ABCD pattern. The longer the timeframe, the better would be the formation of the ABCD pattern. The ABCD pattern is a particularly good one to use when first starting trading.<\/p>\n<p>This allows you to be prepared for breakouts without constantly monitoring the market. ABCD pattern trading is the easiest to recognize of all market patterns and serves as the foundation for subsequent patterns. This is because it derives from the Fibonacci sequence, which includes dividing one number by another as part of a pattern. From  my experience, ABCD patterns have an extremely high probability of occurring in any stock.<\/p>\n<p>It consists of an initial <a href=\"https:\/\/forex-world.net\/\">https:\/\/forex-world.net\/<\/a> up or leg down followed by a short consolidation and then another leg up or down in the direction of the original move. With so many continuation pattern price action formations like ABCD, Wedge, Broadening, Pennant, Flag, and Triangle. It can be a lot to learn, or correctly remember the rules to each strategy.<\/p>\n<ul>\n<li>Inside the trend between impulse wave there are different formations of consolidation patterns.<\/li>\n<li>This pattern is the exact representation of the Elliott wave.<\/li>\n<li>In the above example, a short from the B pivot at a Fib confluence level would be considered counter-trend and therefore higher risk.<\/li>\n<\/ul>\n<p>Ultimately, it creates a zigzag pattern where the D point is the ultimate entry point. By using the built-in ABCD indicators, we were able to identify this geometric pattern with two Fibonacci rules. The BC line is 61.8% retracement level of the AB line.<\/p>\n<h2 id=\"toc-1\">Trading Insights from Career Traders &#8211; Interview With Nate and Cody<\/h2>\n<p>Before entering a trade, you must have all of your ducks in a row. I know I say this repeatedly, but it bears repeating. For some people it is a passive way of earning some extra cash, while for others it is a rather active way of earning full-time income.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"pattern is bearish\"\/><\/p>\n<p>Duration, frequency and mechanics are <a href=\"https:\/\/bigbostrade.com\/\">https:\/\/bigbostrade.com\/<\/a> differences separating the approaches. Bitcoin , Ethereum , Litecoin , Bitcoin Cash and Ripple are leading cryptocurrency products. One of the most popular formations is the ABCD pattern. A readily discernible appearance and user-friendly interpretation make the ABCD an attractive indicator for active market technicians. Click the \u2018Open account\u2019button on our website and proceed to the Personal Area. Before you can start trading, pass a profile verification.<\/p>\n<h2 id=\"toc-2\">Weekly StockWatch: ChatGPT Mania, Disney Subscribers Loss, Uber Strong Results &#038; More<\/h2>\n<p>It comes back to the first high and pulls back again, but not to the original base. Charts fall into one of three pattern types \u2014 breakout, reversal, and continuation. Stocks do one of three things \u2014 trend upward, trend downward, or consolidate. Likewise, the bullish version of the ABCD pattern may incorrectly signal the end of a downtrend. The initial price swing moves upward from point A, a swing low, to a high intraday price marked as point B.<\/p>\n<p>If you don&#8217;t already have a real <a href=\"https:\/\/forexarticles.net\/\">https:\/\/forexarticles.net\/<\/a> account with TD Ameritrade, you can create a demo trading account for free to successfully trade these indicators. My highest recommendation is to use the W pattern indicator with the W pattern screener scan combined with the Polynomial channel indicator for bearish trades only. The W pattern is the most notorious pattern because it shows up inside every pattern.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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27IFaSsC6udzV15syLbjj6XJaYQpKEJWVLCVIBUnwbgzC4KkKSNqSBZ5anMFwlYw0ddloc2m4g7gT5eSsElTqcJFpCafLJStDalJSykAkHMDYC2xRJHITePhjDWHJYNJlqBTWgw2tloIlW06ttfjpTYbAq20DYeOK4xpJwcmgu1dFTf3PIuSkvMLeaclwgPvJZS5d0JCm8xO\/TdO8VtuDCMppbwTOsNuy9RmFqfmHJdkJStTbhRMLZ3roGrJVq1rSnNmKAVAWBjnL05jWC9DRd65pcKToBjI4GJx3YY9Ssr9Mpm5FA02VUHXwlwKZSQoKeNwbjb8IvrK5TDp+j0iZmEzczSpN19JUpLq2EqWCpIQogkX2pASeUADgihJ0wYGmGjq52oKY3QdU6iSmF68JWwvM2hKCtaSl9BBAsRtFxtiTf0taO5dOdzEMwUFSEpWiTmVocKrWyKCCFgX2lNwmxvaxtz2mifxjvXTom\/BjkH+E+isq8PUByaE6uiSJmBfwu50Z9ue4Jtcg61zrq5THzT8MYapDDstSsPUySZeb1LrcvKNtpW3dRyKCQAU3WrYdm+PKYYz2K6PTk1R2bcfQ1SVy6X3LkjwoSUkWuT4wvsivzWmfR+zT36hLVGozKZdKVLbTITKHClSVKSUpWgFYITxX2FJ4CL+nVqbDDnALxS0beV8aVJzhhkCc4Ix4yO9W00ekT0087O0mSfWxMpdbU5LoUpCw2iygSNitg28OwckCMLYZblkySMPU0S6HkTCWdyo1aXUJCULCbWCkhKQCOCwipnSxgVhM4\/L1Sbml+6KZPVNSz+cOWbQSQUjKgFQGc2TfZe+yL5qRz3OuY62ox+DTKir2le2ANZhbOUgjLr61HuYVww85rXcOUta7KTmVJtk2U2G1C9uNsBB5UgDg2RRseU+n1TEGA8PuSEs4hFWefS2WU2bal21lIAtYAKDVuQhPIIyTqRz3OuYxm0PdbTfLSgW4UYeoT7698fHnJopQfnAlHOtHiscAN5Hn6SrGjR94+ocmseeqWlo\/qIHasgs0ChS7wmGKLINuhanAtEsgKC1ICFKuBe5QAknjAA4IYz+EcKrkXA7hqlO6oB5Bdk21kONoAQvfA75IQkA8ICRyRM6kc9zrmEJ5kbimN+58EvyzyGJlnr4Zo1JamxUWqbLNzO1RdQ0EqKiLFRI4Ta4udtiRxmH0JJZGUb9zg55j3UjnudcwRKQ1c\/Ckv8A1d7\/ABNwtqRz3OuYauND3TYGdfwD3lHnNwRPoIT1I57nXMGpHPc65giTa+OP\/wBFH\/eHENGmhux8Z1+Kjyj6YX1I57nXMEWIF4U0108Pv0vELrjpTZsTE2XwgIe1aSELWEqUuXOcgqA1idpBN49qVK07PvNvzNXlVMSs809q2UIYS5LiVeSsEhw5iVqRvVJslYChmCbxl7UjnudcwhPtASbu\/X4vOMVRaNGTj3rc5+qmdalTJxxLBOPH9bd6oWH5HSeqXq9JnakthUvTXESUw\/vyqcdG9JXYlSWsoNxe+tI8m0JM0XSCw\/S5qhioyTUq+6JuVn6vusvJW9KZsyllX4tMyU2JI4rZssZJ1I57nXMJssjf79zxz5Zj17OIiSoTpZ+uXimzHZGGUHCcZxOMwcoWM6fTNM81LyDtcqTjS5acYdeZllsIU81ui60qIJBs3ssCAqx2bbRlSE9SOe51zBqRz3OuYkp0xTEST1qreXpvCCWNbE+6IGKUghPUjnudcwakc9zrmJFTSkEJ6kc9zrmDUjnudcwRKQQnqRz3OuYNSOe51zBEpEBgj8DTP9r1b\/XvxN6kc9zrmK7gCVTLUieUl15eurVVWQ44VhJ3c+LJv4o2cA478sEVlUpKUlS1AJAuSTsAhj7tUM3\/AOLSJyzCZT4dGx9QBS1w+OQoEJ4SCOWFKrTJKtUybo9RYQ9KzrK2Hm1pCgpCgQRYgg8PGIoaNBmGm2JeVbr1eSzLVYVhtvXska3K6Cja14h1yyRw8G3ZAcU2LI8EEEEVLrbhxzRKhhp9b0jJ1Cdm6HNOS60F1TOrcSvLnQoJJHHY2hN\/CbmJZ2mVSfdMwmRmJuWmyt9TSpppC3UNBSWwEmyrHgHH80fWH\/Hd\/wCqZ3\/C5D5GJqZh2QBqOt8NPT2XVozcEy52xs1alS1GpQwg4doIOOeQHcNy37itUsW6luYgmN\/SBBxzyA7gdi1z7mfu2ndPfdG6S9CXvIXTPeaZxSJxc6lxLglJtuUICQgHfKUV7SbXtG2GZ\/okdc9kclu92YlptI7vvT5VJvW6iZTXQjKi531aaULj5hHUH7JuGf537L\/eKd1SJcCxvdwJHkO3NZ180a4LABhs4EgfICd+ZxVdxVU8ISuKpyYrmFm30sBiVnp1UyolKnWnNXZkDfgIzArG0Ztl7KtDyVd0YSZTT5rCU60EPbsQt1t5SiczlyvaVZUJlxfNdOxNgdkWuZxdo8nZ9FVnKK2\/OttqZRMuyKFOpbUCCgLO0JIJuL22mI2UqmipEu207hKQIl3FFke5bJDYDi1Iy7N7bOoi3AVG3CYy3WdYuJAHctKlpC3bTa1\/KSABg4xh2\/8AEGIESY1jG2iytVeUqdVw8WazPTglmg404olYcyJeBAy5btpBXa\/EdkLVMaP56lU6s+8BUxJ4mQ\/Na9a9SUpSw66M9yCAsKcskb3fqJtfbKs1vRXLLS5L4VkmlJmN2JUimNJIf6UWHj7TvuHbww7VjXAm5GJIUzwEojJLtbjRkZTkKLITwJGUlOziJHBAWdcghwHcuv0lbscDQFQAbC84CDAEY4GCMdigsKKw\/J6LUYkp2FkvIW42681Mz2VSnJeaOVSnFJFghaSsJCQeIJKjYsZWt4NmZp+aTo0cD0vPMpVd4Zm3JiYXrHXEk2SUulzlUQuw2EgTTFW0Wile5L2GpVck4w0y5Jqp7ZlyG1KWnwZ3uxa1K4OE3h6xinRxK60StBZZ15aLurkG06wtgBvNbhygDLfgsLWjnsdYgCBgN23uXec6ANR0PJc4kdIiBhgYdiQJE\/oRWBadgbEFNXVKJhNiSEhUdU0FLcCkhSmbEJUkZQUIaAAukBIsTEqxodwgicm35qnqnJeYCEtyTziQxLJTbY2EISrbYXzKUTt5TfyXxpgqnSzjVMp5lNfNiaeDEqlsOOFwKUtVrXUQNpO0xJfZNwz\/ADv2X+8SNsjqgPbJHBU62k7jlXOt3ua073Ekbc+tO53BWHqjNvTs5RWnHZhCEO\/dDgSsIACboG9NgBbZxQi9o9wjMNqaewzJqSpvUkFxfiZMlurshL7JuGf537L\/AHg+ybhn+d+y\/wB4l9ln8HyVRt3dNADajhHEpKW0c4PzzLfvYkwlE7ulNnV31hQ2om\/HtANuC4va8W3M\/wBEjrnsiosaScNodmFHdVluBQ8FxZEjl9ELfZNwz\/O\/Zf7x1tuW+62FHVrV68cq4ujeSfNWjM\/0SOueyMcaOUOz2OsdV3VIJFQbpqDn8hlvNbg57rnrieVpOwylJUTN7Bf4L\/eKNoh0hYaRQKjVVbpJq1Zn5wENXzIU+sIPDxpCT+mI30nmo1sbz9PqrVs1zLWs\/fqt7zrf\/RZizP8ARI657IQnlP7imPBI+CX5Z5D6Ir32TcM\/zv2X+8JTWkrDbkq82ndV1NqSPBcZHzxNyT9yz9Uq2JU\/lHgkcHPPZHuZ\/okdc9kVYaTMNAAfdfB0X+8e\/ZNwz\/O\/Zf7w5J+5NUq0Zn+iR1z2Q1cU\/wC6bHg0X1D3lnnN+iKvUtL2EaVLomprduRcwxLDKwCc7rqWkcfBmWm\/oj6XpIw4Z5l4bqypZcSfBcZKCOP0GOmhUA1i0x+vVejTeGh0YH6f9hXDM\/0SOueyDM\/0SOueyKv9k3DP879l\/vCkvpGw7NTDcs1urO6sITdrZcmw445yT9y86pU40p\/dj\/gkXyo8s+n0Q4zP9EjrnshNr44\/\/RR\/3hxEa4k8z\/RI657Ibzyn9yO3bQBl557IeQ3n\/ibv9GCJTM\/0SOueyE2VP7\/wSPHPlnshxCbPl\/0zBEZn+iR1z2QZn+iR1z2QpBBEnmf6JHXPZBmf6JHXPZCkEESeZ\/okdc9kGZ\/okdc9kKQQRJ5n+iR1z2QZn+iR1z2QpBBEnmf6JHXPZFdwAucXSJ4TUuy2lNaqoaLbpWVo3c9tUCkZTe4sL7ADfbYWaIDBH4Gmf7Xq3+vfgilKuqoopc2ukJaVPJYWZcOpKkFyxy3AIJF7bLj54x5K4o0vqYZ3ThuTD5rSWXkplHcqJApc4CV2UsqSz4S+ROt2g5FWyNUJ+WpcjMVKdWpMvKtqddUlClkJSLkhKQSdnEBEBI6SsFVKTdn5OvMOMNVBFLKhckzSlBIbA4Sbk35ACTsF4Bd2KzwQQQXFjbB03UZmZCp2hplCuuzLrq9cFlt8pXmZ8UZgnbvuA24NsWWVw7R63JKVUpNLpbnp3KbkHbMucnzRF0NmeVL1Gbkm2XTJ4inXy2tZRmAzpO+sedyRZ6RKT0pJluYUyhxb77xSkFYTrHVLAvsvYK5BGtpGo0uJbAxGAPXvM7VuaWqMe52qAMRgD\/NvJO0LlR3uegUqp93\/AKfadOyocl5dNeLaLkZbVpoD9hjqN7wMKfJaeurtjmP3toOfbCu6DCVJCstfuSm4\/DjXFeOq2WY6Vv2Z7YrXbnBwg7\/9TlSviQ8Rx\/1OUD7wMKfJaeurthCSwHhZxlSl0xJIedT46uAOKA4+QRZcsx0rfsz2w2p4f1CrON\/DveQekV6Yq8o7eqOsVFe8DCnyWnrq7Y8XgDCgQoilp2A+WrtifyzHSt+zPbHytMxkV4VvgPkHthyjt6axVelcBYVXLMrVTEkqbSTv1cNvnhX3gYU+S09dXbExJpf3IxZxu2rT5B5PnhbLMdK37M9sOUdvTWKrDuBMLplwsUxNy+lPjq4C6By8kOfeBhT5LT11dsST4e3MnwiLboR5B6UemHmWY6Vv2Z7Ya7t6SVA+8DCnyWnrq7YPeBhT5LT11dsT2WY6Vv2Z7YMsx0rfsz2w5R29NYqty+A8LKdmUqpibIdCRv1cGRJ5fSYW94GFPktPXV2xLSyZjXzfhW\/hh+LPRo9MOMsx0rfsz2w5R29JKouOcN4Tw1g2uYg9ykk06nzE0BnVtKGyoDh9EMdFeizD1F0eUCkz1PDkzJyTbDyys3WtIyqJ28ZBMPtNBfXgR+maxsmqzcpIWCDtDr6EqHDzSYt1JZfZkUNBxuyFLHiHnn0xCHuNYmch5nHyC0XPLNHtaPxPJP8AhA1f9TlG+8DCnyWnrq7YSm8BYVRKPLTTEgpbURv1cNvnix5ZjpW\/ZnthCeTMbimPCt\/BL\/FnkPpiblHb1nSVDpwBhQpB9y08HPV2wlO4LwZT5N+fm6dkYlmlPOqBWohCQSTYXJ2DgAvFjSmYyjwrfB0Z7YhK5UJaoUut0iRqMrNTzUk6lyVZ37ySptWUZQom54tkS0deo8CTGE8BKmoMdVqAYxIngJhaBd8F0v4q7nfQ3o8mNH8sxJVeeqgbqbdTkFrVdgJeaIDlvxjfCLg2IjdnBeGKFW8N4aqs\/T0KmKlRWZyYKSUhTqm2lEgA7NqlbPTHPzvzNVlMQaN9HtepZfXITNVcSy67LOM5yllZNkuJSq1lJ22ttjopo2D3vJwZZxH\/AC5LW3h4NSx6Yv39R8EERjMbidaR8gOwLU0m52qQ5uqZBjaC7W1hkDsAx3AbFI+8DCnyWnrq7Y+2cC4XYdQ+1TEhbagpJznYRwccTeWY6Vv2Z7YMsx0rfsz2xl67t6xZKbtS0vux8bnbsEo8gemF9yy3m7XUEINJf3Y\/4Ru+VHkH0+mHGWY6Vv2Z7Y8Li83LLebtdQQhPS0uJR0iXbBy8wQNTzD8y5JsVKTcmGfhGkEFaPnSFXEE8l\/cjt3G7ZeYe2EyulpbgQl9yy3m7XUEJsystv8A7na8c+QIVyzHSt+zPbCKFOIJSuYZSVuEJBTbMeGw322C5mldyy3m7XUEG5ZbzdrqCPcsx0rfsz2wZZjpW\/Zntgi83LLebtdQQbllvN2uoI9yzHSt+zPbBlmOlb9me2CLzcst5u11BBuWW83a6gj3LMdK37M9sGWY6Vv2Z7YIvNyy3m7XUEG5ZbzdrqCPcsx0rfsz2wZZjpW\/Zntgi83LLebtdQRXdH1PkJGkz7klIy8uqardVdfU00lBdXu55OZVhvjZIFztsAOKLHlmOlb9me2K7gBE4mkTxm32XEqrVVLQbZKChG7ntiiVKzG9zcW2EC2y5IrG+y1MsuS76Att1JQtJ4CkixEVxWjXATiENzGFZCYS3NInWhMN63VPoUVIcbz3yKBUuxTbx1c43mqzJzNQpM5Iyc67JvzDC225hogLbUQQFAkGxHLaMfSODtJcrKiUnMRrn1uVlM4uZVU3mltS1lgoQlKbEAasBtW9Ksy1FWxMAu7Fk2CCCC4q3h+VmKbJVpE40psv1KcmG9l8za1XSdnKIsGva5T1THk18We\/Nq\/dCsSVahqvLztUteqa9Q1HZlcpe9tLSnvhXdBqJNiiv8X\/AOcajqtr2uU9Uxyr72x\/9wzuhP6Ff\/8A7xqOrET3nvDt\/wBTlZv\/AHx2\/wCtyT17XKeqYbU95sMLuT8O9xHpFQ9hrTvi6\/z73+aqKiopbXtcp6pj5W+1kVtPAfJMLR8ueIr5jBE3k3mxKMAk\/Bp8k8kVqp6UsLUOn1Ks1xx6QpdIVMicnnS2ptoMJcU4VJQsuJGVpahdIuB6RFpk\/ibH5pP7o1M0kF6d7n3TTXngQmeqWK2mQejYlJ1j\/E0s\/pizatp1Him4Yk\/KCSe+B2rZ0XY0rqnVqVfwwB1mfoCexZ00WabNGWnLCC8W6L8Ts1yls1ESjr7KFANvBaFlBuBtCVpP6YyDr2uU9Uxz\/wC82f8ApYr3\/XDv+RJx0EiOs1rX9HLA94lZldrWv6AgQD3gFJ69rlPVMGva5T1TEDpD\/wCR63\/UnP3Q\/erctJVOl0RxpxT1SbeW2pIGVIaSkqzbb7cwtaPTbdzqYe3GS7D+UAk9x+S9ttXPpCozEkuw4NAcT3H5JeWfa183tPww8k9GiHGva5T1TCct8PN\/nh\/lohxECrLHWk2bbnsTYFw4hRJmqyqdeTY\/Ay7Di83tCyP0xbZiuSFGpyZudU4G3J5uUTlQSdY\/MhlH6M7ib+i8VSbZFV06SSztTQMPOm3EFzb6Nvz2lf8A5emJbFrE3P0mRpkjLF592tSsyBnSkBEtOomF7SeEpZUB6SOAbY7Y021riH+6XCeoRPditl1Km99rbvMCAXbI1nFxM\/yaqtOva5T1TFHp2InpPDGM6tOOvzfubPVNbaHFqPg203DaSb5RssOIX4IudOnU1GSanENLbDgJyLtdJBsQbbOKMeq\/8vtI\/wDWa1\/lGNKyoh2tTqD8TQfFBXNHUGv16VUfiYD4oKyK1MtLaQu5GZIPAYrlLRLNv0uZS0hK3HZ0KWEb5W+VwnhiwImZaXZlkTEw20p\/K20FrCSteW+VN+E2BNhyGKxQZiov4mmKI7JyyG6CpTi3kzClKdExmWiyMgtYcO++a8RW7HalQjICezEduJAUFqx3J1SMgJPVBb24kDtXPHvylLFC0H6KKKJnXmSrE00XMhRmtLjbbbb1x0L0auoGCcGXJ2Yclgdh6FiNCO\/ef+VujX+3pz\/TpjfrRr\/yTgv\/AKblv8liOVnuq0td2ZIJ73pcVHVqPKPzJBPWS9WzXtcp6pg17XKeqYUgiks5NGnm92Pm58VHEfTC+va5T1TCbXxx\/wDoo\/7w4gixnN4Gp1RfqstTMXKTPz0+5PPtBbmrDeZQyFLa0qGVRBuFDfIFxxR8I0cVpibk5qpY3mZ6Up84ubDJbdQt8HXnK4oOWNlvJI2Ws2ARyNJnRngSqVyqVdvE0rKzRnngtTTbTL0s85mS4As2VmVtTm4wkDaBCNT0cYbksO4cpoxLIrp+HmZx5Li0IccUVPNqzMpFwjIUqAUnajZbjjO1cdbUHi4j\/v8A7X2HLy0Um3BxwM0sRLTkc9gaIg4zsTuqaMKtVJ2qpk9I9Ql2nlrcaYShatzqW5nSCSuxSELdRaw2KTzYbNaHq2p9x97SXU5gocYU2H21LuWm1IIWcwJC81lWIJSVC+24WktD2DZVVOap+I2GzIsBORtDN1KUlDZmEjyHipvY6NozuDbmgw9gXBqqVS8BUzFLE4\/QZxyoBIYbdFxkJOXalCk65BSobQpVxxxzkhPSZ\/V+t5Xv257GRSuSQM\/uRgN5McG9\/AzZsD4ZrOEpipNT2IVVWWqE27OJU6hwLYuEhLYupQIsDewHFx3Jt2va5T1TGMqLoGo1ImmZ5VXdmZiWqgqjDipZtKmXNYwtwIy+Ln1BCiLXDq73vtyjFugHNbqubHbK+f0o6lUq8pTq8oTmdXVyyw6ur6pPXtcp6pg17XKeqYUgidZiT17XKeqYNe1ynqmFIIIk9e1ynqmDXtcp6phSCCJPXtcp6piu4AnJeapE8hhaiWK1VW3LoKbK3c8eMbdhG0RZogMEfgaZ\/terf69+CKTrFQVSaTOVRMk9OGUYW\/qGSgOO5Uk5UlakpubcZA9MY9ldOtEmpdt9NLdSpysikBpTwCxvHFZyCBtOpWEoTfNdG0XITk6PMw5RAcUXsEEEETebaSqXeJUvahXAsjihTUJ57nXMJTjq0y7wEu4oBCtoKbHZ6TCmuc81d9ae2CLm13AWhzSlgru5tOeLsX4Ar9GodUFZTJVCck3GmXy7VmnmglZFiVtb8DjTt4I6TahPPc65jEmkrSavQ\/g7SrpQNCcqIw1Lt1EyheS3rsko0cubba\/LYxF9yF3TCu6p0Rp0powc5QQqozEhuQTaZi2qy77OQnhzcFo0L2nrEPblAOe8Bx+boWppCnrOD2DCAc8ekA47BkXws36hPPc65htT2UlhW+c+He8s9IqHGuc81d9ae2G1PdcDCrSzh8O9xp6RXpjPWWnWoTz3OuY+VsJyK37nAfLMe65zzV31p7Y+VvOZFfcrvAeNPbBEzedZkaIueecWltiVLqznOwBFzGsmO2nf\/BLWpmZRkmJyj4gmn7HbrXJWeWs\/pUTGatLmKJXD+jSbZmQ61MVeVXTZIAA619TC1hNwdm9bWbmw2W4SBGNdO0oKb3J2KZFDZtL0zETWUW2Wlp8Rcsaf34eRll1HW+rfkvptG0zSsg5w9+oI6mseMO13yWB+82oCu5ZrxJUPv4eGxRH4iTjf6YCJeXdfJcUG0KXbWHbYXjQDvNy1J7lmvANLUPfu8bgi3wEns2mN+qi857nzX3K78CvjTzT6YiqCagB3N8gsKoAarQdzfIKr1V819+k0Kpyb0vLVJ277aJxRDrKpZ9WQlNiN8hJ\/RGi3dLd0JpgwB3c2hnRhhbGkzK4cq9Ql5aclFtNvF1t+rOy7qdYtJWLtNoTsULW2bY3pfJGJcKgJJBQi52bPuWajmh3ZKj9sl0E7w7KtT7cG3\/jr\/BGwDybAKeAw+biD3jA7xgt8HkqYbTwENwE\/ic5ru8YHeMMl1YlmE6+b37nww8s9GiHGoTz3OuYreFpuZcrmMEONPrS1WmkIBUkhCfc6TNht2C5J2cpixKmHEpKjKu7BfhT2xi1qRouDTuB7wD9V87Xomg8NJnBp8TQfqqJg1lM\/pHxvVM6yJZ2TpqTnOzIwlwj\/APmh\/hqYmJxqnTE08txwVirsgqPkIfmUJH6EpA\/RFf0F1dupUmtT5bdXOVKsTtSWLAfc7ky6iWNybG7TSODk+aJnBy1KlaeC0tI93K0bkjzqa5DEtiz9lc9wxJB7HNefngt68omi+tTeOkzVb4abwY4GJ44JFGdNVpYQ86kGkVJVkuEC4cbseGOeve08eY0xjJd0cxjDGNYq7UlLfcyJ6fceS0pe6wcoUo2KrJHpsI3zmcRJlazJJNJnnBLSszIEo1V1qfcayuJSVhSm033yrbNuw2jn33oxCHcVabGnWQtC6zRswUAR8df4QY23B1F1NxyOPXDyfqrbw+3dSccjjnnDyfIjNba91j3WWGO50rejqnVXBuIMRGtzTs025SlJWhoNJDRSsk7CS+CPQlUZ4oEqpOOsVrUHQlSZDKoqVY+CVex44jKzKynurS2vc1taE4kISAhFgNyLNgDF71znmrvrT2xQuKraNBrGj3mkf1A+YO7Pgsy7rMoW7abB77SJ\/wAbXebTuz4Lmx37lsI0W6NrFRvXpzhUT\/7dMb86NmknBODN8vbhyWPjnoWI0G79wtS9FujbMytFq9OeMRt+508hMb8aNnVjBODLS7hthyWAsU7fAsbeGKbv3A7PNyoP\/sw7PN6uGoTz3OuYNQnnudcx5rnPNXfWntg1znmrvrT2xVVJIIaQmamCpxYCUIJJWfTC6Wm1pC0OrUlQuCHCQR64h68657lVs7md+IL2XTzF+mPMGOuDB9CAlnDamyu0FO3wSfTE3Jfc8rO2PlKsch+z8vO2I7JVXrujTBdLmahjauVCoLaYW\/PrbWprIgqSrPazYWq9wRmUSClOUjbeJb0A4JFMkJhmo1wNycs+lttbrKcwfQ4lWfK2NuV0jekeKkm5uTPY+eOIKzRMEIZcUl98VCdQFJvqWFBSQdvAXMh28ISYuE2tSJFbaZVxKUosNqdn7Yzxb0nuMtwHnn6LUOlr63pM1apBI7NXEDtxdPWCsfyuinB83VX5aSr9bbnKO0wwkpWzeXIDZbWklo5iEtITZWZOy5TmuqJzBmjSjYNmFzFNqNRes2pkJfU0eENBSsyG0qJOpRe5tw7ORKiTCmNJmI5Xc7l35OTmAm6b\/jE34f4sW5l5zf8A3I745409seqdGn7wGMnzUN3pG7I5F1QlpDd20A7uJSuoTz3OuYNQnnudcx5rnPNXfWntg1znmrvrT2xYWSvdQnnudcwahPPc65jzXOeau+tPbBrnPNXfWntgi91Cee51zBqE89zrmPNc55q7609sGuc81d9ae2CL3UJ57nXMGoTz3OuY81znmrvrT2wa5zzV31p7YIvdQnnudcxXcASjctSJ5SHHll6tVVatY6pYSd3PCyQSco2cA2XueOLDrnPNXfWntiuaPZp+ZpNQS9TpiVDNbqqEKdU2Q8N3PHOnIpRCbkjfZTdJ2WsSRTtWpstWaXN0icTmYnGFsOD+KoEH98Y5GgilIl5aUaqoZZlq2itgNSoSXHglxJUslRus6074ADeo3tgQcjVdyoM0qcdpSG1zqGFql0uJKkqcCSUggEEi\/IYx6zjLSiGGC9hNp11ysoYeDTEwlLciUum4ztpu4ChtJPwY1mxZAvAZ4LuxZNgggguJKa+LPfm1fuhWG82wwqXeUplBJQraUjkj73NLebt9QQRa7d19LTDPc3afHnWVIbmKEtbSiNiwJVtJI\/SCP0Ri3vPn\/pCa\/wCo6j+9EZn7tVhlPcraXSllAIwxMWskbN6Ywt3n9ppzuQ2i40hR98dR2lIPGiL7qhq0S47o7tQfRaT6xr0C47o7uTH0W8UNad8XX+fe\/wA1UK7mlvN2+oIbU+Xlywolhs+He8kdIqKCzU+hKZeal5Z1991DbTaFLWtagEpSBckk8AAg3NLebt9QRD4pprFSp6KIVGXaqq1ybzjKEaxLamlk5cySAdnCQYkpMFR4aTA+m1S0aYqVA1xgbTw2\/JaY98P094q0X1jRNhuhSNNmafPzaay+uYQpSi6y4yw2kFKgMit1KzDj2bRGZ+6IUV9zBjNZAuqRxKTb+r1CNNu+pHcWINDEqXy64ipTMiHFpSla2m59sAqygC9mkcAEb2Y0wQ9pN0X1PRagzVOerArEqubep7pZl25hubQh0EhKFjwyCAlVzf57atv0S6TIYQJ4AOPm496+zqkUbO3oTgySe01AT1YNz38VqV3oiov03uVaipgJO6NIwll5h5K2pMG3pjobUfwfNfmV\/wCExzxwI9gPvavc0YdltJFdn8Ty+LMa+6su\/TqYlC2sjbWZtSVOHyWFEG\/lWtG90hiihYjo0hNSMqtHu3RPdiWC2gCGFIQQFcivCp2fPEdzbOZqCOkMDEHKB9D3LCu7N1PUbHSaSHQQfdgbNxDseBULjWUlZzCtSbm5Zp9KaA2tKXEBQCgVWIvx+mOdnduykrI98p7nyVkpZqXZQ7QMrbSAhKb1NZNgNg2kmOnFLbbcqEvrG0qtSmLXF\/KMc2+7hw7V5zvk+gifp9CnH5Jl+h659mVUppFqkoqzKAsLAgm\/FEjar3xQEwDPeW7OEKVlZ9SLZoMA63eWbOEZ8Vfe4y7ojS9pC7t7TXowxbixU9hujzdSfk5PcrKMi2ZpuWbOZKQo2ZbQjafJudtzG9uMap7iYTrFYBsZORfeT86UEj9scyO4AbbV3xvT8hSElIerOwjZ+EhHRHTUWGdHk9JtsthyqPytMRZIvmmJhtnZ14ztIvIl20A\/IkDuAAUBZ7Vf0qb9rgOzXIHcMOpV\/RNhSSoeB8JGUk5SXq2vmpNc9udJeUENzSUBatilpTlTvSbbBFowPhWZ9wHZPGTcjVFJqtQfYQ9IIAbzTTxzgEq8YKzDgsFWj7oUqyxT6JKpaSG269UkhNtmwznFFnkZaX1B+52\/hXfIHPVFy5ualFvItOG\/aNUuAAOYEHYptKaTrvqPBPvOJnaIc+ADmBjsTdeHKYZuXmmmQyJWVdk22mgENpbcKSoAAbPFFowH3PPc1aKtAy8Z1XR1TJ2VmK5idmXnDMTangtDE0C3YK4Dd1d+XZGxe5pbzdvqCMZuyco5o+0iayVZVq5uruIzIByqSjMlQ5CFAEHiIvHuxc6q0tedrRviXLzo1767Sx52sG+Jdj5q+Upppx+oKcbSstz6lIKgDlOrQLjkO0xKwyp9Np0pJtNStPlmUZQcrbSUi5G02AhxuaW83b6gjMquDnYZLHrvD3mMlza795\/5W6Nf7enP9OmLrSu7CxhhfuvtGHc2S2F6W9R6rhWkSy55x13XID0ol5SgkHJmBbABtwGN08Y4PkMVU2XknJGRWpioSM2FPsJWAhmaadcSNh8ZDak\/p27I5oaXJdhnvyeBZdpltDSWaakISkBIG5HNlo0baowUYBxOBEZCfrrEcI4rVtKrBb6rTLjgRGQnPt1iNhEcV1RghLc0t5u31BDd2YpTE9L011LSZmbQ44yjV+MlGXMb2sLZk8PLGWGlxgBY7WueYaJ\/4xKrGkDF1NwzT6g1PsTTipyULTQYbCyVqBSkWve5KgNkQ2DdKtARhelyipCpJdlJNiWeQtlKShxDaQoEKUDE\/i7DNGrK21T8pmLU1JJTlUU2BfTfghtSdHeFFu1HNT1m06oDwy+DIj0xoMNL2TVcDMz9PqrzS32MtP8AFPdA+qgJPF2AWMc1DErUtPLrL8kw0+khBUhjMsN7M+wEpc+fKeSK5j3utME4IwQxiiuYbxE4menFSLbFPkVzigQ6pJUrVAkDKgnam17JvtBiYqGBMNMYzxoWZNxBl8J0x5sh5YKV62p7b3\/ij1R7ifRfg6kUqpyNLpbjbLa6a4hsTDiglS5s5yLqPDxxco2dmx7WOBOsWHxAE\/Nw7swtKnaUXVWMry4nk4k7C1sid3TbHARITWlaVNH1QxvSsWSFDq4m8R4fcmm33mUtLRLNrlyG1tqUFJUd0pJBsRlIPoyvQqxLVqm+6cq24hta12S4AFbD6CY5w90ZjnF2Ee+TaL9FeHq\/NSeF6pLyDM1IJUClxEw6ovJzEZgFalq9j5Ajo\/S6NTKVJKk5SVSGW1KICt8du07TGfdU7djGmiIJz68\/IgdYKzbwMLabmzMQZM8R2BpaNmIOCqtK0t0qapqanV6XOU5p1Z1d2nF+CBSC6olCbJutIuLjbw7DDir6WMLUaRk5yZ3YF1GUcnZZpUuoKU0gXClWByBWyxPLFdTjnR5UzKyk5gxVpF1sMpdYZIZbXqihxIzbRdxG9F1bL22CG+IcfaPZFypS+JcFNuDD7rsnLhttt4uNJypUEp2KGwg5bcCSRexIwzXcGnpju71tt0VTqVQPZn4zgHDLIROJxInh3qx1TTHhSluvpcRPONSbym5t1MurK0hKZgqcHPSDKPAkcGWHr2k7DclTpKo1UTckifmHZdlLjJJzNu6tROW9h5V+JIJPAYrrcno8klz9WVhFTqsQ1eZp74mFtlLimi+hxYzrCUI2v7NhOY7NsRs1pI0dpoJmapgda2G9YsstS6HgHHcgesBvgLP7VFIBBVxbYcu9oJe4Dv8A1kvI0Zb1i1tCg84gHFsnAiAP5px3DYZVma02YBeeQw1OziluTQlEASbm+XtBts2hJBBPEY+8P6YcIV9FCS288y\/X7ty6FIJQHkoSpbRXwZhmtb0GGeD5rRtjufqQpeDUIXT5sOrmH6dkbddBWkrbXbKvfBd8pI27eGLK7o\/wW8hKDhuRRkaLKFIaCVIQUBFkkbRZIAHJYWiRhrvGs1wI7VWuaejLZxo1aVRruJGGBjCBtIPZsnCwQQkJWWAAEu3s\/iiDc0t5u31BFtfPpWIDBH4Gmf7Xq3+vfia3NLebt9QRXtH8hIyVIn1ycmwwqZrdVdeLTYSXF7ueGZVuE2AFzxAQRTtRqElSZCYqdSmUS8rKtqdedWdiEAXJMQ1P0h4Kqkk\/UZDEMq9LS1QTSnHBmAE2VhAZ2jarMoCwiemGGpphyWfTmbdQULTypIsRFbVo2we4hpp6mLcQxMtzbIU+54J1sqKCmx2AFa9nBv1csEVoggggibzeu3O9lyWyK4b8kKfdH8n+2E5t9hMu8lTzYIQq4KhyR97plvOG+uIIsF92rrv\/AAraXc2S3vYmL2vzTGFu8\/a3\/wAIbWTLb3x1Hh+dEZp7tV9lXcraXQl5BJwxMWsobd6Ywt3n91pvuQ2g46hJ98dR2FQHGiLbP3B7fNius\/sx7fNi3e+6P5P9sNqfr9Qq2r+He5ekVDjdMt5w31xDanzEuGFAvtjw73lDpFRUVJOvuj+T\/bEdVdduuk5slt3cV+hdiQ3TLecN9cRHVV9hc3SUpeQSZ7gCgfxLsS0Pf7D5FTW\/v9h8itYtJmh7Rvpz034ck9ImGGK5J4dqz0uwhyYeaDbziKnMqHglpNwZaWV+gDgJB2tQh5tCW0BsJSAkDbsAjBODpaXGNEYiEwlQq+kmpKQSob1DNJnZcj5s7Kz\/APt6Yzq7OMNtqcDiFlIvlChcx6u6zWW7KzvdhzuzXfjA2wBxwhfQfaUjlaNNmQYMP72s4O7ZBHYtXu697kPDndD6OMF4CquK6hRpKgV5BZel2kOuOa8lo5s1hsCidgjFVV7qDSDo77urCfcgyFLoM1hqToEtRRUXWHROqaNNS+pVw5kCs7CQN7YAkbTtjd5+soXKpG5Fm0yg8I4nRHM7SlQMVzPfeaJjFjCVYco7TEtmnkSbipcAUdaCS6BkFlKA4eEgcMQ6K+09npCoWMJJaC5xLH+7rDWOLdxOWOOC5o+rXuKgY4SZxOBkOeJnsLseK6ZUvWe6Evq8v4KYvf8ApGJVctrH2plxhhTrIUG1lN1ICuGx4r2EVul1dTdQly5IupvSmLZiB5Ria920ear6wjGuPtTowVMHuy+HU\/2rKuqNQVcN28LmH3v\/AD\/bG9P2XLm11Z4eD8JCN8tN9dEniLRtQJhbGSpYnQ48FLygNtMOqCjfiDhaPzgRz\/7g+sylL74bp9qU8tDLAdrBWt1xKEoBqabXUdgjfWtV+j4r0pMzNOS1UE0rC026lbDiXUjXOJAIIuPxUXdIaZsKVZrK5dGBMMfEFxOYaRlsz4LbsLd3tnLvYSxranedcDHeCQVdaS1UjiR6iFUqZekzCqqlwZs7hmjM7y3AMuc7eO0WeR3RqD8H8K7y89UQNKW1LVF+tBDpVOyksyWyRZOrCtt\/Tn\/ZD+RraNQfuVfwrvlDnqipd\/a3RVWoC17sAP8A06mcY\/h3ysa+Dq1UFsYAbs4l39RP0wUv90fyf7YreOpYS2AcU6hhhoO0uedcyJtmWWVXUeUnliV920ear6wiCx7VlP4GxEwxIvOOOUmbQhCCCpSiyoAADhJjln9qtFi4p9N0aw\/BU3\/yrlhSe26p7tZu0bwrRL7o3O18H4ieXkhT7o\/k\/wBsRkvW0hhsGVWCEDyhyQp7to81X1hFc\/anRc++7\/Lqf7VVdQfJ9Qn\/AN0fyf7Y5aaYNZ9uWwPfLm1VO+b4o7HTz3bR5qvrCOWWm2uMyHffsI1t6XcLUnKyLy0IsVFKZN0m2217DljR0Zp6wu6jmUXEkCfceMARvaO7NW7GhULy0DEwNm8Lq590fyf7YrdW1\/v5w78HfclQ5f5CG+G8VVhcxP0vEFHnZeaYWZlsulnKZd1x0NJBQo75Ibsb+jaYj8ROtTlWqFa3LUN00ilIck1szbiEtKWp4rOVKglV9W3fMDsSI82\/2j0XRruY+ociMKdQ+8IH4cukD1Kxa2T6Fy5lQj3SJBB94aoOYw6QPUp6cDeITXKG3qi8whtledJyodU3nQoH0Zkm\/EREFV6qNHdJw3S3JpLL0xNMtzbjUq46JgJQA8okJO+USk8SjttextVdGmkDSLVNJ+NqdifROmhUdp5CpepprzM0X1oQ0hpOpSgKTnau5ck5bZTc7YuWM62kmg2lFn\/jUt5Q5Fxb\/wDItF2lw21qvLmEBxAa44lk5hrhnsVqlautrllpUGtTIDiA5pxLN+Iz4ZRwKQVTZ2p1Ofrbc+yk4iZFCU2qWUnVsMCbW0sXVcLu8vNccFhYEG8jhydqVbpUziKdblmlTQVLhpoqISGXnUXueXhj7aSpudRMKmH1MtTTk2lnKgWUtKwRm4bb8xGYNqT0tgtDEzTn2nQ\/NkoXvVWMy4QbHlBB+YxDcfa\/RNWg4ioSZaP3dTKHYe4NjW48F4unctauLYJBYNkgQ7DZsawTwzXO3urs\/wBtm0QZsubV0jg4PhHo6itreKHSktKyrVfh4eSNAe6A7n3SljnviWjPTJQKNKOYcpEnLTUw45PNod1cm8A+Qgm5sZpmw4Tc2vYxuBo8xTMP7oDiN0btdenZkJlls7jmFFF5dRWo5iMytot4h2bY7X05o72YVjUOQI6DzgQBjDTGLSIMYiF4q6Nq1LUVtwBHEEAZ7MWkY7RGaraNMCSiUQ7o+lnp0ugIeYyqabXkTlUCUg505hmRe4ANidgh69pNp62puam9HTUx90BqYIbSpalpLoSpxJTvbqaOW5JKXEK2XIGSRV2BwSJ2G\/Cnhj33YZ2\/cR28O1O2Pnh9orDbWP8AlP8A9qldeWp922j\/ANw71Qqvj+qKfw\/LyGDaa\/LVln3RYbm3FIUFF0ZTbIQlRSoLJ4QVcHK0ktI0jX6VWZ+V0fsNbjaklFMywlRfQ44kZVIABBTclPCNgOzgjJHuwybEyR3vBtTshaVqEs+pSVMpZFgbqI2xZt9NWd5WFGlVJc7IGm4bN5aAO\/govbLemwfs+IjHXP8AFOW3DD59WNKZpfQJFypyuj6Yl1zLj29ZAu6GWtYtSilNwQmwsoeMco4ibRgLHczjRp55+nN09YsplhbmZakjYpQI8ZNyLGw2KFwDsi2B6TAsHWQNvlDjgD0mkgpdZFhYWUOCNtlOo0jWdI6lVubuzqscKdDVccjrEx39i+vuj+T\/AGwfdH8n+2PN0y3nDfXEG6ZbzhvriJ1lr37o\/k\/2xXcAbs9yJ7depy+7VV1WrvfJu57xr8d78HFaLDumW84b64jSPT893S9VmpxnRHWKqqkS0\/WG5b3tTS0uNTW7HipE1q1A5tqSkK3uUgjaTGvoTRXPN17MaraeBMuMZbBvJ2CQt77OaDH2gvfYzWZSwJl5gGBkN5OwSNq3UrMrOztJnJOm1ByRm3mFoYmWwgqZcKTlUM6VJ2G3Ckj0GKDLYY0rsyjUtMVqVedVWEzTs0ipvoUJXf3SUFtSVWu2A2nVpNrqJ2hWg01Ld3XLy7jgqGlEZJjOXF1CZSlLIte41h3oGbbw+gRsr3IuN9I2HcG1BenKcxRNVGfqUuxJ+6jjry0tlp5ZcGsUcreVlROUm5GzNsjd0v8AZAaJtX3QuWP1YwGZkgYYnKZPAL6PT32FboSxfeC8ZU1Y6IzMkNwxOUz1Str4III+LX58kpr4s9+bV+6FYbTjS1MPETLiQUK2AJsNnpEfepc87d9SPowRYP7tb\/0q6Xv+mJj\/AAmMK958\/wDSE1\/1HUf3ojM3dqNLHcraXSZhxVsMTFwQnbvT6Iwt3n9ta+5EaKX1o++Oo7EhPKjlBi2z9we3zYrrP7Me3zYt44a074uv8+9\/mqhTUuedu+pH0YbyDLhYVaadHh3uAJ6RXoioqSfRDYkfTKpkJlfitTKln9DDpiT1LnnbvqR9GMf6c6jMUPR7P1FiacVMJbeal0kJGZ9cu6hsbBxrUkR7Y\/Ulx2A+RV7RtA3V0yg3NxjvwXz3PbC29FdNmXblyemZ6dWTxl2bdcJ\/+UZIiraO6SKThCSpbEw4huUXMMJSAmwCX1jjHoix6lzzt31I+jHHt1HFu5d0rVFe\/r1Rk57j3uJSL\/xVP9ZR\/nCIadlVzGO5bM2vUrok20pYGwFTzGy\/Be1\/VEo+05uZJ3S58YQLWT0o9EO9S55276kfRj3RqmiSRtBHeq9CsaDi4bQR3iFEYYolUpbS3K1VTPTWd5lpQSlKUSoeWWE2SlN1BooCjxqBtsidhHUuedu+pH0YNS55276kfRjlWq6s8vdmd2A7l5rVnV6hqPzO4QOwDJcr9FfcaaRMdd0L3S9M0kYareHcHY0FSlWqyzqiVKNQZnGggEqsVNhCt8nxVRsd3IGjDCOgWh4hwdTsTOzFOptKakpWYqbrTbi3Hm93OoBASlVlT2XYPJF9ojaf3JakWsSTTM0\/nn3jMvXykFYlGm9m92DK2n9sUDuZpETOi2Srzji9ZWJh2ezZUm6cxS0do4mktj9EaFS7YWt1R0QZOU4iSJjLWiOA3r6y2vqVPR1xWDSWksZsmXnlHYxlNOI3RxWWZLbJsEdEn9wjyR+AP513\/GqPrUuedu+pH0Yr+Ia6cJ4Zma64X5gMzCWw2ClNy5MBsbQgmwKwTYE2GwGMt7gJccl8nTpvuKop0xLnGAOJyVmhCe+IzH5pf7jFFZ0sUJl\/clXdnZZ7dLcqossqebQpaJdScytUkpBVNNJFxwn57Mvsz4XqPgpSYnjKPtOhcyttKA0pKlIIUkpuACnaeCxvEHtNHLWCvDQ1+RrCk6N8Yd6lsI12tSuKqvhPFU7rXnnFz9KWUBIVKkgKaFuEtkpvfbZQ9NrxGL9ItYpsrR8M42L9RYBmUTLT4lczjLIYW84XGwnNl1SFhQ4Rf0WiwUbSJh2vVhVCpk\/UHptuYdlnBuYBKFNpClKKimwTvgAeMwZVY06hPV2r1XsritTFy2mYg60DAauBOGA48Z2EJfSJiqdwtQgujS7UzWZ95MpTpdy+Vx1W0kgbcqUhSj6ExzH06MTlS77lhKVDQ3VNUySbCL2GsVIvC3rMdIqFKTWLsYTeKJxT6JCllcjTEuJSCux8K9Yp2ZlCw\/ipB8qHk7owwHOY\/k8dzmFqY\/iNmXWG6q5JMqmkBBQE2cKbiwURfhsbRdsq4o1DVdwjsM8M\/KF2lXp2LmtI6QxJzxkENzGAjHaCTmq\/juqoruEcbrl5V2XTVaM7h+WVNLbaSZsJm0EFRVZKQVp3xPHxxNTdfYq84+xTpOZf93qYpiUWjIUZmHHkuZlBVrDWoNxe4OyHWkyjzU3oyxfTaU0+\/MzdEqDbUuw0kqedWwsBISlNypSjbZtJMTM1QlTVakKyai8lUg0+0EZEb7W5Lm9tlsn7Y1vaqPINMRi6MdzWR3kDuO\/C97bb+zMcWx0nxjlDKerPWQ3uO\/D5pVMXJV6uTynkqFQcYdSkDajK0EWPL4l\/0w6qlJl6sZMzC3E7imm5tvIQLrRewNwdm2KRV8JYqp2K6hi\/CmIH1PvttJmJGYIXLvpSCAMtt4qw2KTY8oUNkWrDVTn65ThNT0pN06YQstuMuKbULjjSoDak8VwDygRi+0VDU1jgRgDwAgfJZFVzujXY+TAG4iBERtEDMTxgmFNw3n\/ibv8ARj61LnnbvqR9GEJ5lwSjpM06d7wEJ7I8qkvXaTIPVeWrrjF52Tln5Rly53rTymlOJtwbSw0f\/wBYj8L0+ap6asJlsJMxVJmYb23uhRFjEtqXPO3fUj6MfDLLm\/8Aut3xzxI+jEorP1DTOXljOHaSpxcVBTNImRh2QScO0krFqtOE7JTM0alho7kk9aHFMLKlr1NkPZQbAAPOsouTa2cnghed0+UVp5LMnR5xwtiTdfJCTlbfbC9mUnakKTc+La5vsjJRp7SgUqWSFBQILbe0K8byePjj5NLliorIBUQATqm7kAWHk8kUOSrjJ\/yWr7dowmXWx7Hnhw3T3qnVnSvIYdxLNUKqyXgmnZdtDzb7d0h1KSVrQVAhCcxuu2XZw3iDe0+SEqqanXqK69Tm5hbDKmFpU6sBuXVntexHhlne3Nkg8tsmrpcstSlLAUVI1aiWmySnmne8GwbI8NIlCjVlCcnDl1LduLiy+geoR11OsfdfHYo6N3o5gHKW5JgA9Iid5ywJSWHKo\/WaNL1OZYSy4\/nORJJAAWQOHlAB\/TElCCJZTacqJlxKRxBKAP8ADHupc87d9SPoxYAIEFZVRzXPLmiATluS0EI6lzzt31I+jBqXPO3fUj6MdXhLRAYI\/A0z\/a9W\/wBe\/EzqXPO3fUj6MV3R7Kvy1JqCnqlMzQerdVWhLyWwGU7ueGRGRCSU3BO+zG6jttYAiszjaHUKadQlaFgpUlQuCDwgiIhvBmD2SktYToyCmZE6nLINC0wL2dG98cXO+4dp2w+q9PTVaXN0xTrjQmmFs50LUhScySLgpII4eIxjleijFjgbbdx866EVxirZ9WtC9U3Llnc536gU+KdgTfLfYolUBmmxZRggggibzbqUy7wKV7EK4Ek8UKa5PMc6hjya+LPfm1fuhWCKg6YNHkrpg0b4v0YTlRmKcxiamqpzk00znWyFggqCTsJindyJ3Ocp3K2iBjRbL4jmK6Uzr1Qdmly2rs46E5kpA4Ugp2E7bRmdn45MfMj9xiLxPPzci7REyj5bE1VWmHbAb9socJT6wPVFiiX1ByDYx\/7+itW5qVR7O2Mcfrn2DuUxrk8xzqGG1PdSGFb1fw73kHpFQ9hrTvi6\/wA+9\/mqiuqqW1yeY51DGONNbLFYksLYeXmCqhiaQUkEEZgwozCh6QQyRb0xkuMY6Q1Ce0r6N6TwhiZn6koehEuWwfW8I8vGs3V34eq1NDSLsPaYLWvcOtrHOHzCu+HVpbp7jeVe9nZwbEk\/+5ciT1yeY51DDDD3xB3+vTv+pciTiev+9d1nzVK5\/fv6z5qPeeSZVO9X8YR5B6YQ81yeY51DDd\/4qn+so\/zhDyIlAk9cnmOdQwa5PMc6hhSCCKMeTuxipyidYgvEthWQ7LtJF\/2xG6P8LyuA8GUfB8qtx1ukyjcqlwtkZ8ote3ptE7LfDzf54f5aIcQnYpRXqCkaIPRJBI4gEA9xPek9cnmOdQxA12s0mj4dfqNYp7k5LszKbM6pJK3TMANW1hSgEOFBClKASQCSLXixRWcVVV6jYVenGJBidUudZlTLvC6HUvTaWlJN9nirNr7L2vcR4qGGkr3aM5S4YyJkgZxt37OvYqa7pK0fTE28K1g5Ljky+tanBKy7xUW0oKFOEqupd2UAFGcJ1SCVAAGI+n4r0SYzkV4couDHJEztIfnAW5FljIhKlJWyVNKJCiUKBy3Ta4Krm0fS9NFHlbleFZZDxn0yEok6tBbK25QKANyXDmmduUJ3ieDZc\/K9NFJp6EUx\/A2on9xOtrDDjKUhAl0v5W77VJstJIF8t9t+GM3lmE9J48O\/9FfYiwrtp\/dW7wcxFUQIGccMPLraVHTLo9msPj3RwO7Ozjkq7VhKzTDD8u28iWCgrPnVYKScoKQVAE5gm9onm9J2jLD07PuyeEH5N9h5WuelpCXSpzMtaVOXQu\/4p1Sgqy8rZJTtTdxWsb0rDNQapNVwhJlC9Q202yhveOTCCXG0kgBxarWShIBXZXJD\/CuPcO4nq8xQ3MPtSEyHHFupmNX4Rza3cbN+pRRMJ5SGFngiRpOvGuJy91QVqdPkOUFu\/k4k\/eYQY+UYeuat9JqErP02WqErKvMtTTaXkoW3ZQChcXtcX28seuOp905c5V\/APeQec3D1KUoSEISEpSLAAWAENnPwpL\/1d7\/E3GiF8e4guJaICW1yeY51DBrk8xzqGFIILysWY0w1jSp48brOHQQyyxKZFrmVtJQtDq1LBSOJSSAd6b8EOcNSWmNNOqiq\/XWd3mnLRTUllktCbUXCFulDQNk+CGzZsOwnaUscYCxFifGaanQq6zJKk2W3UndbiHGnRLzjaFBCUkWKphJKrjYhQsbw9TgrHb8hWJeo4tS\/MTNWTOU51xWdMq0lZUkBGROUgFIy3UDkvm2kChqEVC4B23I4HD9QvqvaKbrSnTdUp5NzYS5uO\/HtykbFGopmmFua3ZKVDVKmXWNaJh1pwhKQASuzATa2a4bSgklNjwmPilSmnBudklYjrMo7TkTEwZtKWms62CPBhWVobQbgZSDwFXJH21g3SWKBLsp0k\/dj8m41rFTesC5nOotlDmrFwW1LBOQkZEEBWUw6l8F4rk8KYmolQnWpmZrCUTCJ7dagsvCVl2SlZS2CLqZUcwHARvb3Eca10gw7fn2\/rrUlStSDHNLqJ\/DgzGPdkExkDI6gopFJ04P4mlKrN1NpLDExNICELb1aJZx2WKUqTqvCAJadtwLGYb8XIiRpcnpoMggTlelETeteS6VMNrRsaQUKGVob0vJWMtswbc2kqF4b0rRxpHpApkvJYzEvJy88Jmalm5lVlILi1KSlSmjdNlJGSyQokm4ttyg242lRbU4kKWtWVJO1VuG3LHujSJnWLh1lVtIX7aRa2kKTxjEMyAJznfM7VC4K988vhqTaxpMbprAC90OIbTY785fESlN8uW9gP+8TmuTzHOoYUgi40aoAXz1apy1R1SAJJMAQBOwDYNyT1yeY51DBrk8xzqGFII6o0nrk8xzqGDXJ5jnUMKQQRJ65PMc6hg1yeY51DCkEESeuTzHOoYruAJpEzSJ5KGnkamtVVBLjSkBR3c+bpJG+G3hGy9xxRZogMEfgaZ\/terf69+CKTrE1OyVJnJymyjc1NMMLcZYccLaXFhJISVBKiL8Fwk\/NGPkaWMQOlIGj+rNA1timHOwsKEuuW1ipmygm6NYC2MpVsKVEXJQMkzMzLycu7Nzb7bDDCFOOuuKCUIQkXKlE7AAASSYaprtEU266msSJQw40y6oTCLIcdCC2lRvsKw42Ug7TnTa9xBdT6CCCC4m82y2qXeUUm5QrjPJCm52uafWYTmy9ud7K2gjIq11kcXzQpmmOib9oeyCJu0w1ut8ZTsCOM8hjA3dZ905on7mZvBM5pOcqrbVYqrr0sZGUMwSmWbGsB3wsfDoty7eSMvV7G9AwlPFFfnkSqplKS2Mjq8wHD4iDy8ccxO\/QY1w9i6i6Jk0KfTMmVm6yXbNuJy5kSlvHSnmngvEdrpO0p3fIcq3lAD0dYT7pOUzlitSytbqmPa+SJYA7GDq5EZ9eGea6Y05yVntICp1hKtVMYelnkZiQbKfcIvt5DFkp7DRYVdJ+He4z0iow9QdMWAJHEDE7NV9pphjC8olbi2XwE5VrKr+D2WHHwRL4P7pDQ1iunvTeGcdU+pstzDqXFyqXnAglaiAbN7Nm3bxRy+0zovW1mXDC1oAnXbA3SZWjpPQekW1Whlu+A0D3HbupZT3O1zT6zGKAhVT7oCYmrXl6HISUk0b3s88mbcdHUTL+uLF9mbR\/8uo\/V5j6qMcYM0qYHViGt12ZrKU+6GJ3FpVud8nVNSuoTbecHg+D0xnt05ot1Rv7TTgTPTb\/AAnjvXvRmiNIUmV3G3fJYWjouzJHD+EOHas1UBltUi8pSTcz07xnzlyJLc7XNPrMY6oemLADUm6n3dTtnZxQvLP8BmHCPxfpiQ+zNo\/+XUfq8x9VElfT2iuVd+008z+NvqqFzobSRrP\/AGd+Z\/A7f1K1Pst7mByn4wgcJ6UQ73O1zT6zFAe0yYAMsE+7qPh0H4vMdKD0cOvszaP\/AJdR+rzH1UR8\/aK\/M0\/G31UHMukvy7\/A70V13O1zT6zBudrmn1mKV9mbR\/8ALqP1eY+qg+zNo\/8Al1H6vMfVRzn7RX5mn42+q7zLpL8u\/wADvRW2Wl2tfN70\/DDjPRohxudrmn1mKHL6ZcAB6aJriNroI+55jo0fycL\/AGZtH\/y6j9XmPqoc\/aK\/M0\/G31TmXSX5d\/gd6K67na5p9ZhvIy7WoO9PwrvGeeqKl9mbR\/8ALqP1eY+qhCT0y4ASyQa4i+scPxeY55\/k4c\/aK\/M0\/G31TmXSX5d\/gd6K4TlAo1RmJabnqczMPSa9ZLrcTmLauVN+A7B6oVnpdrcUxvT8EvjPIYqP2ZtH\/wAuo\/V5j6qEZzTLgBUm+kV1Fy2oD7nmOT83Aad0TOFzT8bfVdOiNKEAGhUgf3XeivSWGso3p4OUx7udrmn1mKSnTNo\/yj\/jqODzeY+rj37M2j\/5dR+rzH1UOftFfmafjb6rnMukvy7\/AAO9Fddztc0+sw1cYa902BlNiw9xnnNxVPszaP8A5dR+rzH1UN3NMmADUWF+7qLBl0fF5jjU3\/J+iO8\/aK\/M0\/G31TmXSX5d\/gd6K+7na5p9Zg3O1zT6zFK+zNo\/+XUfq8x9VB9mbR\/8uo\/V5j6qOc\/aK\/M0\/G31TmXSX5d\/gd6KPxjo7qOIsTzFRpuKBR88k2yVN6zXDKHuAhYTlJcF7gkZdljtETIaNJ9ivSMrUdJe6Ay0hpdPEw4lx1OsDhT8JmOxpYBO22bgAIiNxZXtHOLq25UXcaLlPudDXg5N8rBCXQClerukHWb5Nt9lHBH1h2uaO6HiJzEr+MmZybfcU86pVNfQdYS94pCCUps+RlN\/FG2KTtL6KdUnlqeefKN8pX01GjpKlaBo15DcG8iZnYNbV+al5bQrV01APzuMn35RIbKJa7gCVoZW2FpOe6Tdd9hsbcA23lcTYAr8\/LPGUxQGc9KZkVrWl1SwtB3602cCRnB2kpJFhYw6+zNo\/wDl1H6vMfVQjO6ZcAKlXEiuo2p83mPq4mGlNDBuqLmn\/mN9VnPOn6jxUdRfIy+7\/wDzw7VGt6JcRtJac9+r7zqZNuXeS8t8tzC0JlQFKCXARcsPE5SD4Y7eG8hhjRvVaTiaYr9TxQ7UUKmlutsrDgDYUhaSE5lqCRvwNm2yBcnicfZm0f8Ay6j9XmPqoncM4npmKpJ6oUKYbmWG31MqXZaLLABtZSAeBQ9cT213oy5qBltWa52cB4Jw4AqG7uNM0qLvaabmsIgksjPZMKY3O1zT6zBudrmn1mDNMdE37Q9kGaY6Jv2h7I1l86jc7XNPrMG52uafWYM0x0TftD2QZpjom\/aHsgiNztc0+swbna5p9ZgzTHRN+0PZBmmOib9oeyCI3O1zT6zBudrmn1mDNMdE37Q9kGaY6Jv2h7IIjc7XNPrMV3AEnLytInlsIKS\/Wqq45dRN1bueHGdmwDgixZpjom\/aHsiu4AXOqpE8JuXZbSmtVUMlt4rK0bue2qBSnKb3FhfYAb7bAinqhIytUkZinTrSXGJltTTiCAQUkWPDFOZ0N4MYbcZb90g25U2KwUbucsJppKUpXw3tZIGU73kAsLW6rpqKqVOJo7iG54sL3MpaAtIdynLcEi4vbjEY8FQ02pIZn6A2VO1mXS07TH5VxDVP1ALi3w+pCr6wEFLYUq6gEnKM8F3YsnQQQQXE2nJhhEu8lT7YIQq4KhyQpuqW84a64gmviz35tX7oVgir9ToOF8QTq11uRk5wspSGy7Y5b8No5i9+rw9hyh0XRIaBTpWVL03WQ7qAN9ZEpa\/rMdUmfjkx8yP3GOb3fn8C43xvSNEjWC8HVyvrlpysB5NLp700WitEplzBtJy3yqtfhynkjlvY0H3HKimC+DjAn3TtiVoWle5f+ztc4th3RkxkTl81k3E+hDHcvj\/EmMndJVFXgNGBJmZGFhRWg4lKqe82hO6r5rpmBruDg3vBGIu8x4bwxW9EuP3q9TJSacbxAwlsvgXA3ONgjdbGiFt4XxQ24kpUnRq4FJIsQdW\/sMagd5I\/8n9If\/UUv\/pxGjpCwstQsbRYGkYgNEHFuJHbhu2Ld0vpC5qEVNcyG4GTtLJ27eGC30mcC6OWJdx5WH6UAhBUSQOIfPGPdFmB8D1DAuFqs\/QJBbtZnHKgbpGbI8l51It6EqSP0RJ6dK5UqQ+tunzbqFTGDMQJZaCyELmi\/TW2FFPASFOkA8IzqtwmK\/oT7oDRFpJqqtGGAcYyFTqWCp7cr0nLsPIWxLNMqaCllaQm+sC07D5PBxxl09AWuuKjaLC3ULj0RtLmjZ\/dJ6lJROkKejBcCq48pJ944Bge0jPbIPYdyyHQ8AaP9xOh3DtNChOzgspIuAJhy3HyWiQ94Gjr+D1L9Q7Yl8PfEHf69O\/6lyJOIa+irDlXfcMzP4W+iwbnSV7yz\/vnZn8R39apb2ANHolhbDtMvr0eSODWj08kOveBo6\/g9S\/UO2J5\/wCKp\/rKP84Q8iLmqw+Azwt9FDzle\/Gd4j6qq+8DR1\/B6l+odsHvA0dfwepfqHbFqghzVYfAZ4W+ic5XvxneI+qp0tgHR2XpoHD1L2PADYOjR6YX94Gjr+D1L9Q7YsUt8PN\/nh\/lohxDmqw+Azwt9E5yvfjO8R9VVfeBo6\/g9S\/UO2EJLAOjssEnD9LPhHBwDnq9MXGG8j8Afzrv+NUOarD4DPC30TnK9+M7xH1Vd94Gjr+D1L9Q7YRncA6O0yb5GHqWCGlHgHIfTFwhCe+JTH5pf7jDmqw+Azwt9E5yvfjO8R9VW04A0dZR971L4OQdse+8DR1\/B6l+odsWlPij5o9hzVYfAZ4W+ic5XvxneI+qqvvA0dfwepfqHbDdzAGj33RYAw9TMuodvvRa+Zu3H88XKGrn4Ul\/6u9\/ibhzVYfAZ4W+ic5XvxneI+qr\/vA0dfwepfqHbB7wNHX8HqX6h2xaoIc1WHwGeFvonOV78Z3iPqqe3gDR5ut6+HqZbKi29Hp9MLe8DR1\/B6l+odsWJr44\/wD0Uf8AeHEOarD4DPC30TnK9+M7xH1VV94Gjr+D1L9Q7YRncAaPNyO5cPUy+XZZI7YuEN5\/4m7\/AEYc1WHwGeFvonOV78Z3iPqq77wNHX8HqX6h2xKUOnYfoMs7KUZiVlGVvKcUhogAqsBf1AeqJaE2fL\/pmJaNja27telSa07w0A\/IKOreXNdupVqOcNxJK83VLecNdcQbqlvOGuuIVgi0qyS3VLecNdcQbqlvOGuuIVggiS3VLecNdcQbqlvOGuuIVggiS3VLecNdcQbqlvOGuuIVggiS3VLecNdcRXdH1QkJ6k1BuSnpeYVK1uqtPpadSstL3c8rKqx3psoGx22IPHFniAwR+Bpn+16t\/r34IpapVCXpVPmanNBwsyrSnnNW2VqypFzZI2k+gRWvsqYNU3rm555xvd6acVIYWQHixrjtt4qUA5jwAgjhFotbrTbza2XUBaHElKkkbCDwgxBt4CwWysuMYXprKlTKJ1Rbl0ozPpQUBw24VZSU3O0gkHYYIp+CCCCJvNh7c72VxIGRXCm\/F88KZX+lR1D2wnNuhMu8MizZCuBJ5IU1w6NzqGCJBpL265jwiOBHkeg+mGdbo01VnKatE223uCeROG7ZOYJSoZeH+N+yHbTw3W+dW5wI8k8hhxrh0bnUMe2PdTdrNzXunUdSdrszWLdKqXtz478Ij\/kKa8j0THpjTHvJQcOiDSHkWkffFL8Kb\/8Atx6Y3W0hyk5WJjGNKpso8\/NzuCH5aXaSnfOOLL6UpHzkgRq73pfQ9pL0NaK8ZyOkrCM7RHqrXG35NL2VWubQ0W1kZSeBaSP0Rp3DSaAdsDR89WPI9xWzdtJtg4ZBrfnqR3we4rYHTml6Y0i4Bo+sSTUmJ5mwTwhM9S3Tx8jd\/wBEaE97BSpPdi6ak3GyoTYOzh+7ZiN9NIyfdTTlgsB+Y3TR0zc4yLJytsKMo06m1tudTzZubkZNltsaUd75wJpC0e90tpyx1ivR9iORpLb87NNvPyC2RMJE26shtTmVClZFpVbMNhvHu2BqtAb+EavaQ9w\/+QDrW2+m46PtKTMeg\/vcasebR19k9MqAHTIvZVpA3dO7Cm\/\/ALlz0xJZX+lR1D2xFYYmHHKO3Muyb7Bmnn5pLawCpKHXlrTfKSL5VDgJiV1w6NzqGMuvhVd1nzXx91hXf1nzTN9L25RdxHxhHkHph6YeZX+lR1D2w0fdG5gMi\/jCD4p6UQ71w6NzqGIlAjK\/0qOoe2DK\/wBKjqHtg1w6NzqGDXDo3OoYIm8sl\/XzfhUfDDyD0aPTDjK\/0qOoe2G8s8NfN+Dc+GHkHo0Q41w6NzqGCIyv9KjqHthvIpf1B8Kj4V3yDz1emHGuHRudQw3kXhqD4Nz4V3yDz1QROMr\/AEqOoe2EJ5L+4pjwqPgl+QeQ+mF9cOjc6hhCeeG4pjwbnwS\/IPIYIlkpfyjwqODmHtj3K\/0qOoe2PEvDKPBucHNMe64dG51DBEZX+lR1D2w1cS97py\/hEX1D3kfxm\/TDrXDo3OoYauPD3TYORz4B7yTzm4InWV\/pUdQ9sGV\/pUdQ9sGuHRudQwa4dG51DBEg0l7dj\/hEeKjyPn9ML5X+lR1D2w3aeG7Hzkc8VHkn0w41w6NzqGCIyv8ASo6h7YQn0vbjdu4jxeZ\/vC+uHRudQw3nngZR0ZHPF5pgicZX+lR1D2wmyl\/f+FR458g9sKa4dG51DCbLw3\/g3PHPkGCJTK\/0qOoe2DK\/0qOoe2DXDo3OoYNcOjc6hgiMr\/So6h7YMr\/So6h7YNcOjc6hg1w6NzqGCIyv9KjqHtgyv9KjqHtg1w6NzqGDXDo3OoYIjK\/0qOoe2DK\/0qOoe2DXDo3OoYNcOjc6hgiMr\/So6h7YruAETiKRPGamGnUqrVVLQQ0UFCN3PbFEqOY3ub7OEC2y5sWuHRudQxXcATSZmkTyUsvI1NaqqCXGykK+7njdN+EbeEcYMEU1V5A1SlTlND7rBmmFtB1p1ba0FSSAoKQQpJHKCDGPZjRpjNwsJlsYiXQ3WJepOAFxRWhtlba0XJ8tRQs3uQQbKACcuQqxOzFNpM5UJWSVOPSzC3W5dKwguqSkkJzHYL24dvzHgjH32Y5tJab96zTrjtYl6arUVArQ006ypwuLJaBDicmQtAG6lJAUbwGeC7sWTYIIILiSmviz35tX7oV4IbzbSVS7yipe1CuBZHF88J1CmtVCRmJFx11KZhpTRUHDcAi1+GOiJxQr6Zcb3ZMb9PAjj9BhxrG+kT64xW1oGoRmn0+7lR2BHGOQwt9gWhfLtR9Yi7yFr8U+E+qr8pW\/g+atzcs+Mfv1ItncqqO0wHfJLgfcJT89iD+mG+jV1sYOlbuJH3ROcf8AOXYrP2Ba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\" width=\"309px\" alt=\"abcd pattern\"\/><\/p>\n<p>It begins with a sharp decline, setting a low of the day at point A. Futures and forex accounts are not protected by the Securities Investor Protection Corporation . Spreads, Straddles, and other multiple-leg option orders placed online will incur $0.65 fees per contract on each leg. Orders placed by other means will have additional transaction costs. The price difference between B and A is about 61.8% of the price difference between C and D. The price difference between B and C is about 61.8% of the price difference between B and A.<\/p>\n<p>Lastly, you&#8217;ll start your third and final trendline from the high of C to the low of D. The ABCD pattern helps give traders a framework for where to risk and enter their trades. This prevents chasing a stock and getting shaken out in the midday pullback. HowToTrade.com helps traders of all levels learn how to trade the financial markets.<\/p>\n<h2 id=\"toc-4\">After a Strong Start, the Latest FAANGs Earnings Were Disappointing<\/h2>\n<p>This pattern is similar to the above 5-point Gartley pattern, but in reverse. Here the pattern is \u201cW\u201d-shaped with \u201cB\u201d being the center of the pattern. The pattern shows trade entry, stop and target levels from \u201cD\u201d levels using the \u201cXA\u201d leg.<\/p>\n<p>Then, when the initial move is complete, you want to make sure that the BC pullback isn&#8217;t too strong, otherwise, you might have a &#8220;V bottom&#8221; reversal pattern. Then, as the stock continues in the original direction, you want to see volume pick up again. With this example, you have the CD forming a perfect bear flag pattern. You would take the stock or ETF short on the breakdown, as seen below, placing your stop above the most recent high inside the pullback. In this tutorial, we&#8217;ll cover all the bases and discuss the basics of the abcd pattern and how to trade it.<\/p>\n<p>This might assist in guiding a trader\u2019s decision depending on their position. Traders eager to get on a flag pattern may enter or exit their position too soon before the price breaks. As a flag pattern continues, it can give off false signals \u2013 peaks and valleys approaching previous highs and even exceeding them momentarily. You might want to wait for a price break to get the most out of your position. However, waiting until just before or during a price break may mean missing out on the significant move and profit potential that comes with it. Traders who focus on patterns and look for trading opportunities across various timeframes may be considered pattern traders.<\/p>\n<p>This trading pattern has been around for a very long time and is thus well-tested. Of course, there will be times when an exception to the pattern proves the rule, but to avoid heavy losses, it is best to adhere to it. Volume correlates with the prevailing tailwind in either direction of the abcd pattern. If the pattern is moving upward, you want to see strong demand, then weak supply, then strong demand once again.<\/p>\n<p>Every consolidation pattern, continuation patterns and reversal patterns. It forms in double tops patterns and bigger patterns like head and shoulders pattern, and the Wyckoff distribution pattern. This pattern is the exact representation of the Elliott wave. The flagpole is the impulse wave and the flag itself is the ABCD pattern. It is the counter trend reversal pattern before another impulse wave or flag pole to follow. As with many other forms of trading, diamond recognition trading is mainly concerned with investor psychology.<\/p>\n<p>A bullish pattern has a down, up, and down movement again. A bearish ABCD pattern has up, down, and up price swings. The W pattern is everywhere, the best setups are in bear trend markets. Having the combination of trend and momentum signals at your fingertips is a real trading game changer. Always be on the right side of the trade with the right indicators. The break above the W tops resistance level is bullish.<\/p>\n<p>You should not enter the trade at this moment because you do not know where the pullback&#8217;s dip will be. However, because it is the result of market fundamentals in action, ABCD pattern trading is one of the most reliable indications for decision-making. That is what our membership is for, to answer the &#8220;how&#8221; questions. This page is to show you &#8220;what&#8221; the patterns are but now you need to take the next step to learn further about it and invest in yourself.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Contents What is the abcd pattern in trading? Trading Insights from Career Traders &#8211; Interview With Nate and Cody Weekly StockWatch: ChatGPT Mania, Disney Subscribers Loss, Uber Strong Results &#038; More Warrior Trading Blog Set price alerts just below the morning highs of each candidate. This will help you catch [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[16],"tags":[],"class_list":["post-2057","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"_links":{"self":[{"href":"https:\/\/systemintsol.com\/index.php?rest_route=\/wp\/v2\/posts\/2057","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/systemintsol.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/systemintsol.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/systemintsol.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/systemintsol.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=2057"}],"version-history":[{"count":1,"href":"https:\/\/systemintsol.com\/index.php?rest_route=\/wp\/v2\/posts\/2057\/revisions"}],"predecessor-version":[{"id":2058,"href":"https:\/\/systemintsol.com\/index.php?rest_route=\/wp\/v2\/posts\/2057\/revisions\/2058"}],"wp:attachment":[{"href":"https:\/\/systemintsol.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=2057"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/systemintsol.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=2057"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/systemintsol.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=2057"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}