<p><span style="font-size:11pt"><span style="background:white"><span style="line-height:18.0pt"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:12.0pt"><span style="font-family:Almarai"><span style="color:black">تعد نماذج شموع المطرقة والمطرقة المقلوبة من بين أكثر أشكال الشمعة المفردة شيوعا. لقد تم تسميتها على هذا النحو بسبب تشابهها في الشكل مع المطرقة - جسم قصير من أحد طرفيه وفتيل طويل من طرف آخر.<br /> <br /> قد يبدو وصف المطارق مشابها لـ </span></span></span><span style="font-family:Almarai"><span style="color:black"><a href="/trading-academy/forex/analysis/doji-candlestick-pattern"><b><span lang="AR-SA" style="border:none windowtext 1.0pt; font-size:12.0pt; padding:0in"><span style="color:#007c8c">شمعة دوجي</span></span></b></a></span></span><span lang="AR-SA" style="font-size:12.0pt"><span style="font-family:Almarai"><span style="color:black">. ومع ذلك ، في حين أن جسم شمعة دوجي قصير جدا بحيث يبدو وكأنه خط أفقي ، فإن كلا من المطرقة والمطرقة المقلوبة لهما أجسام مرئية أطول قليلا. دعونا نرى كيف تبدو.</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:20.0pt"><span style="font-family:Almarai"><span style="color:black">نمط شمعة المطرقة</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">في شمعة المطرقة ، توجد أسعار ا</span></span></span><span lang="AR-EG" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">لا</span></span></span><span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">فتتاح والإغلاق وأعلى سعر بالقرب من بعضهم البعض مما يخلق جسما في الأعلى ، بينما يمتد الفتيل الطويل إلى الأسفل. عادة ما يكون حجم الفتيل ضعف حجم الجسم.</span></span></span><br /> <br /> <span dir="LTR" lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black"><img alt="نمط شمعدان هامر الهابط والصعودي" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAigAAAFvCAYAAABguDDMAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAALL/SURBVHgB7Z0FgFzV9ca/98bWNdnduLt7QggWJEBwa5ECpUaFf4UWSgWX0lJKS/EWimvRGCGEEBcIcXfZyGaT9d2R9/7nnPfe7OxmA4FGJnB+MBl7NrPz7vvud84917AJKIqiKIqiJBEmFEVRFEVRkgwVKIqiKIqiJB0qUBRFURRFSTpUoCiKoiiKknSoQFEURVEUJelQgaIoiqIoStKhAkVRFEVRlKRDBYqiKIqiKEmHChRFURRFUZIOFSiKoiiKoiQdKlAURVEURUk6VKAoiqIoipJ0qEBRFEVRFCXpUIGiKIqiKErSoQJFURRFUZSkQwWKoiiKoihJhwoURVEURVGSDhUoiqIoiqIkHSpQFEVRFEVJOlSgKIqiKIqSdKhAURRFURQl6VCBoiiKoihK0qECRVEURVGUpEMFiqIoiqIoSYcKFEVRFEVRkg4/FEX52mDbdKN7w31uGFAURTkmUQdFUY5xbFIltqdMvOdNva8oinIMoQ6KohzzuJ6JYfP/MPmfBj5K4mNFUZRjAxUoinKM48gPy3kiOqVesDjCxNZYj6Ioxxwa4lGUYxAvZOMFc8QzsfdfxrIsKIqiHItQZ0uD04pyrMCCg09ZgxwR796RIM6/pu2Ed/j1GD206LnP54cVs8RLMU2zwbqGOiuKoiQpGuJRlGMMr0/BYsUwTMREZBj1WSYsPvgVwwfDdISK877trmPEhYqiKEqyoiEeRTnGEHckFpPH4XAYtXVRRKIkPiTlxBTRYtOpzcKkLmKhqiaCOlqOhQ0LExYpkUgEiqIoyYw6KIpyDOE5ID6fD3PmzMGEiZMQNQI486yzMWzwAHcpx1FhwTJz5myMnzAJqQHgkgvPR79+/eIixQvzKIqiJCMqUBQlafESYA33ITsghogL0+fHslVr8Z8XXoMZDKFbj14YNmQAOCfWRwLEduwUrFm7Ac+//Dqy04IYOfx49OlDJ73fppsT8uHl7Pje6D/alY/DQe4AIH4eJSvGZzpCxrDd4+Fl7ZiIHWcDJryRQzErAtPwQkiGLM+P2PVhd4ffi2/MiMlObNuQ9ySTxg1hOWvyMpazfdsng5GchOCYezDOPuQIJLfGCXs5tWDs+NdoukLMTsi78UJlKtIUJTlRgaIoSYzd6J51gul3wjeWGUIYQfgsA1HLdt93aqHwhT1m8+twb0HURQ1E2IHhCzOJBb8vBCtmSCJtLBaBEaALO+2AJIRsI0bbjPF2aJ8R2mGAxQVtK0YSxrKitD6FlWJR2lcAsSi9GvBTyIlCRz4SLiQ1HCHiCBeDhEzMUR/wGY4LZJg2HVeEnvv5cEh0OQKFD4+P0Y5GEKBleHuGEaR9eiLIom1F5d40fLS86YgZ0xE+nsvEx8SP/eQ2SYow79OnYkRRjhVUoCjKsYxzNXecA/A12I67Bwa7C851GRESDuxS+H0BlhysBlBdE8O+sgrUhetEXGRlZyI1LYRIJErCwEcCx0Z5TQ0JmxjSMzJErJTv3Ss5LZkZ6cjKykCQRwiRqti7rwwVFVVIo9fSs9KQHvSJmKJVUVFVJV5IMJgih7yntBTRSBiZmWnIzM5AmNYP+gPYuasUVXU1SEtLQ052NgkXA7XRKO0DotDCEUtGI+0rL6NjrkIgFEBOTj5t1y8NWYREFgu1qspqGbkUSkmhexM14Zg4LqmpIfgafX3qnihK8qICRVGOeUxxD2yj3mkx4IVLDAlr+EgAsEPBqbUxUgSbt2zBu+9MwsLPlpJQqRWB0q1rB5xy8vE48bgRtJyBmtoo/vnoU9hcvBP9+vdH85w8vPv2WyjdW4bmhQU48YRRuOiCczFn1ly88epr2LG7hMRJFk4afTLOPP0kFDXPIwFUjkcefRLbd+zCaaedjl0lezD94+moItFSWFSEs8eeiROOH4FxE6bgzbfeRnlFBfLy83DG6adh9EmjkJudTscSlc+4ksJV48dNxPIVy0mklCI9LRV9+vXH2LPPQ6f2LUmo+LB2w3o88eS/ScjYuOjii5GenoZJE8YjMz0DV1x+KZrn58RFiYoTRUluVKAoyrEM521QiGPNuk34eOY8OqFtCY+Yph81URtbi3eRExKQME6EwjFRciC2bt+G2+66CzNnfgoyS5CSkoYaci6mzfgYM2bMwAN/uheD+vdBeVUNJrz/IVas3Yi5CxajtqoSZXtKnGHLFFr5aMZcVNRE8eJzz2LLxg3O6CASEjMWfIba2hp875rLUVFdg0lTPsQa2sbiFWtRUlKCispKZxQSHfeCz5bj4gvPxeuvvozdJbtJFIW5WAsWfLoQGeTGnHziceTm+LFo0TL85c8PY9bs+RLaSUtLQXllOWbOW4RFS9bhdzf/HN27d0DxrhK8/d5ECjVFUUXOyZbNm7Bq+XIMHToEl1xyIRRFOXZQgaIoxxp2fFZAER51dTE89+Ib5GL8F37TyTHhGigRCmhU1lKwx0xxE03Ji6AwyMrVK7COnAYOx4w+ZQwGDRmGZcuX4M3/vo6lK1bjhZdepYt9F3JeOCDi3IqLd2Ngv144+eqrMX/BAhInc1BWWYd77nsAvbt1xM9u+Cm2kivz2tvjUVZRh/ET38c1V10mLg4LKH8gRCJlPcaMGYPuPbpjzuzZmDFzDrZu24VHHnkCfft0xyWXXoplK1fjw6nTSETtwuQpUzFs2GAEyN155LF/kYCahcKCljjn3HMweEh/rFi1Cq+++jo+/GgaOnZshRtuuJ4zX0hAmaBoEN4bPwlZGWnoRvvr168PUlJT1DVRlGMIFSiKcgzjDKDxIxyNIegjMcFXZs5HMQ1EKbxTxxaJiAxLRgCFUgIYOep4PPxIW6xbvw2tWrVFTm422nVogRUUOpk/ey4+XbSI3IkqCgkFeOMwDT86d+hELsVv0KdXF5xxxmhsv+FGLFu9AUG66P/uDzejf8+u5KDEsHnHbkyd+Qk5Nzuxt7zSHYfjJOIOHNAfv735VyQy8il8MxLXXvdj7NpdjhZtWuB3v78ZPWkbW7bsxHYSLZ9+9im5H9tRVV2L7cXbMX3WbBFM3Xv2wpBhw5AS8qFv715YTSJl86YtJHZmUKhnjFsDxhkxNHTIEHz36u9g8MBeyCDHJTszXQWKohxDqEBRlGMZuvD7SX+cf+7ZOGHEEBixsDMCRirMBjB1+hy88fY4kQlcO8WybBldU7xjJ+bOnYcNG/4roRnLimDDxs3g8TcVVdUkbCJI8fk52kLmSwytWhaiR7dOSAn60K5tC3Ts0BbLVq1DUVEhOnduh/R0EjO2H0MG9cdHsz6h0FEUtXV1IopYMFgkGHp274ZWLZohSAfcu3tnFOTnUsinDK1bF6J71w7k/vhQVFCAbp27YPFnixCpC5M7FMF6Oi4WKhYJroWLFpNzspyOgz5frA7l5RUI+Gzs2L4dmyic06ygSIZZBwNBnHnG6Tj9tJOQHjLh4yHRhs7qoSjHEipQFOUYJyVgY/iQPrjw/DNgxqJ0oTdkWG2YQh17y0rx1rtvkHggAWFxBVob70+egtvuuBsleyrpQp6KjPR0EhFRVFbXydBkTqgNR8NIM1NZWciFPYdCJUG/gYARRdRniYNhkUBIJUeG5//xGU5lWlOGBFsydCgSjcDvD0oNEhZNmeRikJaA3+ZRO0BaCrkdFHLKykilY3ZeswMmbTNFhjpL1i9tqprzUtzaKTy6p1mzHDKJauj9KAmaZrRugBaNIhgKiGDjEU1+n4nC5s2QnuKj/bHsirKxRGaSNnmKcqygZ6uiJDNuwTS3tBjqS5h5b3FIJwIrUitOAl2XZfyOLcXPOLgTIVeFhxEHZfhxZXk1xr07Abt27kHHjt1xww3/hz59eqCyqhJ/f/hJEi8fibhJTUuTsAz/x0OOuVCJQVd4260rEiXxIUdBAsbH9VDoPS4x4ucDJfckwDVNbOcIpUqJ7azHAZiAj+cC8tFxOfVKbCnbHyOhYaKWBJYdicgQY5nckP5t37aNCA6LhNLYs8/CVVddRiLGlpDSzh27sHdvGdq2bUnCpTk++fQzEURRKyahLjtmOy4Qh7h8PiiKcuygAkVRkhZ3AkC5zsfkAddjk0RQt5w91/ngQmkwQuI4cL6IuB48GWCEhUCALvZBcUjI6kCEREFFObkPJF04aTQ7NxdGIIRPFs/HipVracs+yRmJcSVYvpfKaU6lV3YxYiaHiXyynI/rqrD4MOg12r9hctE0nzgqhsVF0QJifFgyu7LpSBXDKTIn+7BN2Y4llV5NOe6AYchIJNuKisDi2my9unWhkFAXLPpsqSTyZmamY/DgQSjdtwevvf4qVq9ZibFnnIbrrrlGcoFNOq6gW7FWck54CDY7SAA0A0VRjh1UoCjKMYaMjOES9ZYnU2y3vD3XqbelMJtUU/WcD5Yz4khYFGZJQ78+vTBz1kysWbUCt9/6e2RkZWHTpi0I15HLYXKOiuUUfGN3RAq3WlLqnp0Jvme3xKSwSZB3zmKIS/AbzpEZ4oRA7kXqSAE5S5aJieiQOAs5G47jwu959yxKWKdwhVkJUhnOtnPp+L533TW4++77UFy8GQ8+8GcUFBahqqYSpaW7kUJhpgAdQEowIOEt3l6Ejk++H8PxneoL7iuKcqygAkVRjgXcqrActjDdOXLS0lLRpmWhXHrTU4JOCXunsKzkYvDFPY1eb1VUgMz0EIJ05U6ji/mlF1+ErVs3Y96CT1FasgPlZXvRt1dPtChqjTmz5qCoWS58JBY40bQtbb+uvBLN8rJkez6pDmvR8xy0bNEMLWnbPHcPB09YBGSlp6NVYXN6P9td3kBhs3zUVJQjKyOFQkCG5LREI1FZpkVBHvJyM0Wc+H1BzhRBbk4mbbcZrZcrpe59JHbOGH0iwjU1eOWVN7Bu3QbspeMOBP3oRc7KWWePwZWXXYycrAykpYZQVJgvcwylp4WcxFgO9djsIAWgKMqxA7Vptqa2K0qyEi8NK3VhxTmRYA9ZDRyq2V2yRyYO5It9TlaajLixxT2R2XBQXlVNy+wjxyOCZvm5yMjIRCQSQW1dBFu2bcOevXulRkmH9h3IiUhFye5Sem6J+OCQzM7tJbCitpTAb9Ysm0JKvH2T1ivHPtq/n+ySFkX54PxUdlYqKsL0XhUdn41C2gYHcXbu3EnbiJHwyEZ2ZqbjktDRbS/eg5owbTvVQPNmmQjwKKOYD7t3l6G6pg4BElOcEBsMBBCLsLvix969+8hF2Sml9dPSU9GiRRGaF+TLyCDOZami9Up275HvKi+PPi8t4/exi+NUozXMEBRFOTZQgaIoyUrimWk4CauS/Oq+59QXcd6WMAsPdLGccI6EUjjEYxuS8+FzQzaSk2E4+SSu4RLfroRDYs4kfqYZE4HC8SRLXoOEfjgXxsl95dorloSWTJNdnZh7zAEpxcLHy0OMJY+FhIPPncjPSJw72ebjZ+8lKsIHcvg+OBMMmnIcvB0j4fNKc8W5Nu7wZX5eP+uxE/Di8Bbi5eydMJOEn/h4jCAURTk2UIGiKMmKXIxtwJulN0GxGPFxPd5zp8R9I1UjF2on+6KJ9+KvJORmiPhwckCc56abJGtLTogTP3LG10hmiSS4OnkucIWLJQLDRmJNNIlOycSGiXs2E44t5r7mzE7srOQcs1O+xGiU4do4n8RKeGw2fN2uH/MEQ0fyKMqxguagKEoyY3zeW467YLv38Yuw7bzqWQ8GmuqDJEoTu8EjydlIcDpkOTEnxKJJWNzbh6TpuvtC/L7xfo0mBEbD/RuJbzUQMq7EARodV/167vt2w23UCxsDOoZHUY4tVKAoyjGAIxwSL752/OaZGnaDK7snABLcgwYXaLuJPSS+bzTx0HVjjESpYLtrJkgTb3m7kSAwDrxLO+H46gUXmhAcB8A+8EL1W9NxPIpyLKECRVGOQeov4J5UMBPe8dwGD8t1OIwmtpG4nBeWqRcbblSGdIL7ml1/seeH/NwX93EQ36LR8Cj3w7bje2iwv/otJNwZ9ft099zEFg8sTuwEs0UFiqIcO2gOiqIkLW4Wq7H/Jdlo8L67dCMXwWg094z9hQKlySPAfs5LY7PFThAWDYyXzxcojhZyNnbAz7ffcTf9KZpIr9nv5UZvKYqS5KhAURRFURQl6TChKIqiKIqSZKhAURRFURQl6VCBoiiKoihK0qECRVEURVGUpEMFiqIoiqIoSYcKFEVRFEVRkg4VKIqiKIqiJB0qUBRFURRFSTpUoCiKoiiKknSoQFEURVEUJelQgaIoiqIoStKhAkVRFEVRlKRDBYqiKIqiKEmHChRFURRFUZIOFSiKoiiKoiQdKlAURVEURUk6/FAU5RjCdu+NJl77PAwcPPYR2M6X3ZaiKN80VKAoyjGDBbuJa77BQuCLrvW2s+QXYiSukLizL2u2Nl7/C3eoKIrSABUoinJM4FzsjQbXc6PBe5/Ll9YBRhPbVTGhKMqRQwWKoiQt9gEeN/Xc+ILtHIyb4W2nsThRYaIoypFHBYqiJDVN5Zwc6L0DCwlbYkMWPh+DHBojYctmo3e/LCpsFEX56qhAUZQkxrYTRYghz23LhiHawRUc9IRfk/gP35kmLMuCaRrx9W0rBp/fR6/b8ppJy9i2hcbJtga9ZtD2Yu4yls2vwdmWc0BxEfN5ePuJCx567PP5oCiKcrCoQFGUJKU+yNJIELhRGNt2QjHyHwsXm4UBvRKNueLCEhHC2/GTOLBoeV5FBAgLGBIPlogPR9D4DMPZBq3BAsOSRwa9Dmc52WfjPJim4e3xze/3IxaLqThRFOVLo3VQFCWJsVk0sJCAIyYqKmuwvXgXdu8uhWOasNggMSHLmSJUtm8vxvQZM1BZVQPD5xdRwiIlZjtCIybKh0SJ4RMBEiFBwy6M5YZ4WICUVVRg2/Ydsg3ZvyuADpZE54Qfs1hRFEX5MqhAUZRkRtSFozBYIIwbNwk/+MH1eOaZZ2HFLEekgN0N51Teu68M9973J/zwhz/C7DmzEYlERBwsX7EKa9asQzRqOS4LrRclYbKndC+WLV+B0r1ljoigjYXDUbz73jh893vfp23MEQHkWjauU7P/rTEsStg1WbZsmdxqa2v3/2gHua2DWU9RlK8fKlAUJWlx807gCAp+UF1dg/UbNmJ3yR4SAAH2PMQF4f85BJOelo4hQ4bihBNOQJvWbSjE4sO2bdtx1VXfwf/d8Avs2rFbQjYm/ROJxPDccy/itFPPwKxZcyRkFHHDQzU1tVi7bh0qyiskB0WEQKOj+8IybCRSfv2bm3DNtddh9dr1+GrYOJhRSCpRFOXrh+agKEqS4koTEQiMRf2JKLkZETptYwhKIqufXvUjSgLCFIGRkhrA5VdciosvvRCpaWnifvj9QZihLMT8KTA5UTYWg2HRtqIcGgoCoXTAF0SYDBS/n0I9JFLqbD8iVhABEiu+aBi26UOMb/RedV0E4WgUAdpuRlpIjtM0LXqvjl6jJsXmsBM5MXQ8tchErS+COiMVVXUx+OwIfCbvmz6f30DUjooYMg0/UlPT4GfnxeDtsSqi0BN9UsOIkVPkQ4SOlaNRfk7wjdF6tTWI0I5S0zIRItEVMGwJU7HhxN9NlN6rJufGpOMOBAO0nk+WsWmffr/hyD8jIMcbr2Nn6NgjRUkWVKAoShJjxN0DLyHWcUws080X4WeGT5JeebG6cATTps/EylWrce6552PHjh2YPHkydpdWoKI6gn8+9i+0bJaNM8eciQkfTKNlZ9EF24+33hmPpUuXoke3jjjzzDM5NVZyWiK0PR/d19HFfs/ecowfNw4LFy+VXJg2bdrgogvOR68eneTIOCHWcI94b1k5Hv/3C9hNoSNe77nnX0bL/HScd/bp6NKlC+oiUSxfuhZTP55Coaf18AdC6NenL8accRpatygkIQFnRJGMNKKtkyjZsHEr3qEQV+dOHSk+Fcbs2bMoNFWOrj364uILzkLLFgUkftgFsrBk2QpMnToNq1avRiCUQut0xuhTTkS3Tu2QEuTcG0tGPrEQUkGiKMmJChRFSVLc2rHuJd8JmciIHcN1VuDUNrEtQxwIutqirq4GkyZNxrjxk9C7zwBs374db7zxNjkJYdTWRunxWyjIzUTPXv0wYeIHWLhkGbkqQXz00XTMnQWcP3YMxp55luS3+H3cPPhRG45hx559uPXu+zFp4jgUtShCKJSKqR9OxfsTxuOxR/+BPn26xR0IXrekZDdeffkl7N5TIXkyE8a9S55PHfr26opOnbvjoxmzcPMtv8fevaXIzcuXPJv/vvEu3p88FXfdeSu6dWlHwsjnDIcmt4QdlG3bduGJJ59GiNyQcHWlvFdbF8Vrb03A6nWr8cc//Bb5eTn4cPps3Hnn3Vizdh2aNy8gkUWf+81xeOfd8bj3nlsxaEBv+Mk1cdKCGzsmNtRDUZTkQHNQFCVpkeAJnKInRsJ0OvV5GZIga/ri75s+CsmQsAiFQuRK+HDRRefj+RefR1FRIfr174e33noT7737FkaOHIGnn/4XfnbDz1BHIZY//ek+zJj+MX7325so/GMjJRCkCzsPM6ZtmwH8+5kX8MHUGbjsiqsw6f2JeP/98bT+v7Fnzx48/vjjqK2poyMwnRsJhy6du2Dy+xPQs0d3FDZvhqeffBwzaftjzhiDXSRK7rjnflSR8Lnt9tswnVyUiRPfwxW07XnzFuDhfz6C8opaCv84I40scXPoRg6NRd9FyZ69uOOuu0lUfYSnn/k3Onfuiukz52LBZ8tQsq8K993/ALk2+/DHW2/FB5Mn0X4/xK9+8XNs2bYNDzz0MHaU7KPAkSlhK/kW3e/UMOy4GFQU5eijDoqiJDGeDDH2KxZrizNhSzE2S2qcODdbwhfhSJ0s7PObyCXHxO9jZ6MOWRlBZGWmifsQiZnwGxZSQiZC1BJwPonPjkkNFB79Y/p8JDZ8qKyuwZz5nyJms1gJ4aWXX5MDYw8iNS0di5Yswdat2yl000H27zOcC39OThZtHwj6DNpnBrKzMkQMLFu6Ahu3bcdJJ52Ib116PlJSQkhLDeG7116ORZ8twDLaXlVlBTLSQ05OCB0DmUSIUhjLoM/bs3cvnHTiCcjISEWv3l0xZMhATJg0CXtJuKxdvQ7bt2xD3769ccE5Y5CfnS7f1kXnn4EF82di6ao12LytGAUFeeA0F86xcarbJSbj7u+rKIpy5FGBoijHAE4xNi+Lk10Vn1ysIQ6DJRfw+HIcuuCrrxmTZSw7Sm9EEPBZdFFmTybmVIRlb8KMyXOfybkeXFCNi7bFZEiQ6dZVqaioQvHOXaiqqcGzz71ADksNbcsnw5JTQ0GE66rp/Z3o2rUTiaCoODhcudZZP4YYveYcP0g4RbBh02Zazkaf3j3I5eFhz2Hatw+tWxWgqLAZVq1cifJ9ZWhV2JwEDn1WTsClo2VHiLdX1KI5Qil+BEl8xSjck0PCx+DiLlELe3btQnV5GTq3b4uc9DQSR44r0iwnDa1aFGDewqW07X1O4Iw/JxeQi1tTtpvloyhKMqACRVGSGrv+3nAu8hL2obBL1FUlUswNbol7vudQCFeQtWKOCOFhxabtlqm3nfeiUUfg0JqRWFhcmLpwmDYbQIzWi3FyKosbej+DBEBOTjaakwh4+O8Pom/PjoiRGEgJ+FFdXYXUlIDcYjEnUTdCgsQvDo1TnM3nD9I+TXFAQiRoWhYVIEjHs3XLRkTpOFJCAcmv2buvXHJSMkhYpKWmkGiCHJdTpo7Tdt36KrTtgI8FlO0ILsOSkT/s1jTLzZb1d+0oRpg+T1pqQD5DVXU1tm/binRya3IyyVGSpF5f/OuVodSqTBQlqdAcFEVJYhKn7nMKwJpSCXZ3yV4sXroaS5atoftVclu9bqMMK+ZRLOxicKE003BESIwEwq7SfdhSvBM7dpTACIQkx4OFjmX5sG7jZhl5s7e8nP0Vx+2IhmXdNAr9DB0yAGV7duO1V15CTU01AuRebNy8BTfeeDP+88xzIjQsd74dM6EWPoeASssqsHbDJuwhAVJbF8agAf3QplVLTJv6MSZOnkb7rUXxjlI89a/nsG79JvTo1RsF5J5IyX0ZalwfgTFsZ74gr9qc4wg5Q5JjdOvarSvatGuHWXMX4NU33sG2XWXYuacaL78xAStWbkC/7t3QvlULcoFI9FjySRvkndga3lGUpEEdFEVJUgz3H76YepdQDqvESKF8/PFMzJ8zVyqiGGIEWOjXrx9+97tbyGHgEAucuQRpxYzUdLRr1xFz5i3Az274FVoV5OHee+9BYdv2KChqjbTMHDz2xDMYN248jh8xCL/+9W/ETQiQw8D5tywAvv3ty7Bk1Wq8997bWLtqBbkUmeJI7Nq5A316dZdEXQ4P8cgfrlDLx8luR+s2bTFr3kLcc9+fkB4Ebv39zRgxYji+/92rcOd9D+C3N9+N1q3/IyNt1m9Yh65dOkqybCg15IxWEjHic0rn82N2ZaKWpOPy3EEihjgZh+0Vas2y87Px7auuxAN//Rvuf/AfePG1tyisZGNncTGy0lNw1RWXo6igGQKml2/ceNSOihNFSRZ8txFQFCUpcfwPmeFPLtIlJbtQW1WBouZ5aN2iGVoW5qGwIJ8uuvno1qkjRo0cjtLdu0iUhDBi2FC0KipEGoU1OtF7+2jd7VvWIy87m0TCULRp3QItCgto2SDWrV5OJkQY/fv2xpDBg1BZWY7KslKMPmEkOnZoi/w8WmfoIKRQaGXFks9QVroLHdu1wY2/vAHXXH0F0ikkw2Edw51xmcMnfO3vP6A36qorsXXzOmRnpOK44UPQg1yOPn36YPDAfthbUoLibRvJFYnh/HPOwv/97HoMHdxPHBrTgDvrshPaqamqwr7SnejZrTMtM8iZYZmEUHHxVknLGTZ0MDq2by+5LSOG0Gco34firZvJZYnilJOOx22/vwnHHzeYRJQhcxjxtkX4GG51Nqkr4/ynKMrRhxxTnchCUY4V2JngcIo3AzHf841nDI5fcN3lONzCr/Mp7i1juEKH8Sby8/C2YbuhGs7hCAaD8hrv03uNCQQCci+1WdzlGx+n56J4+/WOwztO3mbiMfC9937DbcXix8uji/wBvzgntud+SO0Vu8F34i3v7dP7PhpvW1GU5EUFiqIcQ3izAhvxC3T9Y+89FgT82BMX3oU6Ubx4woGFRuP3PbxZiD0B4oSXYnEx4u2P99FYoHjb8wSSty2uNsuvMbwOv5f4PFFAedtJbKIc4eOMNnIPUlwUXoTDTInixNsnb1+q3DbatqIoyY0KFEU5xmjsDHivea4EX4wTX2v8mPGERuKFPNGB8F5PFAie8+EJnMRtN3YmPNHR+DVPhHjrNV6/KYfDsupHMjnHZzR47qzvi4eCvFvi95T4GRRFOTZQgaIoxxCJp2tjAZIYyvk8R6Oxi5C4Te9i3ljAJDoxiRd8pilnwnN0EsVO4nEmbrfxcewf4pHB03CqvXouUMxd33N5jAYOEeN9B4nukifeFEVJflSgKIpyyPFEgSdEGouR/3XbjLd9xnN3EkWYuiWKcmyj3QlFUQ45ia7F/5734fWhEnNTICNxDCCeLNtYrCiKcmyjAkVRlENOYgIv0zhv5UtuDYlz5Hjb4Gq2MkGi4Q4MThgN1Hj/iqIce6hAURTlkOOFWCZOnIjS0lKcdNJJaNOmDb48LDSsxC07o5RiTsXchZ9+hrVr1+GEE0agXfu2DZJjVZwoyrGNChRFORrYUdhcXcwp1C6FygzDkudcxtVy63vwRH625boGhpNTEZOJ+JykUWfSPx5j65f15HIe4zopzjw2UmYWhjvyxZKiq97keF4Cq5Sob2rkjuE4FryqZXnzKsOtO++O+OFaK5YdX8bvM+NuCS/17IuvYumy5WjZpgNatG4Nnys2YlyXhI8Zdtz54PXlU1m2DCOWeXj4O+HJDmUZvwwp5s8u8wXFInj/gyl44cWX8ffm96N1qyJnokLHVql3Umzn2J1IUL1oMTw3xnCmCeQFeF4jKWBr2w2WlRmQDFOFj6IcQVSgKMpRgC++Ub7IWiGZyM80IjBjdbBjXF4+BTHTR+9H4LPCMG2e38YnVd5Z1Bg+Qyb8sywSInTvZzES5ZL3IREgPKKlrraGtmPCDJgiIAyeUdi23GG+pizDJfO9GfJEMIggsmR5W4Ysx+AL+BGOhGX24hjdBwM+Z3QPCScWUTFaJmp7xVgN5zj4Yk7LRGjbVVEfqq0gahFCbSSCkM8WgREl90PqzZMw42OWiz/tPRqJiliy6LPzZICGzLwcpvd49mZHbFm0HakiS4+jtN/y2ogcAM/LE6X3uD4/T+HDEyP6fI7IioTDctwsYPiz8qsi2ljsiJCTD+8UdBPR5nw/Bn+Hsq+YzN1j8nEY3sglKIpyGFGBoihHAb4ohyMx7CrZhdTUEHKyQwgaLE4C2FdRhdLKKmTmZiEjNQWV5ZWoKK9Gfn4+asM1WLpiuTgVnTq2R/PcXLpaRnn8LPbsrZDJ+LKyshANW1i6dBGJCD86d+2OVoVZJB4icuHl8AibCaV792Ljhk2oqqpCnz59kZeXA5sEAldqrayqluNIT0+T2YE5TJNKx8KF3cTpMJ3CbXTFR211LTZs2IgdxcVSOr9Lp45Io3V4OZsnJDT8IqyKd+7BulXLUdi8AG3ad0QGz3JMwiEQTEEdfRc7dhRj7bp1SAuF0K1bN2TnZJL48okLZJFIi0ZN7N69B6vWrEEOvVfYqg1qSNCFzSDqWKz4AyB9JJMp7t23DytWrqTPE0aPnj3RvKC5iLEaOtaysn1ITQnR9nNEqEQiFvZV8ndXh/y8fIQCLKIC4vWU7NgtwiUvN5tEmiMOnXmVG8/hoyjKoUYFiqIcBfiCPXf+p/j1TbdhyLDB+OPvfon87DT46WL8AoVFHnv6GVz7g+/i+9/7Lh5+/N949dW3cOll38JH06Zi9epVMjlg+3bt8X833ICxZ51IF2Ub/3r+Jbz04ms4a8wYzJkzE2vWrqULagqaN2+FO2/7FU4eNQyhYACRaBivv/EmHn/8SWzevFncmcLCQlz33Wtw1RWXkvti45XX3sI/H3sEP/nxT7Fx4zpMnDAOf/z973Du2LPi4Rt2Wfbs2Yc//PF2fPDhFBEqXHpk5IjhuPmm38isxOyk1NbUYfz49/GrSe+gcl+piLATTz4dd97xB7RonoYdu3bhP8+9iGeefhZV1TUiANq1b4+bbvo1Rp9yAn0GHyoqa/HcC6/i2Wefw66dO2kbBo4bOQoIZcD2pyJMIqiGQmE1JHie+tezePmll7B71w4Scj4SM7k497zz8eMffQ9lu0tw469+KWLsrw8+iFwSeGW0z9vvvB/vT56Cn/3sp/jetZeSELOxYvkq3Pibm9CjR1f8/ne/lfmOYlyenzWX4YOiKIcXLRSgKEcBZwLAIMora1BdQxc96iv4/CFyAAwKhdjYU1ZJ95a4HbXkhuwsKcVzz79ALkoz/OSnP8Upp4zGxs1bcN+f/4p5nywSp6KGQh1bt+/ACy+/TI5BEX760xsw6viRKCktIRFxBz5bvAI1tM33xn+AP9x6J4KhdPzyVzfh9rvuQfOiVnjwH//EyyRMYhRiCZPg2bm7FP98/HGMmzAJ3br3QDNyIaLsnhimhD84ZDKBhMdbb7+L3r3744G//R0XXHAJNm7ZjnkLFpDrEUO4rhZ1dHv77bcxduw5uPa730Nhi9Z4a9xE/PetcXLcH0+bTsLqJfTuNxB/uP0uXP29H6CYPu/fH3kSK9dtgU37GT9pMh599DFye2rw7csvx89ImO2mZWbOmCWhKBZZnDby8mtv4u8PP4pASip+9KPr8dOf/ESckn8/+zwJrn8jIyuXnJfWWLhkGVasXk2f1cDm7bsw/9PF2FtWg1lzFqKShFaYtjl73gJyhjahW9ceImSc+XzcXB7LgqIohxd1UBTlKMD5FuxAcKhHwi580efXfHwPJ+mVnIQgPfeznKEL4pDBA3HH7b+nMEo+CZsq3Hn3/Xjn3fH4aMo0DBkwmNNZaXkfjhs6BH/+093IzcvGbnI4Hnn0STz33HOYMGkKilq2xYsvv04ORBA/+NGPMGLEEBEa+c0KyNG4DS++8hrOPu8CRGKWiJHCwha4687bKGzTHukpAa7s6IR4DM7rsEgk7JEQTKcuXTGU9jty5EiZcblrxzaSaxIM+SWX5PvXXYOf/fR7EhzpP2gwvv+TX2L6nDm49qoLcMqpp6FF2450bK2RmZWJsvIqbCHR8PHHH2PRkhXo0KEVJk+aSKGYOtzy21twycXnk8PhwyknnYhf//ZWLFm+TvJGSnaW4K033pJQ2K3k9pw0cjiFZcjROW4kfnfbXZj8/ge4+LyxGDh4CGbQvmeSABlMbs/8TxaidF8F+vUfhEWLl2Ltxs1o37YDZs6ai2b0vQwcNEhCapx4LOnL7szHiqIcXlSgKMpRQMIkMWc0jIzksbmuh+2UbucETTeRM2BbkriaSuJg2NBBaFWUTyKEgiAZKThp1EiMf3cCdmzbjhpyFjgBI+T3YciggShqniOjeVo0y8KZp52Al156gUI+67C9eAfWrd8grsPf//Ew/vlP0w3D1GDX7t3YuXMH9pSWysieQDCIseecjT59uvNEOm69EdtJXjWdpNKRI4/D0889j9defx2ffroQxx03AqedejKt2wHOfH4W0tNDGDSoH9JCfrmud+veGemZ6aiuriJ3KIpQShpK95bhlTfexh66Z6G1bt1GVFdWYzcdU8W+fdi4bi0KmuVh6KABtJ0ACQYDHdu1xIA+PbF0yXKYVhQ7t23F9q1bSYAMxcB+/ZAe9MkYqYF9+2DwgIF46513sHHTJvTt3w955ETNm/cJtm4rwacLP0NRUREuuvgCPPDAA/j0s+WIRnxYumwF+tH2O3ZsJ6OKnLFVTtKt5p8oyuFHBYqiHA0styfOQ1utmAyflcRLciesmDcElzWAI1Z4RE5qaiqPIZb8iyB150OBINLS0mVEDAsOvzv3DGsH3l7A74zgSU9N4RfgVVuNRMLkVGTg1FNPoW2mkTCKOLFe1hy0jZSUkDv610ZeXq4UREuhbZm2c8w8vJeHPLN0GjiwHx5/7BG8M24CZs2chX8//TReffUV3Hnrzbj4ogtkZA1HRQI+wz0GICszVZ5H6XOGKeT0+FOPST5MUcuW6NW7DzIzs7GXRNK2zZDPG4s53w2PJAoF/e7ni4qbw5sNkiiDO2sy34KhkAgKFlQyNsiIUcgnJPu3onXo2KE9BpJgef/9KRJe+nThQgqFHU9hs1F4+ZXnMH3mPBJpleQ+leI4coRyc7PgFYvj/wzbm0kZiqIcRjQHRVGOAuyU8OgYTlrdvWsXduzcKRfX0pJ92Lxpc/xiy6NxTX8IdVFDciJ2l5ZJ6IWH7M7/5DOUllejsFULhNJTEeHXwxGsXL0WZZWcR0Hb21eFDz+aRaIkhhZFBXSxzUabNq3FCRk1cgSFXq7CT378Q1x99eXoR07D6aedgtycbAQDfvhJBPnpOIM8jtmKyZBgliUiNORmY8+eXeSABPGjH/2AQkkP4+abb0JduA7jJ0xy5sUJx3hgLjkctoRhROSIKHPESkVlDTkZC0jvmLjn7rsknHTjL2+gEFEHqQ0ToNczsnNR0KI1infvwYLPlqCGPiN/B9t37MKSZStJ05GM8/uRV9CcboVYunIlVq1ZS99RmERQDBu3bMPS5SvkO2rXrrV8vuOGHye5NC+99AoqysowYEBfFBZlYciQfhJWeuONd5Cdk4vefXuR0GPh53xmg4dl2+qgKMqRQB0URTkKcH+8iARDp/ZtsXDxYjz+6OMYfcIILF28CjNnzKCePtc4cfJUIhQK4mG402fNxWNP/AsD+vbA+g0b8cabb6N5YRFGUJjFT86CTRfzKF10p8+ehwf//igG9OuNFSvX4JVXXkdRYSFOOmEkhYgKMPbMM3DvfffigT//BRdfcpEMwZ0+fQZmz5yB4cNH4I+33kpaJELX44hTQI6rkIiDYjvOBesV2wl3/POfj+DDabNw1tixFMYZgIqKChFWfjNACzl1Rth14domTn0Tp9Aa58qwu8GzC6eEUsgBimL1qjUielaQmJg+fRq5IzZSSMCFyP049fQxmDv/Mzz2+BMoLd1D3x0f8yysXrde6p5YJKQK6LOdevppeOKpf+PeP/0Zl557BjJJlLw3cQp9Dyso9HSSDM0OUehnYP++Mtx58WeLJOTUr08PcqRMDB82CK+8/j5qKitw2uhRaNu2NafEwufNB6TiRFGOGCpQFOVoQBdqruVx5ZUXo/jPm/Hum+9i3Nvj6ALaBb179sTCRYsQkiJiTmJmit/G0IH9MXnKNDz77AuIhp2aHdd+6zycMGwwgiwCKJTBzkenrl0xaepHeOo/T4Ou/MjLycHPrr8epxw3DKl0Eb7y0ouxt2QXXnntDRIjt8mQ5xCJhBG0nasuvxSptK8U00Ka35DQDmR2YB4lw8XS/CRaOFRCzggJg5MoNDJr1nw88cjjCNA2qmvrpO7Id66+Wi7pGekBCs3wh4iRCxQTp4Tdk/QQ7yOKjLQQLjr/PKxfuw733/MnqcGSlZmJjuSg1FRV0XNyR0goXXDemVizchnGjZtITsu9dLyp6En7GTFsKGbOmiVhnLSUAH549bdQSZ/t/Ynv49Y/3iUF4FLS0nDySSfihh9ch5ysLKlU27ZlAQb17Y7tm9ZgMImTdi0KkELLDuzVE13a5GLbtiqceuIw5OekSyPJwaJ4XqwbLlOhoiiHF3JbbRuKohxRonZURsrU1UWxaNESbFi/CRxx7denL1JT07Fp82YKR7RFm3Ytcfe9f8azz7+AW373O3Tv0Z0u5msl5NK9aycpipabm0lCxsR99/8dT5N4+ekNN2DY8MF0QV8hIZlO7dphYJ+e4kZwgTUeJVRRVY0Vq1ZjNYVC6kjEtGnbDp07tkVbcia4BP6OHTuwkkIlvXv1QsuWLSTnxPBcBCsmF2wegVRHoaa1G7dg2fJVUkQtv6CIBEo3coZa0v78+OSThSjbt4/CR31luK+fwiURWmf2nDnIzMhEz169JUF4xYrVWL58OcIUvunUqZPsc+vWTWjdpiU6dGgtAqm0dB8WL16OzVu2IisrB106dxF3ZdOmTeQWdUd+fo58h3tKysmNWYuNGzdLBdk25IJ07dqZtllA4RonRMNOztq167Fx00ZySdqKIArS8XKxtiUU4tm3by/69O2NZvl5ki/D7k8cd6oAHcmjKIcXFSiKchSI8Vw8XC6eR+xEbUkE5Ys+J8eyy8CJsjJXDl0D77r7T3j+hRfwB3I7Lr7kfKcMLV1gU3iUCl83aZkIbeOBvz5CrslzUojs6mu+RWGamOR9cHKp35lyxpmrhw0NuujWRSx3zhknORaSdOqUorfcpNNAwC+5Gjy02JnPx5YcElEVkijrVG6tqQvLS+yA8LZkO3ASfjkPJBQMShiHhzR7NUS41D8vz5XPeBkuc8+fWcrxm1wOPyJ1R1hUSFVacNVXZ5izj0JDnqvhzAHEicU8/Dkg6TJcHdZJHDZl3h52lnhbXJiWa8twHRdbpguwyY0JxGdF5oRkyxUwfr/pjlyKyXG5cyW7RWRVnCjK4UZDPIpyiDkYxS+T68kQYk6C5URUv3sRdpIxec4bfhbj3NRIHYVUInSyWlITJUDCxEnWJAHi1lLhpa1oLawwDzcOI2A5eSOyFcuKT5TnXWgt2YcciSSzRt0JCHl7MRlF5E5iyBdi25kMkDFcmWO479sS/jFk6C9vg0f+8NxCHAaCTAgICQVxPguPKpKJDN3jcLZnyTocBgr5g86kfXDmKuLvxXaTccX4oGPlkA9LOZ/h7t8TC86HotciMl8O1z8J0HfKlV8DnJ8DdwJE2/n8PAmhz+fM7SNzLbqTK/pMlj20bdPdt3tEdvzTGxrZUZQjhAoURTkM2An/cG+cQxcyfBdO0qjMiutV1TAcG0QmAYw5MwTbtjN7LldUHzJkEK1fi25dOiBAF04fJ6ia3my8jvPCSmBA/7741sXno1e3jnRBdxM7bScplfNMeKhyTJwZ8R7c43AmypNicK5z4nddDp+bL+Jzhy97Zqu4MO6MxY7Q4Mn1orRPp8qsbYXhN/1ykRdE05hOwiwfKn8+GQbtd0WGFd8Oixp+zS8JtaY7o3PC9xUXUU71WHFjnCmQ3RoyzuzOriEEM+AcuzO5nzPM2nGCzLhIissPd/Zm2x0CzsdqS1E60PcfdgrhBQIN/4auk+J9NzrTsaIcOjTEoyiHEFtKmdjOhdKd4XfKlCkyed3ZZ52NIIU6ZJZhcSG8cunuRc2didg1LVz3wgk3RMl54BEvhlssjV0HTjyVdWR9n9Qr4ZooHJpwSrLH4LxrOrMgywU64WANd6fORhwnwjbjF/LE+4afsX4jfBzO88QNW+7Vvf6CLfVDkLBdedGICznD8JZCfD3vMReGazg1n1Gfp+rOxgyTV7Liz/f7rPHjM9zZnO348Tv1YRIXdV0Sw3ZmjSZRx8Xr/vvfN3Hq6FPRoUMnZ8i16Qg0FksM/30URTl0aB0URTmUuD1r5wasWbMGkydPRru2bSWfgwuIwXYufOIqyM2IJ146F3Qz7qrw/xyqEWFjGq4w8XZmujfndXY+UkJBESiG4QoktmAMM76KYSTc4AUtnP0Z7nbghl0S7xNv9duodw1kfVcEyT7d4bheuoqIEfczJuoZww0xJXx9cSfD8MSEV23XkWZxAeM5KvHHMOPP9/us8ZxWI/65vOOHJ/jiB2W7CcHed2ggJztHEnNf/+9bKNlbGv87i5NjJroxiqIcKvSsUpRDie0lX1rYxbP0/udZjD71VPTr199JenWsEQlP1F/QvYtyohiw3f+cZ43zHryLNuIORf078UccsuEbvIt8IsYBbgf1IZHoSDS8OcdVL1g+72agoTljizhAg6wPJCgM190RY8mSW8PjqBds9eLIyyFp/Pm8fViS92OjfluGa924Jook7HLY7YwxYySpd9y4CaitrYuHuWJuHo6iKIcWFSiKcihx3QSe2+b1115Hl65dMGrUKAnreKNXbHdESv0F1JUiRuMLtC21zuKSw0C9i+AmjdqcaWIk5Hok4C1reXZJE4LEbnT7ih96v23hoG+OS9Hgsxv1Lg2MxCRVN4mYhYm7rCNUbO8DNzge7/GBpZfdQJjEN2IkPE8QHunp6bjyiiuxYf06vPPuu/K380SK55opinLoUIGiKF+a+p63ZccQjUUQiUYkkZKTULm+ybjx76OqugZnnz1WwjM83JWTQjlMw8NhzbgQaXgxTXzuBC3QIPfCaPJq29SLJtxU2Ebv1C/rjGpp6IccvLBI3M5XvdWHWBo6ID409Z27M+HUL2c0/Hb2+1YMMx4u2v87MhL25YbamljGcL9JTtrlOX/y83Jx4QXnYfnylVi4aAmitnNkMRFLnuelQkVRDgWa1aUoB03iBdXtwcd73M4IEi5RP3P2PGzYuBFjx56NzKxsWcMZ3us5BN72jEb3+z/d//Jr7PeagYTJ64z6tRpebpvYkmE08c6BL/gH4gAGzsGsGb//vHXN+LLGgTfxhftwnxkNXzOaXKyRSJGnjl/lD/jQq2cPVFRW45XX/4sWrVuhebNmZOpEYQb97t/YrNdciqJ8ZdRBUZQvReMespPrwJdYnz+Ades3YPx772HMmDPQrVs3cU7q8xO0Z30skjiEmEM6PNR46NCh6N+/H1568SVUlpc5lWbt/yVMpihKY1SgKMqXoqE4cZNBRKRs3LAR494bh1NOOQk9und1Ti7bbtIFUY4dGueXSMVcEp5nnHqq1Jh5+513UVcXrn/fzRFSFOV/QwWKovwPOHVPDNTU1GHGjBnIyMjEqOOPl9LqppRWdxNBoRyrJCbBeiOPOJcoLy8H550zFqUlezBn9hw3CdrNy4H6ZYryv6ICRVG+BN7IDWf0jeEWUrMxcdL7KC0tw4UXXkQiJV3qnXDZdJ8MKY4PFlaOQbyKufGaK26xPJYg7dq3w6mnjsa4ceOxYvlKmeOHE6Vjlg0d1KMo/xsqUBTlIHEqxDqT09lugbVwJIJPP1mI+fPm46yzzpRetWnY8ZtTEEz9k2OdhgXgWJha7qzOQOfOnXAm/e1fe+0NbNy4CVH6nfC8RJYVg6IoXx0VKIpykDgZJ4aUo+deMguVTRs346233sa3v/0ttG3bxq306jkmavR/XfHCPGyT8DDyoUOGon2H9hg/YQLKyivgjP7R5lVR/hf0DFKUg8aVKIYpM/QWb9+JF198GUPo4tS9e3f4/T5xWRoOR068V74uxIdW8+SFPj/S0zPIQTubRIsP7773HsLRSHyaIEVRvhoqUBSlAQkl0O2Y5JtYtpNXYNn1JdNrauswfvw4FDTPx5gzTkPA75OLVsBnJlT1aKpAGBLeU45N7Phkjj4ZRu6M6snPz8Mpp5yCVStW4pMFnyJcF3YmG+Tfj2W7v5+G7prmqSjKgVGBoiioL7vmPIo5NzsiVWKrq2uwedtOlFfVoI6ESnVdHSZOmoji4m341mWXICsjLV4p1jC96qR+xKuUNnlTgXLswkmzPPFjgG4++rubzszUJGg7d2iPa6+5WsJ+6zasQ5ReqyNlsqu0DCV794nodX5f7rQHUBTlQKhAUZQDwLVDDbLsyyqrcee9f8K/n3sJ23aUYOmy1Zg2YxYuuvhSZGfnNFhD+YZCVgiP2uKJBdu1ayfzL735znhs2LoTS5avxW1334//PP8KIrEDOWqKojRGS90rCpou985jNCzDRPGuUsyYswDvT52Bz5auojciuIKck/Ydu8D0+9xcA2/23cbz6yjfDLzZDS34yUk74YQTsJXE7F8eeoKclE34ZP4nOPO0k1BOYrdZTnp8mLKO8FKUA6MOiqIIDUfc2O5kdFG6lBTv3oOK6jqUVdXhnfcmYeHi5STtAyRgzEazAOuonW80btVgyVviWY79Qbw9cQpmz18M2xfEzpJ92FtW3qBsn8oTRTkwKlCUo4JXmdO7eY26VwTNu/eWZeIF0tz3Y7FYg2Wj0ejn7qup/X4elpvuunv3btTW1rliBNi6rRi/+/0fMWHCRMS01oXiwsPO2UWpKC/Hg399EH//x8OoqaklF85A1DJQQkJ377597u/OmR/B+9169/yb9n7Xn3djEh8nnhufR1Pn1hetoyhHCw3xKEccr1Hk6pyJgsOzu70G1KvemUjjxtUrQ85422tqHW+iN17Gu294LE3PmGPTRWdH8Xa6aETgM/1SfIvLW9RUVWLjxvWI0UXFCPgSRu5oY//NxJYIT4x+WzU1NdiydQusKP1m7BjduCdooKqqAqV7St3foy2/Lc5ZSRQJLE6836j3O06crJDf58TcRFHhLeudM946BwofNT5/FCVZUYGiHHEShUXjnlyikOAeJTfGXsPsNb6JjSq/zjH/z2t0+Tlvi5drqqcpxxKXGF4uCTX6tEyYnJOd27bCjIURSgmiW5fuOOWkUXQ7Ad07d0QwEHTqsnmfzTDUtv8Gw4KjoLAI995zLxYtW4lJU6Zi+ozZ2LZtO+qqyrBl0wYSK8NkeLHtTjTpCQ6vpD6TKLoZ/t3ybzgQCMTPD0+QND4HPvf43PPL25cneBQlGVGBohxxEgVEYoPJjWViSfFEQcEk9hSrq6ulwc7KyooLGX6/qcbWW6+urk4a+MR9NwgjGQ2nevPxUFByTtq0LMB1V1+BU049FT169kBR82YI8HWD3BRZxjYdWSPbc+5VpHxTMWQocVGLQhIqzXHiCcOwvXg3Zs6ci3lzZiAnKx0yxJhdFTPo5qMkzpRsu5MOOsIlEonEf7N8PoTD4fh54QkM/v3v2bMHeXl58t7nuSLethP3o06KkqxQJ1EDkMqRpbFbsn17Md6fPBmtWrXCiSeeIPVETBEsUZg+Pz79dCGWLluKPr17Y8CAAagicfLII49Qw78DN/7yF2jRooUszwWxuIEWrz3BpfFi+tyQv/3Oe/D5fTj5xJNk3hzGcVCc1QyeY8Xw8gOo10pPa6rD9JoPwZSQ7IebctO16H1uGMoRKE6v2DA0+fGbg1dwjS/4qC/mR78L03Bqo9CvEnXhKGprq+Gn17IyU2kJvyRhW7Ypbh3D50Jtba1MPBij7Z1y8snIz8uVCsU2b5x+WDt27MKHUz9CKBTEBeefJ/vl5d96+218/3vXYfjw4fHQqO0OKBMJ5IWJ4ISheF+zZs/F5s2bZJ0unTuhXig5oslZ3YCd4C8qypFEk2SVo0C9S8IVNtds3Io/3PsAnn/jXVSHOdE1Shqhli7+MRnC+zH1Pu+450+YQg0zi4eaujBmLViK2QuWoIR6jiJO3NljOWW1jmL/tSRuInSLRcPwGY6DUh3z4c6/PoK/PfYflFZUyUR/UbqxEJKjsZyQEdfS4llpDdMPvy+AzMwMZGakIeR3inL5fYaUNGehA9NwR5h6ZfBVnHyz8IaUmyIMuGAf/z4C9JKPp0Qw6DdEj9NDfuRlZyE7K4d+IxQWNHyynkznYziCgB2TcMTCgw8/gb8/9gy27NpLAp2aaKuWlozJBIVbtu3AXfc+hMefeI7EjZMPtXj5GsycvxgrVq8H14uzSFVbPKuy5cwXxYncXHDQssIk0utEcpDXiJfeGId7HngUi1esR8R287sidP5xsi6twzephNsoLOrWWXYljKIcPjTEoxwVvFAK983C1ACGo9RoUmNOLTI13n5pjFkgWLYhr4epBZX6m9RIZlBY5+e/+CUqKirRqUsXV0yYzjw43NDy8F92P0hsBCS+b0lv1SZxw/upi8RkCKhNr8VsJ0Rj2u6lhlt8dklM5wLiCY+GB280+BRo8pnyzcFAYoSkwe/AaGpIsRH/125ieHt1XYTcuoC4MLbhVB2WArQkiHloO2v4mO38RlmAXHrxJejUtSdOpnASzwHkC4RcEWGIy2dLiBMiigyz3iWJRGMk9qPUHTDpXHESxW0RTaZzZK4rabpOZOMwkA39zSuHFxUoytHBicI4Rc4Mn4iKqO0URrO5d2mGEGaxQc/D9Do/ZvFiu6ZfTm4O0jMy5LEv4EdNbRTlJFgWL11Mj2vQqmVLdCXxspJ6h0F/DO07d5VJ3Vi0sH3OBbMWbN+KPbt3Iy+/OXr37IYccklEyHjDQI3E/ABtipXDQzzvyXB+cyxKakkwROl3GJGclgAnpMjzGJ0bdRx3NANOKImW9wdS0aFDJxH0ZiAgDiK7jOvWrseu3buQnpaKHt17oJZeK9m9A107tENKZk48X6qawkor16zF1k0bESRx07NHDzQvzJMkcR+HWkng+E1NpFWOPCpQlCOObXgCwInXc08vwuEV24d95dVkMUekBFrU4NcN1NCbbEmHwxYtA8kl+cufH8DWbdvxxCMPoHWrFMz/5DM8+ujjWPDJfGrLDeTl5ePSy76Nd95+B1lpJh5+9FFkNCsSubFv7z488uhjmDP9I8lnCYTScMG5Y/HrX/wUebm51HBHJbdEUY4M9S6KPGLBTreK2gj2UigyCEucxBidN+U1dbBIiIR58koOIdHy7703Do//62ncd++tOGM0V7Ddhcee/DcmjBuPOhLrWSTkTzjhRNSGY1i+dBEevP8O9B80lMS64zK+8+57eORhEjM7iuUYBg0ciltu/iV69ewqkyHyieqNojPcHCw3p1x1u3JYUYGiHHVsGdHgx9Kly/DAg/9ARoCHBdfC8gVIoNDry1dL2MfnjmbgHl1ZeTl2leym5WIkairx3AuvYPrM2RgyZBA1xsehuqoab78zDhs2bkVBbqq4JjJ4mBrl8rK9WLp4KS686GJatxzvT56Kl159HaeOPgknHH+c5BHYqE8qdJUUEl5QlENCfZin/hVOmd1dsgdP/+dF5GeEEDQi4hzGSJDsLCmXPBXD7zgoTt2VWpSUlKCqpkZySd4ZNwEv0++5ZVELXHrJJcjJysS0j2di+ar1qKurJoclJuFSToDhmi3Lli3FGaeNRmpqCubMWYAPP56B3r27o3u3LuScuMng7qzNiKfOKsrhRwWKkhRwAbRdO3dg4sSJSOPkWDuCCPUiY0YKKqpqUReLOs0410Xh4ZXyxOndLV+5BtNmzEYOhWruu+9etGldJKKnRZsO+M1vfo/C5llOj48TF6lRzkhPw//d8FOMPet0RGm/OXnN8dBDD5H7shAjRgyP115xUgENaKBHOZJwaIWdj4+nfoSgGYXfqoU/mELhHk4A91H4psbJ3nITbDlPhIxGOYdKyR2cMGkyasgt+fVvfoOzTjsJATpfTj7lVHzrqu8hVudzJ8F09sWj3s4771z85sZfIBj0kZCZi5/97BeYO3cBKiqqkZKfTZFVN/nbqHd6dFiyciRQgaIcVQy3gDwP2z1u+FD85AfXIiMogyERo7h32PLhjbcn4I1XX42vY8fvnZEKmzdtkTh6v/790KZtCxk1wQ33iSeOQmZOtgz/jPf5qDEvbNYMA/r1lsTY1FAQffv0RigUQknpPicHAIkJgPs/06ZZObQ0rIXCP9jWLYrwi5//FJ3aFlEjHSVBbsrklavWb8fddz8AI+EsqDf4DJTvK8PuXSXIz2tGYnsogn4fTNpe5w7t0LlLJ3z62SIJDbnpK0hJCaBX9250HvhlW316dUZmZhqqqirJqYmKm+Nv/IPXk0A5QqhAUY44hm3ErW1njAxnmNjkbIQwfOgAZAadGhIRerU25sO8+Qup0Y6IX2K6BUe8SfoSK296o3i4lonhN6U8PY9qgJnitKk8IoHTce0YQtTqpgQ4x8VCXk4OOSskhqKWVAJ1akg4tSnqbW2tBqEceuoDiW6VZBbr9Nvj1I++PbuiT/dOSPFbJMR94DMgGFoJg9xEX8Jw9ri7R46jHePE1gDC4TqE6yJOwMiOygid2poqGcUT5eH4tlulllyXtFCARIhT+ydIO04JOJcFZ2ixjL6X/TXAig97g6IcLjQTUDlq8OVeRIPMAutUZeUG1TSor0iNKjeaQR+9zxPy8VBJVzTY8bVNmeOkffsOSEvPwOLFS7Bq5WpqhKlBD9figw8+QCX1BOsrVUCSb7lHyL1KHsrsk3HJUWlnueaE5W6fh29q06scfhJmw7bd88Gw3fPAlorFBv3++ffK5wGfK34SGzEW3s5K7kg4iGhoTu5gQUEB9pbuxdSpH5NICct5s3zZYmzctE5CO5yHJVrest0gqXNumRL8cSsoWweYSND2/rGhZVCUw406KIcM72Q23blZqBEwLCl7bXMLYng1Paj3Eo1J8aNAwC+Fmjh2LNnytttw8DBbaQOiCHDXhV/n7XJ9EG6JLDfj33SaN6fyKeCVM/XyJ+K9/ngtj/owBzsEUh+BX/X5j3BPyJbRA4Y7bJhlQRoJkSALExILMELyHYhLwt+NHaZeJNyqsJDJ1wIkaEJwlu/fuzPOP/NkvPjyq7j+xz/FkKFDJOSzjMRKTlaG1DoRVyTmiB7bHa5pyT6cBjpgR5BC2wtwQqAUrYJTk8U7ZKPBN6gohwSp00pOHw+1j8Qcd4PPZw7osCCRGb7pPI/JD4/OlGgNCZQ6BIyYnOLRqOk4LtyeUFuRm5+Nb11yDtavW4F7774Ds2Z8hIyMDHzy2WI6cUJAuEZyUgxuQ3hbPkvcFcs24gnhPpNFUERCS3K+kKDhGiwNfv2H9ETgUG3EnTzR52og5/zn5PaI5STqBv3evEVOkwe3E2MYcrLSzee2d5a7We8gzUZ7kz1KvRenokCCW2o4bTi32bYUeLTcEUtuIUaJpxn1zpehJtLhRAXKoSbeqzCkzDVXeyQ9Iomd6zcW49Mli1G8fbs0PK2KCtGrZw907NiOLs4sbEzs3LUT8z9djFYtW2FA724JDYHdYGSJ3WCHDVM4vfoGfHHnwmO2dyJ573lLm06P7chju0ONHaciQAIpRGItNRiQolBer5IbJ9ZtIQr5pKUGkJaSIoIuRrHx9JQgsjNSpJeZRo+v/+F3ZRvTZ8/FrLkL0IK+vxv+7xe48847qG115+mhbaVSzD0tPUVyVGLO1ySCJYX2nRr0OeLPcoUmmiqypSiHDtt1JPg/dvCi9DtNTUlFKOScCz4pQGjFr4IBCU3aSE8LOblV9HowEEBmWgpYsfBv/LxzzkRZGSfLTsFni5ciOzcf55x/IRYtWYpZ0z6C3+8IlIzUoJw7XMyQL9a8iwidW6n0emrAJ+eWc/G243P/HJ7kWLegHH8CGc4ckO+lZG8ZVq1ag5Vr1kiNowz6zB07tqdbZ7QsKiIRxYLFcV+dNtAnAoO/L9MwEtpIK+FcdmVYfB4ut9vhTXGBxMUs2ZYhvpLlOFxedrG2CEcEnYvnkOG4EmJrwJnBgqSJjBKprA5j8uSP8MRTz2Dtho2SDe+nizJPXtehbVtc9q1LceEFFyA7O4OW+wC/veU2nHfuufjjb39NF043/8E06wubueFf03VKJLteVL3pOK9uL8wTLtJTMBLEi+1auzKfjCNUjmQ3ICYuCe/PJyW5eUjl4sWLUFhYgJ49u0sj65hBzmfeuGkT1q5eiy5duqItfV/RiIVFFM6xqOfZr28vhEi4cP5JWWUt9uwpQ2VNNfLJ6i7dV4ZzzzsP/Xp0xjNP/0smFpw2bRoJnhAGDRpE8fyA/KX2lJZi2eLFaFFYiO7dutKFwnFOTNPQdkg5rIg0kY6MBHVQWxvFzFlzSSSE0L9PT6Snh6SjA7eAYXlZGRYs+AS5uXkY0L8/WEivX7cRmzdvRs9e3Si8ky9OTG1tGKVlVdhXVoFQWhpycnNx1XeuxfYtm/Dqc0+iN3WMlixdilIKBfXu0xvNmuXJtBO11TVYuPBTEvsB9O/fD8FgMH6sh0+gQBwU8TLJYub6LFs2F+Nv/3gY02fMRFV1lRuSIvGWmkbH2w/XXHM1Thw1BGkhdmDddak94Qq7pjsXF+PVWoxPQRE3m935tzyXxXBCak7z6HP/Nla8IyWfH3Cr7MJpiBPtVeWwoA7KocZwVLlEkWOmNBYfTPkIt91xDyqqajB69Ck48aSTpFe/8NNP8e477+LPf34QVXRx/eEPvodw2EZd2EJtXUzKWjudeVsaD9u9cHMj4fNsFG/UCTdgljfSxHbCSmLXukMR4YkTuPZl/FClWuSRRASTHI8lvcZCalRPOfkkCXPZbo/NNLxPYqBzh/Yk5Nq5eSHkuFBgfsig/vFl+fV16zZg45bt6NqtG4qymknD/K+nnkRVRQVOGHU8MtPT6HPaGE37kVmTTacR4wKZzfPzaP8nSu/N61lxCCpInrKmxSqHk3gQgjsgMVvcjRNPGCnFBg03J8twhTI7otkUsuRzxRHQjvvXuXM7Eu/t6XftnA9le/dh9px56N6rN5qT8OBEcW5n1qxeJaKnZVGBXLDZveVzyOeX+Cldoy2phXL8yJHOHEEJfVevUNvhQk5l6SeZ2LhxEx7460N4b/x46jB0x8WXXIx2dP7vpQ7HB1OmYubsedhM5/p9996GkcMHkJPid9wXbi8Nb+pFtxNnOz02n2HEh2Y7nUmfE9ayXTdFMoHdjBw3VM6jprxJSPmvwSMG2cGS1t2w4iF154+o7cThQAXKIcSIB2GcCytPe7entAx/fuAf5KJU4/e/+x2uvPxi+tH7JJHzgnPPwuiTjsef7v8LJk4cj29ddjGdAAGZ2EtEvGHLScINRXlFNTZuK0ZlZQWyMtPRtmUL5FJsmWsUyJwbtOO9+/bRyb0VNTV1aNY8n8JEhXRhTpVj4raruqYWu3aWYOfOnTIbaps2rZGfmyMN3RE9vYx6N9UbLePzG86MrSw4eA6dgFOWnkfXSB4KHWS8uqvtfMPuBK8Ul4/hueeewwsvvoTmBUVkaedKPYg9e/di1PHD8Z2rLqceoc+xyqWRMZ08HBFCfAo4ceZAwIlvs+ARcaLBZeUIwJPysVvnhHQMOadlNhw5NWw388GIp1J4A2h4lJrfH3TCL9yzl/dNzJk9G7/4xa+QlZ0n0ziEw2Fs2b6NHMpC/PJnXC05x/EbeF8STnFtV9ty2wETXqEUCY1SZ4pvhxP+/Ox+VFEn7qVXXsf4iZNw1lljceONv0C7dm3oc3JisI1vkdv8z0f/haf+9W88+vhT6NTpTnI+86lN243q2gjymhdIpegdxcUI0nneulULNKMOiDujkfzHhe02bd+FXbtKyKFORVtqB5vl5zhhX/rOd+/ZQ8tEyFXKl2V4WxmZGdRetkJOTroEfznvx0gIvSmHBxUohwFHzYt/gSlTpmPLpq0YefxIXPHtC5HKQ2jFczQl23P0ySPRoiifwju51JPPot97mE7WGPwBjkdHYZIrMm/Bp3ju+Rfx0cezJC8jgyzbvr174AfXXYtBgwdIr2vjhi24594/Y8Enn1KDFEF2TjZOP300rrv6CrRp15ZOtFI885/nMG78BOwjIcM9lb79+tDF+yqcfvLxzmiBeBjImRjssF2gbS8ODBiJOTSSEGyKKOHX/G7BNNsNm7mWkfxvGgY8J5cb729ddglatmqJ5StWk5iroDh1BwwbNhinnX4qWlLoyJDRCQnx4/hnsxKyX23prfo8L7jBMIX4QorSADseTjD2e/1gziHpsLjrBxJ0gDgnMBuEK6Tqshu38EviquV0MAyn1eGhxkOHDMbdd96JRYuWYGfJbglZnnPu2TiDzoXevbrD76/PvULcVYDM0O3u2d2fGXdNDr9Y90kHpXjXLnJ/5pIgyMK1370G7antku+E3VY67vy8NFx26XmYNWcmhXkXYfHSFcjLOx4P/v1xaicXYezYczBhwjvYunmLfE/9+vUmZ/r7GDVymOxlL3UYH37kn5jw/gfU2asmocHL9MMNN1yPvv37yGd+9LEnMYtcmrPGjMXbb72Nzdu2UoclgFHkxP72phvRvm2RCMJIOIpASOcoOpyoQDnUGPVD8LhXsGb1WhnWd+IJoxCiH7mPM8PJF/Em+kqhnnrfXj2kEWELkWQJj3GhnksEBvUaOP/iob89hPkLPsOQYSPQuk1bFFNvaPr0magor8Dtt9+K7j264JXXX8f0mTPoojwS3bt2xScUR55NPakTyEFoXliEJ5/6F1574020bd8eZ51zHjkpO/Hh1Kl44MGH0K1jGwqhtHZsZg57fOVYs93o/kDfkTdeIB5zSnjP6TMiMa2tydmD+TgdF4V7nL1IsHXt1lVcIhZoJok2zjkJck0Hwxs8XL+u8XmfIUGoNX7v4L4WFTPfZL5sWl/977u+brH3km3XJ7g7y8bXarxXuSBzmKdFUSEuvfQinHPO2ZLnxgn6qdSpSUsLuS6lF5048G/UqF9qv/00XOpQ/c6ddmcbucTsYLRo1RqdunQS8SWjmnjEoWnLnF1FLZujT5/eWLlyBdav34CTThyFHdQBW75iDfaUPIcundtiwNj+WLpsqXTuqqofRrcePaSZefa5l/DM869Rx24gBgwYgPJ95Xjvvfdw931/xl133YFOnTthx+49WLRkGXaQyzJk0BD07tsb86jj918SKz17d8dPfnidfNd+alviI3z0dD8sqEA55NhOxjcnbFGMp6KiUhosbjQgw+h4GTPuBzCGzxRnxPS5k4CJUeCMKJn20TTMnzsHJ550Ku7785+RmZVJMea9eOCBB/HGm2/h7ffGoUPnn2Ht+s20uIkzzx6LU0efiCvoQr1v7250bN8WK1auonjuBOTk5uFXN/4GHTp1Fns4p1kBnnrySXJ5PsR3rvgWNWBp8V7fwfb+mvr8B7eY51AkiAfbbNRw1jfcTW/facg5Xm+5oZuc7EzExztJ0nLM7V02xvjiz6D2rfIV+LLnTcPJFOyEO7vROLKGAn2/88J1FvnXz+kUWRlpsNJT3JF8zrlgOlYNvgp2E68cshwtdzMVFeWoow4GJ/WyqJLXLefzWHIu++Cnz9MsP18OiOfksrzvipZl4XH/Pb8nByYTm7dswx133o0pH07FR9Sha9GyNZ598TV07NwDv/jVryhk01aaiIysbPz76X9h0gcf4IedOoKtGm6LR59yMu664w+wSYiMnzgZv/zVjXh/yhRce83l8KemOvkrjqUF5fCgAuVQ4qWM2/XNRx6FbtjALd66zcnBQsOLLwuTmO3YuTHbbZLMIKIRrvlhkE27FIFACGefPYZixxmS8Z+Xm4ax54zBuEkfYPGS5TKN+uhTR2Pu3Pn405/+JD2C/hS+OfXUk2V7q9asxZ7SvQgEa/BXckwCoRRxHioqyxGOxrBk6TJUV1cjlU+6I3RR9lKJGwgUwUwQR0aD9+I9U6Nhw8x5LNxL5Ix8HiHEibf8VUvOiVubZv/979/c1g9MNPb79/M+Bxr1mDV35ZvJgUI9B7cyGriv9YmXie1FQ8Fu2wnnh9f0uDV/xJGNxlwHwpK8LlnMdOqFJCN8vmaSsOC2cF95mUxkmOJPF6fUEViOAOPOyD7qpPHyGZnp8r1xikwo1Y8xZ45GVna6aIaWLQtlAtBJkydjw8Yt2FdRg1179tHHD+LPD/zNjerSvvaWUvtXiyVLVsD9wkSgnHTSCUhJpbaY/q6DBvdDSlqQ2swy1EbCyExLjc/vpRw+VKAccpw+BfdZOOObwy+hlCA++ng6vn3FZcjNznBjy07TwgJh2vTpcuINpRAOF3Tjcu5O/QMDlVUUJ6VYcwqJB6+XwNai9C54Gcu5CHN8OUYx0Q+ot7Bu7QbMm/8pZsycjRt/+TOpbcDHlZOdjU4d2iJIAgWuKBrUtxf6dWsXT4Lj7UkDt1/GvtNIOIWKJIUPEbsGdbEyxIxat330u97QF5213qXfKyZnx785O57O5uxz/y01Eifu1mxPFPLnijkjhSypkEkvRj9/K94RNRYoDd91jsYreG+6jyyx4PlzROC3U+gboLCSP8V1bQ6lBa4kF7Zoa05id35eUfhI5Js1dfInt2S0h8+rsHZAvF+WI8obCl4j8VdpmA333fhY3DvDiTnIb9NJ3XA6ATJSzxX2UgjyCz+dsZ9f0/R+WfhEqElg19Vpu7gyMx9EJCUV4fRMpPH5YpifvzepXQK0aFGEwqICcj+2YMmylRgxtL8cR5Daoyi1OxHLxK5de7Hos8/IIUpH547tZQsyrSctwyUHbHeST95gKDVNxFpNbR3SqH2MkLho3qw52lOomwvbccjLtFtj2JB+6Eqhce7kWDKyySf1YGBHxIEK+v1Sm0ZG+snMjLaMrnS+7riiVA4xKlAOGc6F25DKhm7yGZ0oo0YNQWGLAixYuIgsxOk4b+xpkpvCSbCRSIxcj7kU+7xHbM0XXnzRERPkkvhNS0a2tO3QAR9O+whLl6/AKaNPlSG2UbJaVq5aSz2MKrRuWUS9DL/MfjrmtJNw+qmnYNuOnXj0iZcwefL7IlT6Ubw2NRhEi4JmuOHHP6JwU3NpuHjYHvdE2rcuRCad7J8X1rHkpOdS2z5p5/h5ee0OLFo7BWXhbVKt1TRSv6LbeSBhYOOgvveD3v6X21bjr8JyJZUISLmI+OiyxA1nHQJmLdLsZujQ7Dh0atOb/sZBd/3/JVymJCu2O0kND2uN8AlRV41NZP/HVq9FCl2La4NO0XgzehBuxRH7mR/oPPuKsHOBOvpt1yAsY55TECDxEwpXIsxiomsvFJ4+htqekCPnP+ccsGNhCWtzezZ86FB8tvjfePW1N9CqVUu0a1UoifKs9XaVVuCtd8ZhxbKlOP7449CtS2dHxlFYprY2Io7ySScOl1GAVeSKcLvJo/JatmiB5s0LkZWWjjatWuDnN9xAncVUmfaifN9e7CnZJSGggOl2QzgcZsr4SKf/EeVqvT467zn0TqI06gxkcEYh6owxhwsVKIeaBmLaRkFBc/z85/+HO++5HzfffDNmzZhGJ9ZIhEgwLFq8GK+++grCpOqvv/56qSy7IhRywhMxSy6EY88+GxMnTMQzT/8HIQr1dOveHatXr8Zzz7+AgmZ55Jychtqaatx802+wdctWfOea76Ft+85ICfkRDPjEVenbpw+GDB6Mjz+ehof+9neMHXu2zNHx+muvYeFnC3EPxVlPo3BQqrg0aDIHRQY+2mb8c9lGGNWRPfhs1ccoqVpL0iVMTo+f7svpvViDr8TYr9S0FwD7fA4mvm0fxu3sd9w87JtzXrgYlCQbBmD7qFdFjXTAVwd/bTZ8A2x0MDvztG5Qvp7wLyXCvwPuaHB+BNcIKatC3exPUTFlGjLo3IrSxS3qa1Sd9AAcxCL1VdsP5uAaPG/id30IxLLjywRlFIwIFJ7HykoFf+RUuxZRfxCBwXuR2/842K2afUEsxB01SI+CoSC+/a1vYcOmLXj3nbewasVSjB1zBjm/bVCytxzTZ8zG3NmzUVRYgOu+ew1atWzp1niySUPYePX1N5CTFUCXzl0x9aOpeO/dcWjVohAnHD8UQRJKo0YOxbQP38eDWWk488wzEKOO3SsvPY+VK5fjt7+9BWPPO0984PrxTE6H05Ah2fWOl9/nDijQjsdhRQXKIaWhKco/YD/ZiGPPPl0ugE8++S+MHz9eJrFjByMWiyKfRMZ3rroSl156iVNymtZMJZES5JCLzdOfd8dPf/xjWvcpPPHEU/CTCIhGI0hPT8f1P/g+9TYGISM1BQP69sHSRYtw9123wx9MR0V1GP3798fpp52CvNwsXHn5t1FVWYFJEyfi42kfOwKIzrgRI47DUOqxhGif8gkOlCDrDQ2Wf9k/iZK1XQM7WE2xborr+usQpp6FZVoH7Vd84bf5BSf/wY6W8JyMQ7GtmJTSduogsNPFwszwcx5RGClB+l78h+7zK8mLkzJiO3PaSKwnjFC0hp7XIT1aBR/1rusikSOb7tHEYBLbbtwZML6E2vl8LJkZnF3jOtTJvFZ+ab8CdC7UcdK6QeERCpEcnLHjlBZgd7kDhaF/9aufS9h54acL8Mg//yFTVLDLHKROWt/evXDddd/FcccNdxPkIdVnuept1y5d8cRjj8vRcQ5LZkYWrv7Olejaqa0MWvjFDddj5/ZNeO+9d/H+pElIoU5cuLpCOm2DBw2CTU4J108JUTsb9Afk0KSAJM8gzYKU3uOCj3ychvv9qkQ5fKhAOYzIsD/bkrDMueeMwaBB/bB40XKsX7+eTpao1O04bvhwtG5dJKXvuephXxIkt996Czp07EyOiSFx1YsuPBeDBg7AzJkzUUohmezsbBIVQ9CrVzcKBZHtSFbL9667FkOHDCFHZJGIk9y85hg2Yji60YnJgYnjRw5H926dMWv2XCmLzXHZPuSs9OvbF/k5afGhxZY7DLGpqpFeWgW3b5bBF+cIYmYdYr4aapXq6MLNc94E3OS9Bms2en6ILuGHsvdiHIzLAqcqb8LkjDwwXIY7x/h1PyJ2o0nVlK8l7uhXQXLKAhTWCVmo8NM5EaQrYYjO3YiNUMx3RH8N+10umxLeh+SAvEq3LEJqZSJT23bm/TJ9UeqocOgrsp+beqBtwZ0LiCcm5HyVbp074Z67bpPqtxzOqaool5IBnTp2Ejc4P78ZzIDMu+zOvQMRKFddeQX5Ohdg+fJl5CIHqZM2AH2pjZN5yulY+vfugice/TtmzV2Ibdu2Iy0UQO/uXTFi+FCkpKTK+f3tSy/CyOHUvvbo5lS9ppB6ZmYGfn/LzbKPNDdBVgo9mhreOZyoQDmUyJAz9yGcCzknjQb9PnA5ji4d26Jj+/ZuiWpnKWdOHLc3Ri1eu7at0LZda8THudBdZloIvXp2Rk+6edv20th8bgOUTifNiBHDMIJ6FVEJizrrOrN9UntJjUdamyK0bXN+vBS0t62Al2UK7FeszUMWMRqNtuH5Ti2e/8IvbhA3UL4GE3N9vfAGkDs5KFE3adaZJdkp/Gs48WrPCHaz/LVc/tcLJ3XVtStMN0maZ8fmX4EZIEcthc6JKJ1Xfpmr+2BCOEeUQ9U/oJufczX4HDDcGZG50eMpmQNu7sbBdCIMZzleNEBuhd+dCiOQn4OWxw/HyaNGyMlkOMOU3O/euUUspyKuVMall3jSz9NPPg1nnXFaQj4cu53ULgWcxrlLp3bo2LmjuNhSFdYdIeTMDA9ypQdg+LCBHGeXDiIfS052Bi48b6wTCrbdPzvMhNGGyuFABcohZ/9ESzPeQtlS3kSkh+GIEzdtP16rwznv6kvme1UjvYJAtrcM4FakdS+MbpY8v+/n6dPd88ZE/TBEwx2F4nNfSDR/vzAubcTcBsLZM1uyhiTMcqZ7KB6P9bGP+jUNcjg1s2wRKKbtyhUewsmNJotBy8lP8Uabx9H262uFM3bFdufEckQqz0QeiPoRCvuQFvHLBTvKc2iZB+MgHKNY3Jj5qSXwiXvKo3icjo5fnEVp7IyDcRgMd2SjEc/p4K1wscX4qWN4c+B4YSvnJDMNpz3j2Xi40xAkleJPCHU5osNoUAxPts33pjMaz/Q6lo0KRsI04+FhH7wuoxHXXHpaH35UoBwyvMu926v2wiEJpivfW17M0hMk3rqNullGg+3Wl7dOXKJx1UlP7DReP/HUNBqsn7i3gzndnAJ0njzixxKDpouyz7MW4lOffw2xnQHGhszDUT9SSyYOk8/t9cSUbwz118r46C4f/xQ4vIsoYv7o1/cHYaRAStTTZSTGRZ5iTvkBmR+LBQfnh5hfwj+06ztnTbdIjVLZ6TzkYcJ8Lh4/YgiaU9inRbOcBqntRrzdrL/3Wi+nbEJC2xsXHt5zJ57tTTAY36b3r61K5XCjAuVQYjR6st912nbsxIT3HEekYY0Du/4hDihQ7Pr6IZ4kMYwEwZNwHPuf8Da+fBdfDF3PRnCcBKcKBDVRYTrHw/KeZX5NxQnckQuGUT8rNP9nOFUXZFYUaZi/tvJMceEzgf/eJryLKTtpUfr7RxEhdRLxc+6Fc/Hzx76uOQpc/8UUp8hJGHbC1OxG8EXFJ8Ih5kyodzB4IwSl0FwTbyfeG4mawpKw0LcvvRhRCi2lpITiuXLxFRoUffQaXi9A673vLZ7YUhoJ7WlTybCqTA43KlAOMzJ8Ln5Fc8zFxB924xEmDU+D+jPNm0Mjvl7D1RJe9eSKd0qbjbbvxXGbWPVzsN0+hyzqFpVyjiFKjyOSyW/zsFvOFvyanrgiLyWsxSG3iBN3R0BGNLGDwsMu2ebWvP6vP16SrHc+8RObzgW5ma5AiQUQsHi4+dfx92BI+MY2Y44wcUMlzr1TIkHmz7EPclRbo/6XQzwA7bjPiYEbV6RIkirdp6WEJDnfSVq1E5tONAz4eI/r21PbFTFxZwRaei1ZUIFyyDBQPwkeGvYCPIfkIH7xDU2YhGdNVH80DrCFhi6Ksf+7xlcb++iEanm7YTgR4YAzmodHsZgkTGzf1/yktiTWbcKZ8JHzDmx3IkJ+7iPRwpM9GuqhfO1xZq0w6gMGPEeMFPIy4Y9SyMNvSMQjKi7j1w/bdVRFgJjOcGt+JWI6jqIjIr5kiEcWPLDjtN87Mgu02URvzfj8XcgDs8mljf2W8/4xPmdjyuFCBcrXlsN49ngls9lgNYy4LWrDS+P9ul6g610kGaKQULiunoO0tJWvEd5vH07Cum3WhxkM+2t6NniOcKOXUJ+acWQ+t6qErzM6iFtRFEVRlKRDBYqiKIqiKEmHChRFURRFUZIOFSiKoij/C5oGoSiHBRUoiqIoiqIkHSpQFEVRFEVJOnSYsaIoinIM8WWrYCvHKipQDhl2vCxAvFSaM8Of+159tRBvuiqZ95friFi2lHjm6StsLvXs8wPxAkRA47KGhrdtb26JxIJuXnn8eK2ShiaZns6KoiQbth1zp++Iv+AU6DWdcvoyXzG3jXBL6Esbx5MyuvOnu1VsBTOhzbMTG1Fg/5k8E99q3Do2PSWIvV/xS+VwoQLlkNJwUiorFoPp80llRf7xx6yYlIHmKoaWK0QiMUdCRCM8E6cpwsLwJreInxC2W1Z7//0Z+5VzPtAxKYqiJClckdZ22kmLOmwxy5mzTKpX+/30mlOf1qY21c9TS1Bb6vPT+6ZPavVyWxvyGfK6zIxsN13P2UicvyzeoUw8jsSFD1R0UtvTI4UKlEPG/srcRydWNBrlmf5kFuOYZcDvC6K2Lox95eWoo/u09HRk0i0UTKGTMMLTHZOoqZ9107bt/csve88N48CHcoB1FEVRkov6jp3FwsKbhJDER1V1LaprKlBbWyvOSEHzPFrGj5A/SMLEBPXvUF5RjdQgTzVA7avfSOgi7o/3rh2v/eu9/nk0dky003ekUIFySEms8eyEd0yfO3ML9QAqqmrwwZSpmDBxIjZu2kQnXR2ys3MwoG9fjD7lJBw/cjhCgUBCWOjg9yx2aJNTRiT2Ag4wp4SiKMpRw3BC1hyOMbmtBKrrIvh45nRMmfoRFi9aTCKlFqG0NAzs1wdnjD4RJxxHbWVKKnbu3IN/Pf0sykv34Cc/uA4dO7bBF880xq61kdAUJsyVfNCzqKpIORKoQDmE1E+97r3i2pV0X10Txp8feAj/eeEF1NWG0bygOdLT0rF67Tp8unAh3nz7Ldx79104c8zpSA346Dy1nXwUd64buU9ULIlpJ4nhH3dmTm9enIZGZ/0cOonoaaYohxA9ob4CTg8rQuqkoroO4yZMxq133IGy8grk5OaSc9IcW7Zux6LPFuGjDz/EL2/4CS644EJU10bwyaeLULp7B35w3bXiwJgJeXfxjluDP4rp7bFek7g5e4lRetswGrSVRv1hYv+On3I4UIFyCDEM10J0hQQLCnZQKqvq8PiTz9Dt3+jaoxtuu/X3GD5sKFJTAti9qxRvvfUO/vrXB3Hjzb9DenYuTjp+GM8T7IR3yObkfBVvezESPAEKHUHEC0WEKOZqWa4zQi+EIxGJwfp9PidXjN6HO72yybMY8zZkOxSCogU4tpsS9NWHk1whxPcHDCEpilJPvA9gNEqU/xIW6NcEb8LEL3fN5vbGCddE6Tbxgym44+57kJGRhRtvvBEXXXgBPU5DeWUVXnnldfznqcdx6623IiMzCz36DGSbOh4W4vYyHIk6W7US2kvv+NikMR1Hm8NGAX9A2mgZqEBtLreJ0rWj5aIW57/4pI3l1/z0Xh2vE/A7czlTGyszWmszedhQgXJY8ASKQT9yG2vWb8CLL71KPYF8PPTA/ejdqzuJBVMSvgrzc3Dt1VfJSXPbHffgtdffxMD+/VBTuQ+vvPQyBgwaKLkrM2fOwJbNW9Crd2+cevrp6N6lA4J+58SMkViZMWMWPvzoI5SWliIvPx9nnX0WbacvguTGbNtejHHjxqFd+w50cgUxadIHJJqq0advP5w6+lR06dAC/gRBosJEUZQjh/jOIlL27duLCRMmUftUhV/84he45BISJ6kp1D7ZyEhLxZXfvgRtCnLw2afz0aF9u4SkV8MJpfMTEinr12+iUPoErFyxCj4SEr379MYYcqcLCwvoomeKkFy9bhPeJud6585dSAkFMPK443DCCaOQk5PFG0FZZSVtYzLmz5+H2ppqdOncGWPPOhM9uneVXEHLG5mp7eVhQwXKIaVRr4lVeCSGRYuWYlfpXhx33EgM6NPLyUA3nSAMux0x08KYM8bgn4/9C4uWLhcrM1xbjj/95UH0JbFSQT0HPok44fadCe9jwgdT8cD996Jnt07gZPeXqFdx7z33yQnjDwZRU1uDqR9Px69/fSPOOO0UbN62HY8/9W+K2aaIBVq8fbck6r5LNupnS1bgoT/dgcy0YMNPoiedoihHANuNq7B7sm1bMVauXIWCwkKMPuVkpJNwCPDIRmozU6itDKWFcPaY0Tjr9JOprUvFxm0lcLwPEiiGI3SWLltBbd9NWEHbYZeDhyq/M34CJn84Fb///S3o1rUrduzYjdvvuhezZs1EZkYmYrEIhZUm4bLLLpVlinfswD/++Tief+ElZGZm0P4tvD9pMmbOmIGH/vYgWrdqKSIlyDmDymFDK8keNmyxENki3LxlK6qqqzFy5EgESJgESZAEDAtWuEbG7vOPv22bQlL3RSjZU0rKvRphcilT6cRZtnwVTj7lNLz17tt45fVXcfKpp2PRkmV46t//IcuzGtNnzsZdd9+LDp274LEnnsSkyRPxz0cfoR5IDR594ilspH3zML0Ynbxbt+/EmLPOwXsT3sXf//kImhe2xNRp02kfy51hfAmhKdv+5tnTiqIceZxsOVPCJduLi1EXDqN923YoKmhOIRgffHYUATsCHlAcNOhGbWhaakDy9LijRw2odAa5xdpTuo+Exz1YtWYtrvzO1Xjjrf/i9Tf+S23oqZg5azb+/MCDtBUbq9aux6cLF+GMM8/GhEkT8Pqbb+LcCy7CoCFDpfTD6/99G8889zxOo47ja6+9ig+mfoCbb/kd5s7/FI889gRrE/hJnMgoTeWwoQ7KYcG5uKempaCOugXRSNitnUYKP0ruiY96C1E64QIUnomGneHIMT7pUqTgULiuBjmZaRJL7dGzJ378ox+gsEUzMl5s/PrGX2Dt+o2Yv3AxthaXYPqsedhXUYkBg4eSqIlS74F6DRRX7dK1GxYvWUS3JWjTug3sqA99evXH9T/4HnJzc9ChbSsKG83Cy6++Sb0Wcmx6d0coFDrgJzISEsJsKTJXR+1JWOxS0zblpAc1HjHjyI4UMmxfvPiSk7tmuUdZD1dQsA/JIUXdrQVov0EnT4c+OTecpsXHwSE365uYevCNxHYvigbng9G5GeVfA+eM0XnAr/ks64g7kfUlCWxxE7gH2jiVc/8z5KvBv3VurwzLcEMd1KZxkqrhR4ScCz/tybQiB3U6sJMsx0rbi9RFJN/D5HwQy/kA/L5PBg5w/RMfoiRijGCarGu6Cav87+p1G7Bw0TIMHDQYv/7VDRQWypB6Kb+96UZyjrdhztx52LSlWMI+7Dhv3LAJ8z/5DL0o7P6HP95C+wygoqKc2sa5nHWCk088EcXFO7GDwuTt2nZEixYtKUT+voTlO3bogNSUIJTDhwqUQ0highw3D05yq4m2bdvK8OEVK5bR08voGmqRmCAnJUgXNJ8psdeKsgps27oFWenpaJ6Xhwi5K+xqtG3XDrk5mQjSxuvIhmyWly3251o6EUtKy7Fh8zYSOql4+eXX8F9S/XwQXAwuwg0knch795RRT6Qt7JgfuZn5SKfjSDW5SBxQkJ9LDUGQBFGkwecwTbPJD2eIs8INcIAuyVUkmEh41fnhj2aKeLL9UWpEjtxPyhksaCJCQs7n84vwi9mx+oqSLqaz8P++PyMKm3tstp8azjT5ng2jju6pJ2dT+CxKThX19iw36U+z+7++2BaLEZas1LuP0e8vQuccNafVRgjp9DsMxWrpV0AXUrPh72D/X8SBioF9NWLihFoU2nCTRm3LHani7ceU6quHZF/8G6dN+sT94IxS+sSWiVq61fjTECKxZtTVwj6Yz2c5yxQ2K6B2KhPbNm/B3t0lSG3RnLYbIFeDw+FON4Sdaf6cIT+1AIYhFzGTQkCc6Lp7zz7J2evYoTNSKNzNTjWLx6JmuWjduiWF0Jdh565dGDxoAK65+jt46eVX8atf3YTU1DSccMLx+MX//ZickRCF1Hcj4Avg/nsfcEUmf48xauciJHpSsItCRJ07dqQOZow6hIfm+1T2RwXKYcPpXnFRw359+5DoyKUY5iQs+/4V6NG1i8RPeTQNZ3VV1dRg0oQp2LZlG84aew6aNWtOjzfCpItuOQmXOor3cBKr32+ikp5XlJdT7NOPNFLv2RnpdJJE8P3vfw9Dhw6RPfMJU0sujI8aiE4d22Bn8W45kdkudcrvO2PrnF7Pl2wc3SF7JjkIAWQhO6WDhKOiRhUkqZ1LVh8xC8GQxihC/1lharCCAfrMbm/OdVSc+PShqVnAAgVyS6PGMtVNyyMnyaJG2KZYub8ZsnxFCa6O8nWF3VDnL8xuoik9byu3GWItWqE6XIvqSA2diCaiPuMLzwbjEAlZESe0qerKSqRTu8AdHJ/fdDoXsoRXnMyH//l8sCGf29mOI06k3HyUC1SmoIoFUl4BYqkZB/f5eF1arEP7NmjXvj1mUTiGw88XnH8uCQVTRE6IBEN5eQWmffwxJlJY5sorr0ZRizbSOeKhxeyKpIWoo0CCsXRvKTnQMRnBw3vnGlTVdOMROGlpqSRCTPyInGnOC5w5axY5JnMwZcqHIpR+/7ubkEJuciDkx5333Ymc7Cxpf7lDxu5OkL7TPn16uaHwxKHMyqFGBcohx700ugLAilmS9X3xRefjn488jp//6re4/dY/YuDAvqT4KTgQrcG770zCAw/+TUI8l150AfJzs1G8zSfrLl+xErNnz8XoE49HTU2YTs4Z2LxpM/UABqFNiwIMHdgf/33tNaxdvQrfufIy5FD4ppZ6LU//50UZwdO9awc4Rd+i7nw/htujMiSGe9CCwnAu9ZCmgH2LEJpntccFp1+HqE1uDwd5aJGgEYRxhFKbnMx9H30nH8kop5/edLP0HOONsfuxrEMkmCR8Iz2pkIR4uNdo0Wf3G+za0Oe2M6nHlktHlAbla4wzdZYT7KTfW4yHqjZvhn7XXglcci5dqyMwJHeSh69+gZMm5+Ihctvo4lqydy8e/stf8KOf/hRFrVtJr78+d98T6ocmDCsXZnY+zBhbGG6DR5+FDFn+TsKZKYjk5SBofvG+TNcd4fbr3HPOxqcLP8WDD/1dRimOHXsmhVL8qKyJYPzED/HQP/6GkpLdGH3q2SgsaifuKYsxTqRt17YlhbRbYN7cORK6GTlymHzsKR9Nx+KlHO5uhbatWpJDsxnTp8/CccePxMkn/4ra2fX4vxt+jk8WzENhQR569OiKTxcvxKZtm3DiyZeLOKqurMBf7v8LThg5HCkpIdKfPqdDpOLksKEC5RBiJhRoYyzXdkyhnv3Pf/5jlJWV4ZXXX8Oll1+JDm3bo7CwBTZt3EgxzmKpiXL7bX/EqFFD6SJLTRaP7afuUDhq4ee/vBF9undBFZ0gHGPNzMrHdVdfiYK8LJx1+qmYTM7MhPfewXI6Abt264btO3di0ZJFOPGEUTj9lFHOID4RKBG3dL7hTjMRc15zo9JfhG3Uly3ykUtg+DKQ4wvKSCJujLkGgU8Ez5GB+03ksCLVakFdpBxkmm3IRQnK30H6rfHaS4fK0XET8sgtAbskLH0MioVTi2yT32/YFPYxU6BJKF9zDNd5dM8l9tE45yKQnw8zP4/ei6HOioiD6bcb2f/2geZ2OQRXObqY19Lvf0dmBqqas5vTgqIj/oTwjsvBne5fvDv3s3HY05Y+CQl1t5gJd2NYvEFqNn3RlpyuhnRwyJ04e+wYVFZX4d77/4ybfnszCZK/o1WrFti1aw82UnvZvFkefn3TTRhz1unYvXMPtbFRty2LoVP7dvjpD7+PP95+O773ve+jZ+/ekuO3YP58tG7ZAj//v5/JsOVxb0/DnXfdRW5KFoaPGIldu3djw/q1OOWkk6gN8eNHP7wO8xbOx9333I3JkycjNysbK5cuxY5t2yi05MNpo0922k1DwzuHExUoh5zEocY++rGb0h5kZ6Th5pt/id79emPS+5OxfdsObNiwjuzDbBw34jyccfopGE1iIiVErkoshpgUXDPFKelPduJHUyaRQCnHwH79cOFl38IJxw+XRLLc7AzcctONaNeuDWbNmYfly5cijfb1veuuxUUXnI8O7dpidd06DBjQB93JyWHxE6Vt8yG2ohN22NBBaFlUuH+lWjQ11NhLuXOEiskihdwEv+HMvmxL8bdDG1P/PPjCYPPQQ38mfRfpCPrSJWHXZ5hoWNH3EGMY8cRczsmx2T3xc20Ff+Icj8rXGdMJlXJ6eJDDPZwcajtFGrnXT1LdOacamYlNhzu+2vnSeK0YJ6uTUKrlowqGYJFYgRmfW93dPxy3A42P66scgCmJwVHT82ZMqVfiM50tBmSm9vrwh1cA8kCfRYqo0Xqc43HppRciIzsTU6d+jBXkIm/fXkxiIh3nU8jnvHPPxsjjhkkoO0ihmm5dO6KoIAd52WnS/pxDAocF5JvvjpOSDbztU087FRecOxZnnj6aOox+XHDeOaRnonj3vfFYtWKZtLUXXnAerrv2anFFOndsj/vvuxfPvPAcvb8Ku7ZvRQtqJ6/81qX4/nevkTCRT9rMQ6T2lCahsKGOJz302AmP6psHdkNrKWzD80rspt5AbXUtMilW3IxCOpmZFBagnoBc+0w/5n2yGGefdzHGnns+/nTfHagp34e6qgpaLhu5Bc3o5LKRGnB6XnzS10Uj1MMoRVlFOVJSU1HYoojirQHJpOfRQBUVVRSPNZFF+2OREqP1K2rqUF0bRlZ6CvUqnBE8B64k64V4Ej+b7VSN5FaYb4bTmzpS8J4itP+pU6di4oSJuO/eu6XX6jlZ5ldqdb/sEST6M+7f45BlFSjJioRME0Mm7pAeyzPunLLS+/8GjUOnXxs7g7GYgR07duKPf7wdt9zyW3Rs37aJ8EN9DlrDw/oKR8VmCQsUd5Qcewl+O67dRQdJGMh3MB/acv91/B42YvhWQ23Urt2lqKmtoxB4KrKz05GengrOSzXhVICtqqykzx5GdlaGhHtId1C7AOwtr8LuPXvl07Vs0RyZJHxYwPBxskMdDoexq2Qvysor4SenqaiwQLbt6iuE6eDLq6pRsrsEkbowhd5zJZeQy0JwPp+EzHm0kU9dlMOFOiiHhcSs/fqeC99C3OPPSEVGSgupHutzM+G5IZOSy/Sj56RXLj/Pv3semZIS8iO/VRGd8M2cEUJ8UrA4sZz8Ed4Dx0Nb0zKt7UJnWC3vj8IRPMKEewz+3Ez3wukcD5d0ziKnJTUtjdb9IufExXaz9WG7/8XfEFvbedhw/orDiRXfe/z6IPeW2x7GJAjE7N/8fmVZ7oxlTgiLGWiYc+MN7lSJ8vXGqP/Xdi7QMdOMp3rI+W47Q5DRWOfvx1f7Me7vb1J7wmOHeCSbjGazUJ8D7zyw3d/voTE5DffXb4t75LedfAxvML74qnKiHcwFvP779JLcebuBtBAy27WQMDKLEZ+Meow585TxGU4Lc6fLMDi8aklYncvX8+QdHAJvlpslx8SdLp+7TTcALwm0rVsWoaAg5o5cpGOWN2OyPAWL0Yw7kJxwHHNCUJwIHAgF5W/OeS96mh9eVKAcEepbA+5VxEjihwLOOHy2Is3EqBCc8f5WlJyNzAwRKJylLhkXhpOdJyeLnPReD87tyVNoyJA5dyAXUNMt/iEnp9sweQ2AZTutKIuipi6n+4kU22i0P2/CLcMdCeSms8N/xPwDPoKYcxBup9BI8DAQD7ccWkfDTrhJoMtxkTwMdU++ERj1rgkadULkzJBrlxUX9J+zIRyyQxIng/OiYjLazLl3smQc7PgZcijwKsDy1nzSM3B6WlEWa+5ugobxJXaXeKyWdMAsCRv7pSMn/SPbGUbtjOtx2zfLy4HxiSizLce6CXCtE8MVY9zOmoa8Jy6xZYmLEqN9yJBst/PGAsc0pC6tRPF4sldDhJ+bycNDyylEbnp1WjRD9rCiAuWIYbu9AlMqu3qigU8IeD9023ROQHrckWKg/3riUeQ1K5SqiXFfgv4JcE9NQkGcr+Kc0D6Z8MqSk9DBzZFw+/e2042It5W8nMx/YTmNmJx8PNTP/JwROPEYu5EgdQy3obLqUzMOTffsoDDd0RSGYcd7XfGji3cf92+Uv1K74nxJcBwj+facFgtGvBF0HBS1fL/u2HKuxp84d0a9D2B4F1DDfxBnw6ETDIb8Hjn84Jebs2WvM+MuZxwqlzPmnm/OdxHXYvG8FwMHP29g4w6R436aJuIdIKfTYUsysB3vEJlSxE2aN8tpv5x7JwRjuBO22u65azoNg9QpkjbYdGacd8I19Lo7caDhdjx83nF5kwK6HRDep+2GeJTDhwqUw06CYDDceKz3quEMhY1fLOUK75OTI5finSceP7x+M2KfBuLtjDeFuM+Nf0reCM87ASMehkjcu11/CPHjkQag0VF+8ccwXQFgNHrzKJ2oXJ/A5gJtXM/VaVBM23Z7Yo5kOWSdHE8hSoPvq3/Nbvye8nXH9DSvm93JvzHvLy+/N9OIn4tHqo/NroUMqXcS2Zz+hFkvmerbhEPl8vniPoa0a24T4GazyfMvW2YpLvHINWl43jZoydwOCOpVYbyDANSnhNS3SU21AV4bGh+IYzstBvUg61dvogS1tLnx8/1I/XW/mahAOSIYTT6Uk8NoalGjqUXxea2d0fSGDvDswK99LsZ+D5p684jy+Z/SSDChj9RBaIP1jeLAp/bR5Qjt32jiC/jfvocDfaEHeNFIvP9qH7phs3aA7X/+msphQv0pRVEURVGSDhUoiqIoiqIkHSpQFEVRFEVJOlSgKIqiKIqSdKhAURRFURQl6VCBoiiKoihK0qECRVEURVGUpEMFiqIoiqIoSYcKFEVRFEVRkg4VKIqiKIqiJB0qUBRFURRFSTpUoCiKoiiKknSoQFEURVEUJelQgaIoiqIoStKhAkVRFEVRlKRDBYqiKIqiKEmHChRFURRFUZIOFSiKoiiKoiQdKlAURVEURUk6VKAoiqIoipJ0qEBRFEVRFCXpUIGiKIqiKErSoQJFURRFUZSkQwWKoiiKoihJhwoURVEURVGSDhUoiqIoiqIkHSpQFEVRFEVJOlSgKIqiKIqSdKhAURRFURQl6VCBoiiKoihK0qECRVEURVGUpEMFiqIoiqIoSYcKFEVRFEVRkg4VKIqiKIqiJB0qUBRFURRFSTr8UBQlebHde8N2n/DNcG62Ub+cgSTAqn/IxyaH6h4Y3Vl2wtP454KiKEqTqIOiKMcEja/oNpIaT0t9wSKKoigHQh0URTkmYGFi45gxHhodoBy3YcXfsA+0oKIoiosKFEVJdgznH1tuCS87miWJrvH1hqxIKcOVVYbzCuQTeO8zKk4URTkwKlAUJVmxbVd/GLDosZPh4VzUTcN5P37tN47kxb6BTKLDaOK5YSQc1oHiPUmlrhRFSTJUoChKkiKXdTtG//rA/3KSaTgSlgdBvw9BnylOhWEc6VSy/cVGNBpzjsO2ELNiiIpGMREI+EWkiP9j1K9rGG6ir6IoygHQJFlFSVKc67nthEvo/+qaWrz77ng8/cx/sGXLVnFVIpHIEU42tRvdII6JTcLE5yOnh8TTihWr8fDDj2LW3PmIxsj5sSy5qRxRFOXLoAJFUZIUO/6f455UVNXgldffwDPPPofinTvkHdM0jvqFn90QdktiMUe0LFq8GA//81F88skiCUvJ8GJparwjNQ5mkI+iKN9wNMSjKEkKSw/TpAu/DXFLWAjwc8M03NAOPZcwz/7BkoZ5Ie72GuWpfPVlEscSuVkyJFBMWtcC35vkmNA7fKy0CB+zLGfbDUbvuP4LvoiDOaaDWU9RlGMLFSiKkqTIZdg2JCHWB6+4mQ8xi3NS/BI2MeXFGAkYFi4mhVQsCvtEsW7jZqxZvQ41tXXIyctHv949UJCfDT9pBcsysHLNeuytqELrdq2xYf1aFG/ZhpysbPTs1RNtWhWBNUWMrI/acBRLlq3Cxo0bEQwE0JveT8tIx9o1q9GmdSt0at9aZAo7OfyABRP9w1oEPnZW6Gk0xtsChaW2U/hnOYWqqpGRlYe+tK1WRXmw6DMsWboUtTU16Nu7NzLS0mV7u0r2YNnKlcjPy0XPbt3lNRYnG9avx7biYvTo0Qu5eXmoqqrFurXrsX7DJnFrunbtgk4d2yAjPQU27XjDxk3YsbsUHTt0oDAUULy9GEVFzVFU0NwpeWckCjwVNYqSLKhAUZQkxpbEUxs+0xCHImaRO2EEyKnw0Wv8XpjzUmUAbzQWxZ595Xhv/Pv493+ew7btO+mCHBB3Y/jgAfjJD6/BoIF9EY3YeOrpl/DRrLkYOKw/Zs/6GNWl5bQ9P/r174u/3H8XWrcoQEVlFZ585gU8/dxLqK6uRVZaCtq0bIneA4di8vuTcPUVl+Gn11+LgM9JgLV55A4fI4sqfwCxSETEUnVNGB99PA9/+9s/SChskyTagD+NxE0H/PbXP0Ovfj3w8ptvYeoHU3Df3Xdj1MiR9OlMPPvya3j62WfRtXNHPPz3h9CMxEhFeQXuuf8v2LBhA+66909oGQWe/NczmDh+EqpJqPD3lZOdjcsuuQDXXPUtpKcH8czzr2DSBx/h4osvwbJli7B9y2b88hc/w+hTTkSQFJvPbjQuSZ0XRUkKVKAoyjGFF9AhoUL3fCE34jkdJubMXYB/PvqYOB8XnH8eWpPLsWTxYhIUU8hNqcID99+N3Jx87CurwGa6UEdRhzGnn4b89CxMmvwhps2chXfHTcT3r70K8z/5FA/9/e9Iy8zBd668HJ3bt8PcObPw2muvoba2GpVVVbJXFkiGaTQ4Qr7xSB5f0I8l8xfizjvvRFVlNc6/cCzakGuzdNEKEhXv4777/owH/vEA+vbtj2eeeRYLPlmM4UOPQ3W0FvPmLURJSSlqqmqwaXMxCY88rFmzAZ8uXIQ+tHyzZoV47fU38dxzL2Jgv74Yc+ZZIshefOFFPPXUUyRs2pIIOQnlFZXYTmLt2eeeR252KoYNHYyC5s3cYdqGW69FM2IUJdlQgaIoSYvh/ptY5CwxvdQRKlIJjf4vI9Hx8mtvoIyEwC23/BYXnX8uQn4famqq8DNyTWbMmokPp83E+eedB9vnRzAlBd++/Fv48Q+uQTBmo3uP3vjRL36NBZ8uomXOxev//a+4MldffRVu+MmPaFsmLjj3TGy69if4dMF8xzWx2TWprxDrEaHt+Wj7YVIp742bgE2bNuG+e+7G5VdcgJRQkNwV4LbsXDxHYmLaRzNx3KgRFHJpjdmzF+DKy6uxZdtmLFuxCgMHDcOypUvw/uSP0K1rN0yZOgM7du3Fr888m0RWJcaTc5KekYOrv/MddOjQnkI8BqxoBH/58/14i1yZwYMHyUgiDjuNPH4kbr7xZ2hJ7pCfD5ecHE6WMXyJYwW0NouiJAsqUBQlyfFSUev/teNVZdk1MWQiPgOVNXXkNGxFbm4ehg4dhJQUei9mITM1hFEnnIgpH8/E8tVrcAFdrGP0eiAYQJ9ePShEY0huSmFhAXJy81Gyrwx1kTCKd+6SnJITThhJy/pAKyE1NYChQ4aQuzGHru0xuZmc2NH4mCn8FInGUF5ZifUbNyAtNQUjjxsu9VtM21lnzOkn4dU33sTKVWtwyWUXok+fvvhkwWdYsnQ1Vq9ZQ6GoGC656CLSERZmzpyLs8aMpf1+ivy8ZhhCwmPdhk3YuWs3ystrcP+f7qNvgnNxfDL0Ohatw7ZtWygkVE7hJD9Sgik4cdQJaN2yQI5PDB9O7DUbixNFUZIFFSiKkrTYMhpGnIqYFS92z4miMXojYjnDd21eiC60tpvxaRtcHyUmS/OF2MldiUkYxu8Pwg1skItg0sWbHZiYJOD63JHAzuggP4VLHOFRSSKD9+nuRkI7Pnk/IMuIYLLFjHBGG8mhe/eWHJ8z8sdyj1U+kAgPFiEpwaAMQh59ysmYRUJk+szZWL16Fbp07oS+fXph3fp1eO2Vt8hdmY8N6zehX78ByMvPxcYtmyRxNj8vH2PGnIqMtKAIFPmWyKIpaJ6HrKwMGVUUIGGUlhISIcZH4pOMXvVKFCWZ0TooipKssLAg18IpHe/4JZbtVGyti0RRSwqFc03kni70oZRUtGvfDnt278bsWbNldAsHX0pKyzBzxgy5OPfu3pU2RcsGfPD7bEm0ZQHkY80gIY8YgiQ60kJ+9OrRQ5JcX3r5NezaVYq6ujoZKfPBBx84I4g4cdd0K8LatogXi0M7tL5BwiRAzzPTM9C5U3tE6yL4eNrHtL2wLF9VXYsJEyeLVunWpQP1lGwMHzIQ7dq2wYQJ47FgwTz0I3HSsX1LnHziSNSFa/DC88+hnNyd4UMHIzMthEISIEXN8uCjz8Pi5sc/vh4/+9mPMHbsWRTu6YATTxiF3Ows+byGwSOeLNmfX+q2OMJN0KIsipKUqIOiKMmKWy6eL6MxtxIr9yh2l+zGU//6F8a//SZ4PA+/YwYCOO20U3HWmWdgxbIleOrJJ7Bp00a0bFGE5UuXYfqMjzFs8ECMGD6ALtC0DoVAouE6ydeQXgoJjABZKAGT3JlIrQwRvuSiCzFp8lRM/fAj/LysAq2LCrCZ3IyUlBQEaH+27Y7eiVeJNURIiaAioeMjkRIi5XPhuedgxtRZeOyxx7F16wZ06NQBiz5bhkmTPkSPHp0xbMgApAYMtG1ZiP59euLlV9+UkNLIEUOQQq937dIJXTt2wJJFy0iwtKNQzQgSF1ERL2eefjIeefRp/OX+v+CUU04ikZaBD6dOxarli/GjH35X8mdgR+mwoo5TlDBhYT3qoyhKMqICRVGSGB8XYrOiTiiFLvhZWVnIIldg5cpVWE1hjCCpizrLluUGDhyA008/VZZ/4YUXMXHiREQlouLD6JNPwveuuRwtC/IlFpOdnooWhQVIS0uli7ctboKf7IWiZrlolpslIZH27drhrjvvwOtvvYfNm7ZgzdoNGHXcSBjBTDzxxGMULgpIaIcFind8fBx+WrdNyyLkZKaKUOnTu7ck7T755L/wwYdTUTNhIn2yAAYNHoKf/eT76NC2Fe2b5xcySJQMw+w58yWRtSeJFxY4+TkZOP64YSgrKSVxchzat21Jzg+5QNR6XXTRWFRV1uHDDz/E008/JzGo1NRUnHnmmTjj9NNkeHZWVjoKC5ohPTVIUiSWUNW2UQE491+VK4qSHFDbZKu5qRyTSIky+uf9KVMxcdL7uO/euyk8wUNv+SLDwQ1nKK55kHUtZPyGnfjc8/4blZM/QnUyLNvJ7TAkjyNGYZwo1m3Zjj1l5ZIc6+f6KPQJI4ZTXbV923YkOppJWGbL1mKsWbMOldV1yMlvhr7dOyA3IxXBoDPqZ+OmYpSWlaFLt47IykyDn0RONS27ZMU6ZFD4pGPHdpKHUhM1UBMOYx+FVjglpXluPn5/+5/wDrk3d93+e1xywdkULjLjSacxy0BJyV5s3rgRrVoXoQW5IjKKhvpCGzdvxfKVXKitBjk5+RJCKmyeI66NOBymH2UVdVi1llyaUAq6dWpDTgr9JQ0/irfvxo7tu1BUUIA2bQppX3Xy94nG/HTcUaxdvxEbN2wmQWaJy9KlUzukpQYkBLV12w4Kc+2l19pTyCfNnVyRM4u9Cm1OGrLt/vGNQxT5bjTHc/xfd7Jn1Ish4wvWPtAyDeHCesXFxbj11ttJEN6C9u3buiE4JIwAO7htKUoyoA6KosC5aMi9+1wuWZaTmOpMdOeUmbclwbPhul9dr3z+ima8xKmPrRSkB4Lo3bVTwkHvvxl+GAr60aNTW7k13Ft9skXXLm3dTbgXSfpc6ekpGNy/p7uwgYrKajz34kvo3LU7ilqSyxHw479vv4O333kT7dq1wmAKzfgCPrcEv7M1kw61RUEeCaVcQEQiHbozphddO7REF7p5R+Pk9HoHL7VykZftx/BBfRM+lnNhb9+6hdzqSZF/Oa8mJTuIoQN6YsiAng2+B49OHdrKbf8vuOG3Y8THS+3fZ3N+H4lbtb/w7y4ymR0sidU5gjlsOdsxTa4fExYx7fOF9tt200kxKiyUbxYqUBQFzvwydqMerRRxtZwhsyxSJITBF9KjeJ0wDvjkc5aDO+Nw/TNnGaOhMyTl6VmE8YgderxjRzGefe5ZlJdXIDs3j9wJG6WlpcjKyMbV37kSrVu2dubdsWNSMG7/iyz2e17//TauN3KgYvPGQX7CQ/lnsZrYqnfMDV9tQCMzOp6IK6V+Y/KaT1w9cjvCXE2XAk7RsCtQFEVpjAoURYGMj6F/o/HaIlI6nofz0i0ciWDdhg0oatYMLel2aOYPNr6S9fK/l2E3PmfbbjIuOyIkPAopnHLHrbfik88+w+YtW+l7CKNd+/YYc8ZZ6N6tC/x+o2lZkRA2SXzRMBKXS143gP7q7gN3kkM59kZ2lRer+RwM2xG+LE5Y3HLtmZ27SlFRVUvhlzZcVoaclAAURWkaFSiKAknGcnMQTJmRlwUKD+XdVrwLr/33Tbz8+hu44Uc/xLXfvkgmzTsgdvyfL94njhZNOxfOaOGoiBSfj0I+Gek47bRTcBon3hqGTETIIiMSjpI4MZ3Qhe0IGnu/7R4olyO5wxSO7vi84zbiSx5sOq2T8wLJ5Xn62Rcx4f2p+OEPf4jRo0ehID8LGrpRlKZRgaIoAgmTqDMTL8++W15ZjfcmTsELL7+KOQs+odcDqI4YiNgmzMQLSlNaxP7iCw5f0n1ufgvja6Ia66GkKefFKb5mSW6N4dStl3uuvCrhH9OQe0sKw3F9FFNMA9PvFD4z3DotptE4vAPXeHBmH2Ysd6TPMYHhk88lcxxJfRdDSvonfkbJTvqCPzP/ZW3LdoeKGwhTc7u3Joolqzbgl7+9DcOHDcYPvnslRo8agtSUkCP03P0piqICRVEEHgEBI4AwuQOzZs+XGXwnT50u1Vp9/gzUhiPYtm035n+yUGbA9fiqY+C4MBkXEMvIyECnTp3cRNMjVzeRL4RcEp4vntFoGMFg0Jk12eePX4edfGDbqUbrzVcjxVh88Ut1A9GR8GU4eSy2VIsVseOJFePgMkyOGrbzMSLhGFatWiXF6QzHK2pAzPhin4xDhVFwETxLvufqmhi2FO9BzJ+COsuHj2bOw2eLP8PFY47H9677Lnr06CHCKBDwH6mBYoqS1KhAURRwD9+WaqN80Zk3fwHmzp2DKF3AOS2WJ8Pz04V45cqVSDWrpOrq5/HFOSq2BJLYQWFx0qZNG4RCRz5Rki+asZiTY8El533iijjH5x1n05/Ee99xTjxdEg/0GM4QaZ4fKEx2FCfesitgmH53jK27vOuyJBXu8ewrK8N8+h3s3LkLXp5rwkKImV8c4pFRPJIoK4PdUVNnY0fxdtlWFI5zVVlZhY8++gj9+/VFly5d4kLOUIWiKCpQFIXhZEaOVBimhWuuvRKdunbGQ/98DKvXbaTuclQKrpx80nG4/urLZBhvg3XxFXDnqJHRNY1DLUcEA1UUxpowcSIqKipw1VVXuZP+NR7i2tRjJ1enfkuJW3Xm3OFqNCx6XnzhRXFhzhk7ViYjdBNdmqqTlhzI38JGs2b5uPbaq0WwyH+N/y4Hcezu7EPiv7BYqaiqw933PYTPFi6RbygjNYS+vXrg1z/5LkYMH+YWu1NxoigeKlAUBRy1MKS4G49MycvLwllnn44evbrjvXGT8Mobb2DTpq10skTF9UgMxDQYmPKlMGSsiOkO6z1SeIN7+bavvBzPv/AStm/fgSuuuMq9MNqfs+YXHae7vjukmeumPPvc8xQmqcWwocNcgVK/nB2fthBouojY5xUW+7z3/jdMHnJuODEcTzg23o95kLv2yRBjx34J8HBsK4IUfwx9+vbFpZdehNEnjUTbombxvBMWKRzm4Wq8ivJNRwWKosALy/hkIjlOuuA0k24d26Hd967GqGEDMX78BAzs1ZVCPc4Mwf/7Do14/sah7TU7uR9RHsNq8AzHzogkrhjGpTj4UhnwWU6YymeizkhB2JeO2ih5H7UxEmpO4IJnOeYcGb44R6NR2pRPaqPELKeWBx+66eOhsxGI2KJtc+l7vrcsQ2YIoi8LtTbJOtuZkNCyYohJ0i03PDEJocEM0vcZkwJvMQ4HGX5JMnZCQjFxtsIyqsYnB29ykq6PxUlEPq1l8baD8jeRunb/4/co+TK2ES+S5zMPIBSMg5VGhiTd8hEHgwH069MF/3f9NbjsW5fJPEn8Gwj4PefKQfKAFEVRgaIojGE0vBB5eSapoQAGD+iHgf360AXYf0hHongX00MpThLhHJC6cAwlJaXYsHY9SveVoXXrlujSsTVys9MRjpCYMVkq+GV24eXrVqN49y60bFmEPt270QXVj2DAKV+/r7QMGzZvwUa6Nc9vjp49uiA7Jw2BgE92GyEBVFNdh88WLcW+vfuQk5eHXn37kDih7ZOAsDkBOWohSt9zTV0Ym9atxM6t20ltpKBbz85o0aIZ2JfYVbIXJTt3i9tSWJAtQidM29+4YRMidVF0aNcWKUHOaYnRMdeQ+7MLaanZaMvz8xyi7/GQJiu7Q4z5yEKhIC6+8HxxZfzuSKn6irQa1lGUxqhAUZQD4A0B5osJcyRH2Xx56kMwjpPAw6ZjmD17Lu6++z6sXLFKCoUF6SI5cvhA3HnbH6lLn07uiC3i5MZf3YR5s6ejMlwr7smYM07HvXfehtycXCxdthp/uO12LPxsEfzBEGpqSSh0bIMbb/w/nHP2GLm07iQR9Ovf3IKPp8+QEAXPpTPqpNNQWR2V4cl1USdpdNWajXjwoX/go8kTEKurA9egzW+ej7PPORs33XQTPlu2Br/59W9luzf/5ufISE/B5q3bcO11P0IpiReeb2ns2WfQH8PCm++8gfvuux/fvfb7uOHHP0RaWgqSHRa43qgmzTVRlM9HBYqiHIDEpEXLTWhNXpGyf35IbW0EE8ZPxMqVq3H5FZdj+PDjMH3GDKxbtRw7yKVo2T6bojABGUmyk5yT639yPbkVFl556WVMnfoR5i5YiNGjT8ZHM2Zh+46duOjSSzHqxJMwY+Z8vPn2f/GPR57EKaNPIUETwKNP/AvTps9E5y5dcMklFyMSDuPdcR9gd0kJWhbkScimLmLhrw8+hMkffIgRg4aICNm5ey/enTABz7/4Gjp16yPJooUtW2PGrLn03h6kZbTB0qWrsI2cEi4Q98nCxXRMp4qDsvCzZUhPz8LgoUMR4GHSxwD8W2LByyLOe64oStOoQFGUz8G7gHjJrMk5ykJKgsWfyfxBPHSYLoK1tXUyhJmFQ78B/TF85DDyLGIoyM3Blh2lUuI/JSWAu+74AwYN7E0hGa7MHsE/H3kEc+bPw2lnnopLL78Eg0g4tG7ThkRbAB269MK6jesxY/qH2LrNGTY76f3JSEtPw4MP/gV9+vRAmFyWkccfj/MvulwSjznxdOEnCzB71iz07tUTDz/8dxQV5JCzYmP48SPwwx/9FP99478YQmJj+PChePY//ya3ZS1atmqB99+fiqzsfGRlZmL2nPko2buXRFU5Fi1ejtZtO6A7haNMfzK7W/V4AleFiaJ8MSpQFOUAJHdIJ5GGo294dEwkGqXwSCpOP+M0zJo9B3ffew+5HI+jW48euP5730UhCRUuRBKzo8jKyUDPPt0RCpiSJNyte2dwyZLquipEyTmqrKnF2+++Q4JgKWqra0jeBFFSslPE2p49pYiSs1G+by+6d+mGfiROIpEo0tP8GDigFwqL8hGL1pKIiWDzxg2orizDiccfh7zsTJleIBgw0KNrJ/Tr2xOLFi1B5b4SDBvWF8/9J4Z58+aS+OiOhQsXYtDgQejbpw+eeOIJLPh0KcpIpOzYuQdnjBmDnNxcdygwkh5PmHhhQ0VRDsyx0gIrinJAjAY3Z7I/p1T9aArB/PvfT+FiCrvkFTTHzNmz8NMbbsDsuXOdZU0eMeNWizVkrAxSQgGp9cIT3HEF3d/cdDNeeeUVyU0ZMWIETqWwT35+rrzPpdyl4iwJmVAgCNIhSA35nSJsbK1YURnxY3MtGbe0WU1NjetG0fZJ/Pi4Bk00gpCPh+WG0b9PL3Tq1A7zFnyCie9PQXHxdow++SScfPLxEsqZ+uFUclU+IAGWgaGDhyAQMDXHVFG+hqhAUZSvBQ2v0D7qoXOIZ926dSgvL8dvf/dbPENhkx/96CfYV1aBGTPmIhxmgeFWgnVn5+VByTwaxo5xmXqgrKwcixcvQfv2HXHPXXfij3+4CddcdyWakdgxyGHiSQPz85uhqLAFFn72mVRframJyoid6bM+wc7dpeTm0LH5Q+jStSeFapph2oxZ2LBxK7k3JJD8AXw0bRYWLVyMbp06onVREXJzsnH8qBMojLQNT//nJeSQ2zJoYF+0bVuEPr2648MpH2D+3Hno3LEzupL7wk6McQRrySiKcmRQn1FRvhY0LHDGSZi7d+3EX//6ZyxbthKXfPtKtGzfAatXrwX7JDnZeVI5liu+GuKbuO4LiQYfT4hoOJMisiuSlZ6JnduK8fG02dhRXIJxU6Zg8ZIlskooJRXtO7SjUNIYPPXEU7j11ttx6aWXwCZb5c13x5NQCsEfTCXt40P3nj0wdPhITJo8Bb+/9S6ce86Z2FO2D+/+922Z++b8885HUfMC+MjBGUHLPf/KOKzbtA3nnTEKLVs2R0pqKjkmAzF92scysWNfclpysjLFgdn/O1AU5VhHBYqifG1wL9AkMnjuoBaFBTj7zNOxfcsW/PX++0iXBOAPBHDuWWeRGDgTdeSghMwIglL0zJYCas48OlxjzY+A6UN+dhb+78fX40/3/xn33XW75LZ07NoF/Xt2x6xZ02FQaCctJYAf/fBabN64Hh+Qu3HnnbdLZd7zLrhQEnL3lOym8BCQnpaC3//2F8jJTMGE997B7JlTZJLGtq3b4Cc/+SEuveRCZ9JCOoZB/fqgR6e2WLp0GU48bihy0lLl9WGD+qBVQa4MmR46pC/Sad9S51WTThXlawc5o+qNKscm/MPlue7enzIVEye9LzUygj5DytEbMrLFlDlPzG/gxcsbxspwiGft+o2orKxGm7ZtUFRUKEKAv799+8oQrqtD8+bNZLLAcF1EhEB5eYU4KBkZ6eSSBElk7MXqtWuk2mufvr0lhFRZWYnsrBwESX04FWNsbNq0Cdu3bUchba9jh/Yyzw+Lh+zs7Aa5vDt27MCWrdtkKHe7tm0pTJQvQ5F5HhxvTqLt27fLsvl5OZJUyjce7l1SUiL3ubm58boifH/sJDUfHljsFRcXi4t1yy23UFiubbyEvvOvOk3KsYU6KIryNcOr1+INi87MzET/fv1IzFnkjlhu+XbnYpWdlUEX92x5nZfl+XM4FyWPRIFpOPkp7FakZ6Zh8OBBTkIsIO+lp6a4c9XYkhTL7kr7Nq3RqX07pxAZLcfCwyt4xximU1OmZcuWaNGihfM8ZsmFVMrbG1w2P0oOjB8tWhaJIOIJCL2aNLYcW55syxMy2sdSlK8nmiSrKF9TGpTSNzmE405C587czIYDh2KisQiJhKiMqpFZnWnxaCRMPXJ2YWx5PxQMSEKsz2ciQOvYVlRqm/DcRJygyo+5Yqw8lwmLHVHCYoTXESFD9yxI+Dk7PPychQ4LE295qekihfGizuxIfrN+PiBZ1hElAQpVJRbQ0xCPonz9UAdFUb6GeBfteEl1nknXcGbq9QSE7c7U6ww1dvoq/BqXyfdRCMgS0WCRIPE5QQHbWdeKRug1vwwj5pAMb0vqevh4G24xO9cpMVynRibEs50JA3n7HBbi5Xgf4tTwkvQemyFOTonp7I8fm2bcEfJEiucSacl4Rfn6ogJFUb5meBftRGeBRUDA7wgISPjFrp8RMX59d5eXXBHbeVuEghVfjwm44oJhN8QwzPj6titiEt0OWTYulnzxY2T8pi++zoFzIxpW800UJCpOFOXriwoURfmaknjxtqXWqpn4ZuKSjda03ZfcrNb4so4ocbRJwrYbpIAY8dec1eyEXTV83NS28AWfQwWJonxzUIGiKN8AjHil2S9c8As5uJzU+tmV/6edKYryjUUFiqJ8Izh0YuDgTQwdXaMoyldHBYqifBM4hFrhYDd1cEJGXRRFUZpGBYqifBM4hDrg4Db1xSElTSdRFOXz0DooiqIoiqIkHSpQFEVRFEVJOlSgKIqiKIqSdKhAURRFURQl6VCBoiiKoihK0qECRVEURVGUpEMFiqIoiqIoSYcKFEVRFEVRkg4VKIqiKIqiJB0qUBRFURRFSTpUoCiKoiiKknSoQFEURVEUJelQgaIoiqIoStKhAkVRFEVRlKRDBYqiKIqiKEmHChRFURRFUZIOFSiKoiiKoiQdKlAURVEURUk6VKAoiqIoipJ0qEBRFEVRFCXpUIGiKIqiKErSoQJFURRFUZSkQwWKoiiKoihJhwoURVEURVGSDhUoiqIoiqIkHSpQFEVRFEVJOlSgKMc8Bv9jW3RvO4/rX014rijfJGwoyrGOH4pyjGK4Nx+JEz/dfNwoc7tseu8AKlGUbw52wn1TAkXPBeXYQgWKckxjNPnYaPJ9RflGoT9+5RhHQzyKoiiKoiQdKlAURVEURUk6VKAoxzS27cTaDdMAPzTU1la+qbgpWHwuxGIx5yXNlVWOYVSgKMcskgpoOwmB3CA7jbEqFOUbisH54QYsy4JpmrBiFhTlWEYFinLMYls2LNc2MfhGv+ZYLApF+SbC50DMckSJHX8NinLMogJFOXah1pd7inm5eRg4YAD1GGMkUvQnrXwzYTcxNTUVo44/HpkZGeIoWhrjUY5hDNvWX7BybMI/3BjZ2HV1dRLi4cbZ5/NJr1E7jso3DYscxSg5KJUVFcjMzBJH0ecKdj0flGMRFSjKMY3z663/CRvqaSvfUJpqyvV8UI5lVKAoiqIoipJ0aMBeURRFUZSkQwWKoiiKoihJhwoURVEURVGSDhUoiqIoiqIkHSpQFEVRFEVJOlSgKIqiKIqSdKhAURRFURQl6fBDUY44dqNnBngGkbraKPaVl8M2DBQ1y4WvUY0p27akdLeZUHzKkBqZBk/MQ9txJg6U/6ScrCHFq0x3mlfDMKXaJt97Baz4Ob9n+kydt0Q5SjQ8Hyyb59SxsXdfOcLRKDLSM5GZHqTffX1F2PryVfX38lvnWb0td34qGPFy9zwlBJ9nhsEvWHIu2fIKz37sk2W8bTvnh/ZdlaOP/gqVIw43pNxAIi4ogEjUxpbtO3HbHffit7+7A9FY42bbqRrLwoIbU8ttkEVfeI01NbyxSEy2GKWGnWd1jfEydB+NRmSfPBW9s2/Uz4BsQJZRlCOPHRcLiP8L1NRF8MxzL+L6n/4CazZsEgFv2w3PCf79WiI2bBHa8rtOmNGbp4Gw3JX4580TCfJrzv6cHfG9ZcVkHis5X+Sc8M5NRTm6qIOiJAXcs6utqcHSZctQUVlNjga/Gp+TFc4zxy+RRpxFjsXvuI6IvEb3Puexj4RImBp5X8Dv9CB9ARI9lsxNIqJGpqJ3G3J6IeBXra4kEzY2bNiAOXPnoqammkt+x7uTca/DdTlYdMhs3oaffsuGOIEsWExv4kzDnRLCnfnbElFuuMLeOaOcSTYNcWnEgLF1JmTl6KMCRTn62I70YF+EG0puWCX0kiBSbHnfaWNj0lE0UVtbJ73C1JRUsbapeZVVLFqAxUggEJJGlpeNSWjHJ6/ztrg9ZmHDdrgh9rdOqKYkCa7AYNFhigixnQkwRZE7z+PBTA4H0ZNoOEouZBR+fxApIRLlJFSi9L7PjQuxS+L3+RAJR+IzfjvngSPonVmPbTf0aegcPkpSoAJFSRLs+MR/fGcazuNEF0VCN9Qal5buxeTJH2LZ8hXYV1GO1q1aYtTxozBkYH9eE2+89iqqq6px5ZWXIz09RfJRPvl0IWbNmoUOHdrjjNPPgN8MIEZxpLfeegclu3fjW5ddgsLmeVCUZEBEs+2EMVl423EHxZHSnpCorg1jxoyZmD17Lkr37kNGZhYGDhiAUaNGIi8vG1OnzcCiRQtx3nnnomP7tjD8PmzeWox33n0HaampOP+C85GXkyNhnTlz5mDhp5/g5JNPRr8+fdVBUY46KlCUow/b06Yhya+mhGts6fUlto9Osp+BvdQI33Pf/Xh/8gdISU1DZlYmpk+fgXHjJuA7V12Fq668ArPmLsC0qVPRs3dvHD9yOGojEbz97gQ89/zz0nj3HzgEBQUF2LptO/760N+RmZGByy+/DIpytDCaeG574twwXLHguom24yaye/j8Sy/isUefRHV1DVq3bovKykq8N248Tj31VNx886+xdsMmPP7k0/D5/Lj++h+I8JlOYuZv/3gEOdnZaN+pK04cdZyEif7z7POYPWsmBg8dBqinqCQBGnhXkod4l81A4jgdL7zDCXxvv/Mu3d5D16498Mc/3op//vPv+MEPvy8jHh7828PYVrwDA4cMRTk5KHPmLUCUlE3xzl2YPfcTmP4Qlq1YiU1bttFjE58u/Aw7du3G8SeciIysLCjK0cFo8iXT8JySxOxYUxxBjoCuXL0WDz30DxEdN/z8F/jbQw/illtuRkFhAV58+WV8MPVj9O7XF+kk4qd8NA01dWHU1kXw8cczURuOoaS0DIsWL0GYnMRNW7Zg6bKVaN+xM7p07gIVJ0oyoAJFSVKMBjfqNKK8sgrvvPeeJL7+/Jc/x5gzTkXXzp1w9VVX4pJLLsLesn348KMZGDBoEApbtcW74yeiqiaCTxauILekGN/69hWopufTPp6FKLXw4yZMphBQJkadeCJMnzbISvIiibG24T0R9+Ttt98RgX3V1d+h25UkLtrj9DNOwS9/cQNCKUFMmDgRhS1bYsDgofh00RIsX7kGmyi8M+/TRTjh5FPRtkMnzJozHyV79mHatFkoKdmDE1isZ6pYV5IDFShKkmPEh0TW1tZSY1qCLLKmO3buAIvaaz+FhkLBALp17YoA3W/Zug2t27TBkGFDsWzlKixfvQazyNIOhVJx4QUXyHucj1JcXIrFixejc5cuaNeuXQPPRlGSEQntuE4KD6PfsXMn/H6//IbZRfH7nVE4rdu2RrNm+eQmbkeAxPwpp5yMujAJ8+kzsWT5CpRVVOGEE0/GsOEjsHb9BnFO5sybh1BqKgYMGAR/QCP/SnKgAkU5CnjOiIcUM5FaDdwIW7YpdR94yCSPUJBRCjyoxxdASko6wtTYVpGb4qNfb4y2E6Hl9pTuRTQSQX5+DrkiIYwZczqtZ+G1/76NGdOno2uXTujcuR1OOfUUrFyzBs+/+Cq2bduFESOOQ1FhvieDFOUoYDf51OYxaXQu2DHndx5zCxpGJYvcRGZWtoRF9+wplVFpHPrhJNh9ZRUkQiqQQ6EdFu/DhgxAy1atMH3GLEwkVzEvKw3HjxiMU04+SUbvjJs4CfM+WYjeffuhe4/uMFWsK0mCChTliGO7eSX1lrXlShb+149YzI8tO0qxeedubNlZgq07dpOVvQf+YCoGUg+vdHcpXnvlDezcuRdlFLJZvmo1Jn/wAXyGhcH9eyFA3cj+fXqiNTXK77zzDnZu24rjhg1CWloAI08YKnkpz73wOoIp2RhJAiU1YNKJEIWiHA28Kj+eMmERImKdRxUbAezaVYbinaXYtqsUm7bvxvYdJaisriMH5DhyUmL0G38Xa1avRW1dDNt3l2Hc+EmoLC/H4AF9kZkSQvNmeejTqxeWLFuOj6Z9hCF9uqJ9i3z06NaBzpHWmPj+ZDq/dmHwkKEyokfFupIsqJenJAFcdI26iSISLBIeW3HlFVdTz7FO6ptwlcv0jAzcc/c9+P73r8OizxbimX8/hWkfT0MrCs8sopBNVfk+XHT+eRg2iCxqw6ZGORvDhw6RnJUWufkYNXI4CRgbvamH2LF9ayz8ZAWGDhiIbp07un1T1erK0WK/OR1k2G/M4mrIEdxxx+3kCgZpsZjU7eFz4vLLr8B3vnMlLr/sW3iPfuPXXfNd9OjTj0KXO7B2zQr07N4FV3z7UgQDPmrkfTj3nLMwefIU+KjFP+P0U0mspyCPHMlBA/ti3vy5JEyycPzIYQil+ODWbFOUo47vNgKKcgRJ7J9J1UtpjG1U19Ri69atyMnNRXpqENlZGXLLzEhHLvXsRowYhu5dO2FAv77UcwyjdE8JirdvRZuWhbjmO1fge9deg7zcLGe4MrWyKakhlFDP8PgRw6mBPhOhkB8ZGWmopd6nQV3UC88/F0MG9obftNwREypSlKNEgiCIulMwbNq8SX6XubnZyMpMRWZmuvx++Zzo378v+pBLOGBAf6TR77xsXyl2FBdLTta5Z5+JW37zK3Ro31bms+KRQBmpadhbugedOrTDpRedj5ycXASCfjlP2G05bvhQnHPWGUghQcNC3tBibUoSYNj1s04pyhHBK8jGcIl76S3GLERIpOzeU4ZINOYFgSTpz3aL3Gfn5lBMPSTr1tTWUm+xmERNDbLIXWlZVESNM4mSUEiKWnH+SW0kim3bdyAnPR3NmuXCoNY6TI1/ZWUtKsqqpA5EBvVMfUYEps9HxxKEohxxnDkbnIdw5peKRi3sK690pn1whxrzuRC1LDkXslisZGU78/BEo5IcXlFegdTUVBQVNCcBkgmfzxT3kTfOFZR3lewVp7JFYR793v3kVZqoDUdQsqcUwWAA+SSEfLCk+qxpBlSgKEcdFSjKEccTKF7xKWdyMiNe38Fy0/R8ieuAk2Zj8tiZT8dy1ueRDdRocxnvWDRCjbLPLZuP+PZ8TjFv2oUE9UkMGW6j78zuSrJFyuFzvF9Rjji27QqUeGk2SV6VKRpIYHCRNcNdzpns0lk8Ku+5Zetllm9TJvwTN1CKHToTYNqWN7M3ZH0OaXIyOpfNt919eQUSnfc4jMTRfxUoytFFBYpylEicLt5LDqwv1IYmBv7aDdZzHnPuiOH9hO3EGYmpuTXd7djO1r0GW3LDbW8iNRkv5LzWQBIpyhEiXrS14YzGDk0VLzww8YTbBjMSixdZvy1PuOyXdxWf8arh8opylNAkWeUo0LAJ9hpCc79lGr6f+K8X+EnU19KEsxqxjYTp5N0J0OyG63rLoYk9K8oRxdj/af1L9oEXbIRtJ3ow9ZKmobA34q8bTR2I7Z5DipIEqEBRkgBnhlbBThAvDUqlGA0a36aw3bBNfTy//n7/eLqdsP3GdVkU5Wjg/Q4bC3gbX97nNg98tthG/W4OeByKcvRRgaIcRRKFgeF2Ab0enL1fA1rfsUvoGRqOk+Lpkv3bXa//6PUaGzX8CcegzbJy1GnwG09wPQ5CoHh5V7KGsf97B22M6DyBSpKgAkU5Shif8/IBHA2j4XpGowcJUqfJNrZpGaItsZJENFDYRsPXD3L1L3zd+Jx96umgJBGaJKsoiqIoStKh2YGKoiiKoiQdKlAURVEURUk6VKAoiqIoipJ0qEBRFEVRFCXpUIGiKIqiKErSoQJFURRFUZSkQwWKoiiKoihJhwoURVEURVGSDhUoiqIoiqIkHSpQFEVRFEVJOlSgKIqiKIqSdKhAURRFURQl6VCBoiiKoihK0qECRVEURVGUpEMFiqIoiqIoSYcKFEVRFEVRkg4VKIqiKIqiJB0qUBRFURRFSTpUoCiKoiiKknSoQFEURVEUJelQgaIoiqIoStLhp9tGKIqiKIqiJBH/D6j3jEqcRjA8AAAAAElFTkSuQmCC" style="width:552px; height:367px" /></span></span></span><br /> <br /> <span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">بغض النظر عن لون الجسم ، فإن كلا المثالين في الصورة أعلاه عبارة عن مطارق. عادة ما تعتبر الشمعة الخضراء إشارة أقوى حيث يحدث الإغلاق في الجزء العلوي من الشمعة ، مما يشير إلى زخم قوي.</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:20.0pt"><span style="font-family:Almarai"><span style="color:black">نمط شمعة المطرقة المقلوبة</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">المطرقة المقلوبة هي بالضبط ما يوحي به الاسم نفسه - مطرقة مقلوبة رأسا على عقب. يتم تسجيل الظل العلوي الطويل (الفتيل) ، مصحوبا بسعر الإغلاق والافتتاح وأدنى سعر بالقرب من نفس المستوى في الأسفل. مرة أخرى ، يجب أن يكون الفتيل العلوي ضعف حجم الجسم.</span></span></span><br /> <br /> <span dir="LTR" lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black"><img alt="نموذج شمعدان المطرقة المقلوبة الصاعد والهبوطي" 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" style="width:552px; height:368px" /></span></span></span><br /> <br /> <span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">كما هو الحال مع المطرقة ، فإن النسخة الخضراء من المطرقة المقلوبة أكثر صعودا بسبب إغلاقها العالي.</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:20.0pt"><span style="font-family:Almarai"><span style="color:black">كيف تعمل شموع المطرقة والمطرقة المقلوبة؟</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">كما ذكرنا سابقا ، يعتبر كلا النموذجين من أنماط الانعكاس القوية.<br /> <br /> في مرحلة ما من الاتجاه الهبوطي ، يزيد المضاربون على الارتفاع من وجودهم ويدفعون السعر للأعلى ، مما يتسبب في إغلاق أعلى. هذا عندما يحدث نمط المطرقة ، مما يشير إلى اتجاه محتمل ، حيث لا يستطيع الدببة منع حدوث إغلاق أعلى.<br /> <br /> إنه بالضبط سعر الإغلاق في الجزء العلوي من الشمعة الذي يشير إلى أن المضاربين على الارتفاع تغلبوا على الدببة وسيطروا على السوق.<br /> <br /> يولد نمط المطرقة المقلوبة أيضا نفس الإشارة ولكن بطريقة مختلفة. أسعار افتتاح وإغلاق هذه الشمعة في القاع ، مما يشير إلى ضغط البيع وهيمنة الدببة. ومع ذلك ، فإن الفتيل الطويل في الجزء العلوي من الشمعة يعني أن المضاربين على الارتفاع كانوا أقوياء بما يكفي لدفع السعر للأعلى ويشير إلى انعكاس محتمل.<br /> <br /> تعتبر شمعة المطرقة ، مع سعر إغلاق في الأعلى ، توفر نمط انعكاس صعودي أقوى من المطرقة المقلوبة ، مع سعر الإغلاق في الأسفل.</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:20.0pt"><span style="font-family:Almarai"><span style="color:black">كيفية التداول بنموذج المطرقة والمطرقة المقلوبة</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">تعتمد استراتيجية التداول بنماذج شموع المطرقة والمطرقة المقلوبة على رغبة المتداول في المخاطرة. نظرا لأن كلتا الشمعتين عبارة عن إشارات صعودية ، فقد يفتح المتداولون الذين لديهم شهية عالية للمخاطرة صفقة بمجرد أن يروا هذا النمط قد تشكل ، متوقعين انعكاس الاتجاه. في هذه الحالة ، غالبا ما يكون سعر إغلاق المطرقة بمثابة نقطة دخول ، ويمكن أن يشير أدنى سعر للنمط (نهاية الفتيل) إلى وقف الخسارة.<br /> <br /> قد ينتظر المتداولون الذين لا يحبون المخاطرة إغلاق شمعتين أو ثلاثة أخرين لتأكيد الاتجاه. في أي من السيناريوهين ، يقوم معظم المتداولين بالشراء بمجرد تأكيد المطرقة أو المطرقة المقلوبة.<br /> <br /> توضح الصورة أدناه مثالا على كيفية انعكاس الاتجاه الهبوطي وبدء التحرك صعودا مباشرة بعد ظهور المطرقة.</span></span></span><br /> <br /> <span dir="LTR" lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black"><img alt="شمعة المطرقة وانعكاس الاتجاه في مخطط الأسعار" src="data:image/png;base64,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" style="width:552px; height:399px" /></span></span></span><br /> <span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">من ناحية أخرى ، إذا كان لديك صفقة بيع مفتوحة في اتجاه هبوطي ، فيمكن اعتبار كل من شمعتي المطرقة إشارة خروج قبل انعكاس الاتجاه.<br /> <br /> من المهم ملاحظة أنه تماما مثل أي نمط شموع آخر ، لا المطرقة ولا المطرقة المقلوبة هي إشارة تداول مباشرة ولكنها اقتراح. هناك دائما احتمال أن يتحرك السوق في الاتجاه المعاكس لتوقعاتك.<br /> <br /> يستخدم العديد من المتداولين أدوات تحليل فني إضافية لتأكيد النتائج التي توصلوا إليها والحصول على المزيد من رؤى وتوقعات التداول. على سبيل المثال ، يمكن أن تؤكد خطوط الاتجاه اختراق السعر ، كما هو موضح في الصورة أدناه.</span></span></span><br /> <br /> <span dir="LTR" lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black"><img alt="مطرقة شمعة وخطوط الاتجاه في مخطط الأسعار" 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" style="width:552px; height:415px" /></span></span></span><br /> <br /> <span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">علاوة على ذلك ، قد يكون من المفيد تحديد مستويات الدعم والمقاومة الأفقية لوضع أوامر وقف الخسارة وجني الأرباح وتحديثها مع تحرك السوق. أدوات إدارة المخاطر ضرورية في كل استراتيجية تداول.</span></span></span><br /> <br /> <span dir="LTR" lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black"><img alt="شمعة المطرقة والدعم والمقاومة في مخطط الأسعار" src="data:image/png;base64,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" style="width:552px; height:369px" /></span></span></span></span></span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:20.0pt"><span style="font-family:Almarai"><span style="color:black">نماذج المطارق مقارنة بنموذج الشهاب مقارنة بنموذج الرجل المشنوق</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">قد يلاحظ المتداولون الأكثر دراية بالشموع أن كلا من نماذج المطرقة والمطرقة المقلوبة تبدو تماما مثل أنماط الرجل المشنوق والشهاب. إنهما ، في الواقع ، متشابهان جدا. الفرق الرئيسي هو أن كلا من الرجل المشنوق ونجم الشهاب يحدثان في اتجاه صعودي ، بينما تحدث كلتا المطارق في اتجاه هبوطي.</span></span></span><br /> <br /> <span dir="LTR" lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black"><img alt="المطرقة مقابل المطرقة المقلوبة مقابل الرجل المعلق مقابل الشهاب" 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" style="width:552px; height:368px" /></span></span></span><br /> <span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">في مقالتنا التالية ، سنشرح كيف</span></span></span><span style="font-family:Almarai"><span style="color:black"><a href="/trading-academy/forex/analysis/hanging-man-pattern"><b><span lang="AR-SA" style="border:none windowtext 1.0pt; font-size:13.5pt; padding:0in"><span style="color:#007c8c"> تعمل أنماط شموع الرجل المشنوق والشهاب</span></span></b></a></span></span><b><u> </u></b><span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">وكيف يمكنك تحديد فرص التداول بمساعدتهم.<br /> <br /> وفي الوقت نفسه ، قم بإنشاء حساب تجريبي خال من المخاطر وتدرب على العثور على شموع المطرقة والمطرقة المقلوبة في الرسم البياني.</span></span></span></span></span></span></span></span></span></span></p> <div paraeid="{a93e94ed-6fea-4c9f-a350-f7bc6677a4d1}{52}" paraid="1878194966">&nbsp;</div>

<p aria-level="1" paraeid="{31874289-8d31-4d9a-9a0f-aa9d9b67eb43}{164}" paraid="244553932" role="heading">يتم العثور على نموذج شهاب في قمة الاتجاه الصعودي ، عندما يفقد الاتجاه زخمه.&nbsp;<br /> &nbsp;<br /> الشهاب هو في الواقع شمعة المطرقة مقلوبة رأسا على عقب ، تشبه إلى حد كبير نمط المطرقة المقلوبة. يمتد الفتيل لأعلى ، بدلا من أن ينخفض ، في حين أن سعر الافتتاح وأدنى سعر وسعر الإغلاق جميعهم قريبين من نفس المستوى في الجزء السفلي من الشمعة.&nbsp;<br /> &nbsp;<br /> الفرق هو أن الشهاب يحدث في قمة الاتجاه الصعودي. إنه نمط مخطط بياني هبوطي لأنه يساعد في إنهاء الاتجاه الصعودي. من ناحية أخرى ، المطرقة المقلوبة ، هي نمط مخطط بياني صعودي يمكن العثور عليه في الجزء السفلي من الاتجاه الهبوطي ويشير إلى أن السعر من المرجح أن يتجه صعودا.&nbsp;<br /> &nbsp;<br /> <img alt="الشهاب نجمة نمط الشمعدان" 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WigBKMD0paKACiiigD//2Q==" unselectable="on" />&nbsp;</p> <p paraeid="{31874289-8d31-4d9a-9a0f-aa9d9b67eb43}{228}" paraid="169686293">تعتبر كل من النسختين الخضراء والحمراء من الشهب على الرغم من أن الشمعة الهابطة (الحمراء) مؤثرة وفعالة بشكل أكبر نظرا لأن إغلاقها يقع في أسفل الشمعة. مرة أخرى على غرار المطرقة ، يجب أن يكون الظل أو الفتيل ضعف طول الجسم نفسه.&nbsp;&nbsp;</p> <p paraeid="{31874289-8d31-4d9a-9a0f-aa9d9b67eb43}{246}" paraid="1913974053">&nbsp;&nbsp;</p> <p paraeid="{31874289-8d31-4d9a-9a0f-aa9d9b67eb43}{252}" paraid="1369929617">بشكل عام، كلما كان الفتيل أطول كلما كان الانعكاس أقوى ، لأن الفتيل الطويل يشير إلى عدم قدرة الثيران على تأمين إغلاق مرتفع.&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{11}" paraid="1885418057">&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{17}" paraid="280987817">يفضل بعض المتداولين الانتظار ومعرفة ما إذا كانت الشمعة التالية هبوطية ، مما سيؤكد حدوث الانعكاس. &nbsp;<br /> &nbsp;<br /> في كلتا الحالتين ، فإن حدوث الشهاب في الجزء العلوي من الاتجاه الصعودي يولد فقط إشارة إلى انعكاس وشيك ولا ينبغي اعتباره إشارة تداول مباشرة.&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{25}" paraid="577983217">&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{29}" paraid="1170070043">ما الذي سيظهره نمط الشهاب لنا&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{49}" paraid="918473837">كما هو موضح سابقا ، فإن الشهاب هو&nbsp; نمط انعكاس هبوطي يشير إلى التغيير المحتمل في اتجاه السعر. يقترب الاتجاه الصعودي من نهايته حيث يضعف الزخم ، ويشعر البائعون بمزيد من الثقة في قدرتهم على فرض انعكاس في حركة السعر.&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{59}" paraid="653157078">&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{65}" paraid="1915908645">لهذا السبب ، فإن نموذج شمعة الشهاب هو نمط فعال للغاية. يعطي شكل النموذج الكثير من الاهتمام حيث يبرز الفتيل دائما عن بقية حركة السعر.&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{87}" paraid="2071255572">&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{93}" paraid="342001774">هذا هو الحال بشكل خاص عندما يكون فتيل الشهاب هو أيضا القمة الجديدة على المدى القصير.&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{107}" paraid="1406970332">&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{113}" paraid="1816707539">وبالتالي ، على الرغم من نجاح المشترين في الضغط نحو قمة جديدة ، إلا أنهم فشلوا في فرض إغلاق بالقرب من أعلى مستوى لجلسة التداول. عدم قدرتهم الآن هو فرصة للبائعين لعكس حركة السعر ومحو المكاسب السابقة. &nbsp;<br /> &nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{125}" paraid="1375457385">لذلك ، فإن القوة الرئيسية لشمعة الشهاب هي قدرتها على توليد إشارة انعكاس. بالطبع ، قد لا يكون ذلك صحيحا دائما ، لكنه يعتبر فعالا وموثوقا به. ومع ذلك ، يرجى ملاحظة أن هذه لا تزال إشارة واحدة تم إنشاؤها بواسطة واحد من مئات المؤشرات الفنية.&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{139}" paraid="1098722103">&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{143}" paraid="514881626">لهذا السبب ، من المهم دائما التحقق من الإشارة التي يولدها نمط الشهاب عن طريق مؤشرات أخرى أو أنماط شموع&nbsp;أخرى. على سبيل المثال ، بالقرب من شمعة الشهاب قد تكون هناك أنماط أخرى تشير إلى الانعكاس أو التردد.&nbsp;<br /> &nbsp;<br /> يمكنك التجربة والتدرب على اكتشاف نمط الشهاب جنبا إلى جنب مع المؤشرات الفنية الأخرى باستخدام <a href="/ar/metatrader5" rel="noreferrer noopener">منصة التداول Metatrader 5.</a>&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{179}" paraid="565720295">&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{183}" paraid="775291675">كيفية التداول على نمط الشهاب&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{195}" paraid="1569693916">يشبه التداول على نمط الشهاب التداول على نمط المطرقة. ينصب التركيز على الشمعة نفسها بالطبع ، خاصة الفتيل الذي يمتد إلى أعلى. في المثال أدناه ، نرى مخطط بياني لزوج عملات الدولار الاسترالي مقابل الدولار الأمريكي AUD / USD يتحرك في اتجاه صعودي.&nbsp;<br /> &nbsp;<br /> في منتصف الرسم البياني ، تصحح حركة السعر هبوطيا فقط للعودة إلى الأعلى مرة أخرى وبسرعة. والذي يلي هذا هو القمة الجديدة في سياق شمعة صعودية طويلة. إذا نظرت إلى هذه الشمعة فقط ، فإن الوضع يبدو إيجابيا للغاية بالنسبة للمضاربين على الارتفاع ، حيث يوجد اتجاه صعودي قيد التشكل وقد تم رسم القمة الجديدة للتو.&nbsp;<br /> &nbsp;<br /> <img alt="يتداول الدولار الأسترالي مقابل الدولار الأمريكي على نموذج الشهاب" 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w8WXEN/qNx9uk82xmFrbW7xwx+TtmX/RUZXZo2/eN8vy/MAaHib4man4HebUfEOgQWnhxVm8m5h1Dzr52hhkmIa38tY1G2GTlZm/h+X5m23dF+IGojxxZ+GPEekWemX+o6fdappzafqDXiyQ28lvHP5paGPy23XlttC7t25vu7fm5bUvhv4q8U3HiOHW7TS2TW7G60ptWi1q6me0t5ElVWt7JofJjb5k3bW3Nt+Zm2rW9o/hHXtW+JuleLPEEGnabJouj32kWttpt5JdfaFup7SR5JN0Mfl7fsMe1Ru3ea33dvzAHptFFFABRRRQAUUUUAFcj4zs7yWTTL3TNIj1fU7S4aS1S4vTaQRlo2VmkZVY/dZtvyN8zL9371ddXC/EzSPEOvaIthoDQ+VPKyXySajcabM8OxvliuIVaSNt235l2tt+6y/eoAhvPiQdJ+G/iXxRf2Xky+H7S7mvrGCcyqZLeNnkWOQqrMvyna21f92uVh/aItrjTfA08WjTNqevai2nahpv2hQ2jtDdJY3rM33ZxDfSQW37v73m+Yu6MM1dD4g8E6n4q+CviPwhNa6ZoGoappN7pcKWU8lzbQedFJGjbmjjZvvBm+X+9WFffs76XaeItZ8RaXeXK6lqeqWN6sF5IGtNNWO7gubtbOMJ+5+1SQ+dNt/1021noA6ab4zeE7OO8/tG+utIFtfLpzHVtNurAyzM21BD50amZWb5Vkj3KzFVVmatjxJqesWdjaPoWiHW72eZY1S4ultILddjM0sz7WZV+XbtSORvMeP5VXdIvmPg34L67pXjQ65f3jTsLiGSSe58QX+pNcsjSFpFhuP3dnu8z/Uw/u1+7/Ctdx8VtC8T+IvDlvp3hi8gshcXajUi13JZzyWe1t0cFzGrNDIzeWvmKu5Y/M8to5PLmjAMnUPi1f6ToF9cTeFr3UtR03U4tM1SDSLuGSGyLxxSecZZmhaSNUmj+6pkycbK6Dxd8QLDwfFcKSbrU42s0Sz6bmurg2tuzNj5VaX7zc7VDNtrmrzwd4lX4Ynw9pOh6Dp11LKyvD/bFxJEqs3mNO0zW3mSTNJuZmZdzMzMzM1a/inwz4i8ZaItreNp1k0bWOoRwQSySf6Za3S3Hl+ayf6tvKjXd5e77zbf4aAMS4+MWq23iZvCFzoNinjdvsklvYxarI1k0Nwt6ys1z9nVlbbpt58vlN92P+823uPCXiGfxFYTm6tY7PULOdrW7hhm86NZVCt8sm1dy/N97av+7Xmtx8LfE994+/4WFPDpMPiWIWEEOjR6jK1lJDbR6nHve4+zblZv7Xmbb5bf6hRu+ZmX0bwZot7pNney6iLcX2oXTXs9vbSNJHCzKq7VZlVmX5fvbV/3aAOpooooAKKKKACiiigDB8TabHqehXcEtjJfq6rm2jm8ppNrZVd275ax/CnizVtU1q+0bXtMs9L1m0hhu9mn3r3kDQyNIqt5jQxMGzHJ8u3pt+b5q6fUlu3sp0sWijudv7pphuj3f7VcB8L/AIdyeD9S12//ALC0PwmuqMjzaR4afdbSXG52lvJD5MO6aTeqs2zdtgX5v4VAOd0P9o+PW/Dvj+/i8N3H9r+G9UvNNsdJa7j3aqsd5cWcEiyfdhWa5tLiP97t2+Xub5drN10Xxi8Pxm2W+W/055tKXV2nk0y6azWPy/MKLd+V5Mkm0M3lK3mbVZttch4Z/Z0ttIvE1W91KdtVhv8AXrnybSTy7S9jvtUuL60+1qV3SPafaG8v5v3bSzMv3qxvFH7P/iDxBcabEdQ80WenvaLcyeIb+O2j3WM1ssf9mr/o7fNLu85v3n/fK0Ae2eG/EmneLtHttY0a7XUtKul3295GG8u4XPyyRt/FG2NyuvyspVl3KytXNeHPiFq/izw/ql3a+ELzStWs70WX9kaxeW8ciN5ccm6aSBpo1X95/wAs2kP/AAL5R3VvG0NrGjfMyqq15r4e0PxvZw+KjqGl+GvN1a6+2x2yajPcRSEwxQtBIzW67V/d/wCs2t97/V0Aami/EeCW8h0nxEtto/iBtU/slLW3uWuIZ7j7I14qxSeWjH/R0ZvmVfusvzfxcz4e+PU+peD9D8W32iw23hrxDZf2lo01tfNNczQtbNdR+fC0KLC3kqdyrJJtb5dzferT+HPgHVvAOn2dnpGm+H/DWjyamZ7nw/pMbNZ2Vr9mdfLswqRKjNceVM37vb88/wB5m3Vy/hz4K6/b/Dvwr4EvpdOg0jwppi6XYapbXMk098sdk1krzQtEqw7lbzGVWk2sNu7+KgD0Xwv4o1m/1afSte0q00rUo4lulSwv2vYjCzFc+Y0MRVtyt8u3/gXau1rhvC+m69L4iuNd8QW2m6ddNbLZJaaZeSXUZVW3bvMeOL5tzbdu3/gX8NdzQAUUUUAFFFFABRRRQB5roPjXS9J8Y6V8P9FsbiWyh0y8nXUTJmGNrOW0je3yzbmb/S1y33V2Mv3lZVs3XxPSw+KF14VvNNkt7OLS4b9NXMylJJZGuf8AR/L+9uWO0kk3fd/h+9XN6R+zro3hX4saD4s0a71y3ttOsNQtvsNx4j1K5gElw1tt8u3kuGhSJVjl/d7du4xttzGrLqeL/hEnjjxDqt9e6peabbTQ6X5E2kzeTeRta3FzLIu/a37uZZvKZV+9G0i/xUARaL8b9Pbw3FrGv6ZqWgxS6lcWCiO1mv4oo45PluZ5beNlt4Wj2yeZNtWNW+Zl2tXSeE/iN4e8dajrdnoWpf2jLod29lqHlQyrHb3KyyRtA7Mu3zFMW5l+8qvFJjbNGzeX/Ff4E63408Ia3oGnXix2l/8Aakt7eHXr7R4rXzlZVkb7L81wvzKvkSfu/lr0r4V+CZ/AHhm90q4njuZbjXNY1YPGrKqpealc3ir/ALyrcKv/AAE0AYV58VtQsbe51iTRLf8A4RsS3FtbXS6g32uSeHzFKtB5O1V3QyfN5jfw/L/dw/BP7Sei+JtB8S+JJ9a8FXXhnw5pbanq194W8UHW5rKNVaT95DHbrtHlxzt/eby9qq3O3ds/A/iS2mttMb+y4dHsNQm1O21L7TJJcvI7SSbWt/LVVVXmb/ls3yr/ALXywX3hPxrrPix/FXlaFpniHSdA1PSNFVJ5rq2nmupLWXzLlfLiaNVaxh+VGbcsrfN8q7gDS1b4kaja6xrn2PSbWfQ9CuY7TUr6a+eO5jlaGObMUHkssi+XPD8zSr8275fl+aTTfiJqN1rGk/adHtYPD+q3TWVhfRXrSXLyrFJJ+8g8lVjTbDJ83mN/D8vzfLS1TwH4gbVvEtraJpp0TxJeR3t1ezXMi3Nqy20MOyOHy9sn/HsrbmkX/WN8vy/M/TfBOvx6roFjcx6bHoehX0l9a30NzI1zcM0U0e1ofL2x/wDHw3zeY33R8vzfKAen0UUUAFFFFABRRRQAV4/43+JXh/4Q+IjFa6featrfiPWtLbUYbR9y2a3lza6VDdTs3yxrlY1WMfNI0Uu1WEc0kfsFeHfGL9mfQ/ig731rdaxpWr3WtaTqV21p4i1Oztp0tbu0kkZreGZY/O8i38tZNu5WWNtysisoB3Hj74gP4GvfDkZ0yS/tdTvmtrq5WVU+xQrDJI07L/F8yqu1fm+es6P4vQR+JvFljcaNqDaVoVrBcrqGnwSX8l4zSTxyxx2sKtNujaH+627d8v3a3PF/g/8A4Sy+0cyNGbS1kmM6MPmZZIWj+X/vrdXns3wL1HSNFh07R9b1G9hh0u0sLia+1maz1DVWja53NcX9uvnRyM00cjTR/MzRbfus1AHY+GvjJ4P8Za1Z6PpGtrdaxParemwEMq3EMPmTRs00bLuh2TWs0MiybWjkXy22uyq0vjjxRrnhmOe/ttCtr3RdPga6v7u61JreVY1Xc3kRrFJ5jbVb5XaP5tvzc7l4H9nX4B6j8G9U1y+vtQiuV1S1WFYVup72SFv7X1i/+e4m/eTfLqsa+Y/zM0bM33q6jx54f8Vax4otbu107StY0myEc9nZ3ut3Vgv2gbvmmjigkWdfu7fM+VWUNt3KrUAaB+Jh/wCFrab4MbQr2BL/AEa81q31eR4fs8628lnG0aKrtJuzep95V+78u7s2++IlxqVza2nhGzsNfvpTdGT7dfSWUCrbz/Z5huWGVtyzfLt27eG+b+9m654S8V3nxs8OeLLa20caPpWl3ujvHNfzLPIt5PYTSSqvk7cx/Ydqru+bzc7l2bWvatovi631S012zh0XU9XiS7s2t5bqayg+zSTeZC29Yp2MirHGrLt2szM391aAMLXvjlPpfhPWfFdtosNx4Z8P2Talrk1xetDcwwrCtxIYY1hZZmWEt8rNHuYbf9qvY68H8S/BfXb34f8AijwNZyadNpfizS5NM1HUZrmWGeySS1+yM0MSxMs21fmVWaPdt2/7S+8UAFFFFABRRRQAUUUUAeB/HP4reG/hT8U/A11rD+H9M1e60XWYrPVvFHiMaPZRwrNpxng3NG4kkkb7Oyrt+7BJXf67481DRPhdc+KYtGttb1KO0+0waZpeoq8V2zf6uOO4dVX5ty/MyqvzVp+Jm8VQ3FlP4ai0i+j2yJdWWqTS2zM3yGORZo1kxt2srR+X83mq25fL2yY1v4Dul+H8uhCaKO8nupbx5Pm8tZJrtrhlX+9jcy7qAKF38ZrZfGngfQ7PTpb+PxIzCe7SYKlh/o1zPDuVv9Z5n2O5X5fu7Pm/hq3p3xy8H3lvZNLqF5pk95dC0trDWdKvNPvZ5mSSRVW1uI1mbcsM+35fm8ptu7bXM69+z5PHqC3vhjxLd6Pqj6xcarHe3kcd3/ZitpV3ZQw2kbLtWGKa4+0LC25dzTf3qo/DP4J6t4b8Zx69cSfZoFmt3a1ufEuo69P+7t72Nv8ASLz94vzXi/u/urtZvvNQB6T8S/HM/wAPfBOteI4dCv8AxENNt5Lk2Ng8McrLGrMzbppFXb8v+9/dVqj1zxB4og1SOHRPDNrqNitutxPf6jqv2WPczN+7hVY5GkZVXc25Y1/eRbWb5vLd8UND1fxN4A17RNGSykvdUs5rDdqE7wxxrJGy79yqzNt3fd43f3lrlPFXgvxB44sNNtfEfg3wL4l06IrOdN1Z5J1sLtGlVbmGSS2ZZGaN1+Xy42jZZPmk8z5QDdX4qWWpeH9OvtDjW/vtQt7Oe0tbiTyV/wBKRmg8yRVbapCtyqtWbH8VNautU/4Ry38P2LeMI2uGns5NUkWyWOFbZmZbn7PuZtt7bfL5a/8ALT5vl+a9c+D9fh0HSrBNQh1efREs5LOfUJZFlvJoVZZGuJPm+98rbgrN9771YVt4B8VWPi0+M4rbSZPEdx9rjm0ltQlFnHHNHZR7lufs+5m/4l0bbfLUfvm/u7mAO28AeMovHnh0anDGYHjvLvTrmPLMsdza3MlrcKr4XcvnQybX2ruXa21a62uH+Fvg1/AHhP8AsyacTT3Gpajq05VtypNeX095LGrbF3KjXDKrbV3KobatdxQAUUUUAFFFFABXBfF7XvDHhXwNPrXjO6htNC0+6s7szXFytvGtxHdRNbbpGZVX9+IvmZlX+98u6u9rkfiF4ZuvFfhtrW0aJL6C7tNRt0lbaksltcx3Cxs21tqs0e3dtbbu3bWxtoAr/DHx5B8RvCMOt2t7oGoQySNGJ/DesLqtodvy/LcCNNzf8BrzDxV+1lZ+Efgrf+Obrw3cyapa3E0aeG0vY/PlWOGS9ZvO/wBWP+JfDJd7f7q+X/rPlr1LwnpGr2+papq+sw2dpf34hia0sbl7mNFj3bW8xo4yS24/wLt/2q8n8Yfsq2/ivwBqVi2pyR+ILjwdf+G4YGbdpcd1PatbLqPk7d32hY2aHzl+byZJI/utQB6nrHxY8M+HL7WbfWLy50dNHg+03d9qOn3FtY+X5YkZo7qSNYZtq/M3lu23a27btareveMrbRfCo1qCNryK4mt7a0Vg0fmSTTJDCWZl+Vd8i/Ntb5fm+avLdU+BviLWPGuoapcanLepNLdyQ319r97InlyKyxwrpm37Lb+WrLH5sf7xlj3N80sleo+PvDs3irw4bKCQRXEd5a30SklVaS3uI7hVZlHyqzRbWbnG40AeX+Ov2mR8N9Ui0XxVZeG/D+sG4sxJNqXiX7NpcNvdQ37wyNdyWy/Mz6ZcR+X5f8UfzfMyr3ui/FSzuvB1vr2oy6XLDc2s1/avoGo/2lbXVvGu5pI5/LjVvlrEsfB/jO18X6740EGgx67qVjp2kto5vppbaS3tZL2UP9p8lWjkZr9vl8pl2w7f+Wm6PXh8Fa1eaFrNleT2do+v/am1BYN832dpIViXyWZV3bdv8SruoA5zxJ8drzwXfWen+INBsrbUNXhjl0KOz1KS5W5Zr6zsVFwzW6eSPO1Ky+ZfM+VpD/yz+bufCfibUdW1TUdN1rTrfTtXsY4ZpbexvGuoPLkaTy2WRo423fum3Lt/u+teX+Nfgz4i+JWsaRrOpf2Zpd14bgjXSobS9knjvWTU9M1DE5aFTCu7SYY9y+Z8twzc+Wu/0rwlousx63q2ua1DZWeo39vbWv2SxuHuY1WF5mV/MaOP5m877u35dvVqAO1ooooAKKKKACiiigCpqHktZT/aP9R5beZ/u15X8F/jB4X+I1vc2HhPWfDOr6HpNtbxW39i+IYtRu0jxtX7RDGv7n7vy/MzN/st8teq31qLyzng3bPMjaPd/vV5/wCEfCev2OoaKdXg06Ky0C0aysZLK6knku1Kqm+RWjURfLGrbVaT7zUAZjftAaNp/wARfG/h3W4H0e28M2D6gNUkbzI7uOG3tp71gqruj+zpfWWd33vtHy7trbbvhT4z2+reH/Dd1rui6p4b1bWJLiCSy+yTXttYT28jRSR3F7DG1vH8y7VZmVWb7u6sTxD+zfpXjfxHreo6/d3HkXXiKPVo49NlEf2uz/s6ytZ9Ovdyt51rM1orSQ/dk8uHd92svxB8DNf1SSxjXUGubaHUri+WKPxDf6dBa+ZqMl1ua3t/3d5uWRV23Hyr5fy/eagD1rwr4x0jxxZvfaHfx6pZxzPbtPbhvK8xW2yJn+8rBlZf4WVlb5lrndH8fa8uoaPB4j8MR6FHrEhisIU1Jbm7WQQyTeXcxrGscbiOJ93lyyLu+VWZfmrqfBWhzeG/C+n6bcSRyzW8e1mj+61eefDPwV4z0PW5dY8U22k6rrt1DIt3rEWtXU3lsxVjDaWskCx2tv8Au412xtuZYo2kaaRTIwB0fhf4lLrHhy41fWNIvvCht7/+zpLHVJIJJ0kMixx7vs7yR/Ozr91m+9+WPefGGewxq8mkW48I/wBvL4f/ALQ+2v8AbftbX/8AZy/6N5O3b9qZV3eb/q/m/wBmrfhHSvG+mx6yb+00GxnvL9byFrW/nu0VWZPOjZWhj/hVtrf3m+6v8WFqXwl1zULP/hFX+wr4Y/4SePxR/an2tvtnmLq66r5P2fydm3zF8rd5n3fm+98tAHQeD/iRqHiJtGub3R7bTtJ8QQi60m4hv3mneNo/MXzomhVY28vb8qvJ8x2/7VekV5V4I8D+IdD/AOEW0/Uo9Nj0zwtarZWVzaXUk016qw+TvkjaJVh+VQ21Wk+Ztu7+KvVaACiiigAooooAKKKKAPK/+Eyl8N6ldzWeiQP4cbWFtb2+e/dbtbuSRY/lt/L2svmSR/8ALRfl3Nt+X5pfHfxkg8BfErwT4UuNKmuLbxGl1JNqiTKsen+XNaW8e5PvSeZcX1tD8n3Wk3N8u5lz/GPwWj8Y/EKx1KRLyw0u3nt7+SWx8TajAk9zDMsqK2nxstqw3KrNLJuZtu3b91ls/FD4Mr8T/F2n3l1qEljp8PhzV9GaWybbe29xdXGnTQXVvIyssckDWPmI/wB5ZBGy/doAfafGq1kl8XS32i6tHpeiXcdtb3el2NxqU98rfK0iW1rG8yhZlkjb5f8AlmW+781dLofxJ8OeIvEV1omk6rFf6jawR3Vxbwhm8mORVaN2b7qq6t8v97ZJt3eXJt4fX/g3fixurLSLyeSykjtY2totcu9Jubry/N3ySXtqvnKzNJ5jMv8ArG3bvvVtfBn4e3vw28OPp97OlxM4tFXy55J9nl2UEDZkk+aT5oWbc33s/wB6gDZ1bxxcaX460Tw63h7UGtNTVtuueZb/AGRZFjkbyNvm+d5m2Pd/q9m1vvbvlqA+NdasfE1haarocFhpGpXTWdjcrf8AmXLSCNpP3kPl7VXbHJ8yyN/D/e+WDxlpXirVPGHhu70my0ibS9LuGuJXvr+aGdmaKSFlVFhZflWTdu3fN935fvVlr8Pb69+KVn4nvND8N2OoWgMbeJNN3Lql9b7WC2ky+XuWHc27b50i7oUbb/dAEt/jGfF2sQW3giysfElmdEsfEc17eX0llG1neNP9kaH9xJ5jN9lnZlby9v7v+822W1+Ll3qkMWs6fo0MnhVTbx3F5c3zRXqNMsbLtt1iZW/10f3pF6t/d+ajb+CvG2l+LJfFAXQ9W1zWvD+maNrStcTWVtBJayXcnmWy+XOzqzX0nysy7fKX5m3Ntbp3wx13QdJTwtatp114fmktJZtUmupI7uNoY4V2rb+Wytu+zr/y0X/WN/d+YA9hooooAKKKKACiiigArz3x/wCIIfh9qWn69F4f1DWZtSu7DRLi4tJoVjs4pLpY0kkWSVflV7j/AJZqzV6FXn/xU0LxB4o0G0sNCh0yaRdQsr2VtSu5IFX7PdQ3Cqu2KTdu8rb/ALO7d833aAMrVPi1eQat4wNno9vc6F4RuBaazez37RXKSfZIbxvIh8llkXybqD70q/NuXb8u5tzxv8QH8Ga34ZtDpk17batdtBd3iyqgsY1T5ZCv/LTdI0Ue1fm/ebvuqa4yb4ZeJmm8cWpTSVsfHVxHe6nN9vl8zTpjp9pYSRwJ5G2ZNtmrKzNGzeaw2rt+bu/GHgtfFmpacZpNlpHDcxyhR+9BkVdrRn+FlZd27+8FoA5i1+O1kfE/jfT59H1Mab4ahs511DTrObUZb4zXFzbyLHa28bzfuprSRW+X/a+781dLo/xM8MeJNbj0jTNViutTNst29iqOJ4oWaRN8kZXdH+8hljbft2urK2G+WvLL/wDZ21jSd0OgeIr+609dK0jTbqK41a40/UNY+yyai80lxqNqvnRySSX0Nw0ka7pHgZW+WZq6/wCC/wALdQ+GsF2t9cRym4h2CNLqa7aP/Tb2f5p5v3kzbbpV8xvmZlZm+9QBN49+K954NsfEmrxaRb3eg+F7Zr7W7ma9eGdIY4ftD/Z4Vhfzm8vd8rNH8w2/7Vc14F/aUsviJ47vfDOnT+EkvrPV9R0ybSpPFKnWUWzup7eSY2KwbsN5PmKu77rK1a3xK+G+veLtF8ceHLBbBtI8a2cthf30928c+nrJbLas8MQhZZmVAZNrNH8y7f8AarY1Lw74u8RXUemaouitodvq0Oow6lZzTLctHDcrcQxtbsrLu+VY2k875tvmbV3eWoBZ1Lx1fahcW9p4R0+x1y6ZGmZr+9ksoUjWRo2+ZYZWZvMUrt2/7W6uU1D4+BPCeteL7HR45/CXh2x/tDWrm7vGhu4Y/sUV63kQLCyyt5My9ZI9zbl/2q6bUtL8WWuow63p1ro2r6oYGs5bW5u5rKARiVmV0ZY5m3Y2qy7f/ia4W++A+uQ/D3xZ4AsbnT7vQfFum/2dqGqXFzJDcWatpkGnM0MCxMsnyw+b80i/M23/AGqAPfqKKKACiiigAooooA5Pxlp8EkWnao+j3uu3uh3f2+xs9PmjjlaZopbdv9ZJHG37u4l+V2x3+9trj/Dvxk1Dxx4U+H+qeG9Dtp9Q8XaAniKKw1TUHto7e2aO3ZlM6QybpFa6hXbt+bLNuXbtb0fWW1OHTpm0m3tbq/A/dw3lw0Mbf70iozL/AN8tXjfw5+F/jT4deDfh3ZxWuhajq/hHw9/wi4ibUZoYLm38u0H2nf8AZ2ZZN1mv7ray/vP9Z8vzAHb+IviVPpXwxufFWm6FNrV8m2KDR0uEha4uGmEPlCRvlX95/E1c/fftD6WvxM8AeFNMsJtWh8VW/wBobUo38tbBZLW7uLTfG3zSecun3o+X7vk/Njcu7o5fAdy/w/tdBS6iFzHeW93JI33flvVuGX/x1lrgdY/ZlW11Swv/AAr4ivNJ1SPXLjVl1C9WO7l02FtIv7G2tbNWTatvbyXxmjt23Rrum/56UAdzp/xn8J6ha6Y7X95p0uo3JtLWx1bTLqwvZZtrMFW2uI0myyxyMvy/MqMy521v+JNR1zTlii0HRbfWLlwzO19f/ZYI1H+2scjFm/hVY9vytuZfl3ea/DH4O6p4R8SDVLxjDH54ka2ufEeo69J/qZI/+Pm9/eL977v3f++q6b4teF/Eni62sbHRZE/sxmc6jbRa1daPczEbfJ2XlqrSRqrbmZU2s3y/Nt8yOQAo6f8AGptS0vw9eweGL+4hvtZudBvry3uIfs2nXVvetYy7mkdZJFaaOTy2jjbcF+by91dN4k8cx6TJ9h02FNS1prmOzjtJ5GgjErRtIvmSbG2rtjb5lVq5nXvC/in/AIRDwxpGieHvC+mJps1tI2nwajJDaWsdvIrQQ2+21+7tUL91dv8ACrVueIdD1/V5LW7hGmtc6XeR3tlaPPJGsjeTJFJHLLtbau6RtrLH/D92gDk7P45anqvi5/BVh4fsZvHNpJdi/s5tVljsY47eGwnZo7j7Nukbbqtj8vkr96b5v3a+Z6N4W1yPxPoUN+kP2dvMlgkjY7tskcjRSfN/Eu6Nvm/iFeS6Z8IfE+g/Eq5+JVvHpNx4l1Ga+W80abUJI7SGO4t9Kh3R3H2fdIyrokDbWjX/AI+JPm/drv8AVPA2hyeHvD0dnM4edri4uZtg+VWmmkmZV9VVpNu7+LbQB09FFFABRRRQAVgeMvCunePPCeteGtXga50fWLKawvIfMaPzIZo2jkXcvzLlWat+igDzvwj8Sr3xXoviW6PhDWNN1PRbv7K+g3E9mb6ST7PDPt3JM0CsyzKF/fbfVl7bvgfxM3jLwrpmsvp9xpD3kXmPY3TRtLbtu/1bFGZdy/7LMvWuU8E6L430C+8a6hqOmaCbnWbtdUt4LXVZnRZltLe38lma2X5f9G3eZt/i+78tbnwz0rXdC8Mxabrtvp8FxbyMI3026kmWRWYtubdFHtb5vu/N0oA8y0v9rKx1b4Or41g8P3H9rG+W0bw+9yqyqrW63/medt8v/kGst7/u/u/9Z8tel6p8WfC/h+81uLWL+40aPRI1mvL3VLC4tLPy2UHdHcSRrDMq/wATRs3l/wAW2vK9F/ZNs9K8H2cZ1KaXxDD4Og8ONbh9mkm/jtPsjan5Ozd9qaH/AEfzvvfZ1WP7tamq/BXX9S8f3WtTag00bMzLdXOv38yyL5kbKi6c3+i2+1Y9vmR/M23c33moA9bn1xv7Bm1SxsLzVsWr3NvZ26LFPcnbuWNVmaNVZvur5jKv95lrl/DnxD1bxl4Lj1nRPDLLqUl/eWL6dql+sC27W91JbyCaSNZPm3Qt/q1kXd8u7b89dlqbXy2FybGKKa8CM0EdxK0UbybflVnVW2qW/i2t/utXlvhvwP4tsvh3rGgaxofhXWY73UtRuptNvLmaa0voLy7nuJIZGa3+Xb523/VyLJt/h3fKAb138XNL0Xwtqepa6v2G70yzvru8srRmuPls1VrnynZV3Ku5PvKu7d92svVvjBqnhXVYdI1/QrK21zVYGm0eCx1SS5gnxdWlpiaRrZfJ/eX1r91ZPlMjbfl+Zy/CfULj4Y3/AIJR9O0PR9U0q+0+a006Nmi00TRiOGO1HyL5catJ8u1d3y/drM8TfDXxP488Tab4i1SLStN1PQLZoNPs7PUJbiC8Zr/T7z99I1srQ/Npsa/KsnyzM38PzAHfeFfEl/qs17Yatp0GnavYiNpoLO8a6h2ybtu2Ro42b7vzfL+dddXG+E9H1m3v9V1fWYrO01G/8pDa2Vy1zFGse7b+8aOMndu/u/L6tXZUAFFFFABRRRQAV5z4V1uLQfGGp+D7TwvqllaRR3OsQalNcQtBfySTeZOIF85pF/eXDf61Y1/u7l+avRq851LS/F7/ABITVrSy0RdIhsZrCKWbUJvPbzPKk8xolg28NHt2+Z935t38NAFvRPF2sv4sh0bX9GtNKkvYJruwNnqD3TSRRvGsnnK0Maxv++i+VWk/i+b5fm5/TPjvp83xC+IXhu/06bTYvCm1o9RaVZF1DbaWtzc7VX5l8lb+0X5vved8u7a2278OfD3iXR9Wv7vW9N077TqCKbrVI9bur6d5FCqsaxS26LDD/rG8uNlVWZvl3MzViyfs+2ureNvEOvapf3EZvfE663BHpsvlefbf2VZWEtjd7lbzbeRrNZWi4Vmjh3fcoA3fDPxgtdQ0bwtNruk6l4d1XXFYGz+yTXdvZzK21oZryGNreNt3yrudfMb5V3V0PhHxzonj7TDqvh/UF1TTFkaEXcSN5buv31VmHzbW+Rtv3ZEaNvmRlXy7xH8Fde1W68PJ9ta4hstRjvv3fiC/sYINt6tw261h/d3hZR/y8fKrf71eqeA/Ds3hXwJomh3MqTz2FhHaPJHnazKu2gDz26+O13pfgtPF2o6Rp1loN/YNqWk3MursvmQ+V5ytd7oFW3/d7Wba0ir8393dV7wP8dNK8VaDd67Pq/hObQo9QtNJh1Dwx4iOsxNeTzRwxwyMsKLGxkntsfe/1uW20zwf4A8U6BpPhrSpv7Jt7fwrZJZ6ddpcSTtebYfJVp4/Lj8v5fm2qzfN9Pm09O0PxhLrF/4gnj0TStYuBYWRtkuJr2AWcVy0kzb/AC4W8xo5plX5dqsqM275loAp6T8Ybu++06qujwjwjDq9zoYvvtrNfNcw3rWMn+jeTt2faI5fm877u1tvzbV1vC/jrVNY1LTk1TR7XT7XVoGu9Lmtb9rmSSJQrfv0aGPy22yK21Wk/iG7+9zOj/CvXtNsbvwux09vDkniG88QJqn2qT7XuuNSl1Hy/s/l7V2yStFu8z5lAbg/LW/4R8La/b6lo/8Aa0OnWtl4fs2sbOWxupJ5LtWVV3SK0a+V8sanarSfe+9QB6RRRRQAUUUUAFFFFABVTUP9Qn/XaL/0YtW6qah/qE/67Rf+jFoA8m+HnxL8PeG/h/4a0hL291Iafptrare2+j33lzrHEq+YuIW+VttdH/wurQPTUv8AwT3/AP8AI9ZfwgkP/CpfA/8A2AbD/wBJ466zzD60AY//AAurQPTUv/BPf/8AyPR/wurQPTUv/BPf/wDyPWx5h9aPMPrQBj/8Lq0D01L/AME9/wD/ACPR/wALq0D01L/wT3//AMj1seYfWjzD60AY/wDwurQPTUv/AAT3/wD8j0f8Lq0D01L/AME9/wD/ACPWx5h9aPMPrQBj/wDC6tA9NS/8E9//API9H/C6tA9NS/8ABPf/APyPWx5h9aPMPrQBj/8AC6tA9NS/8E9//wDI9H/C6tA9NS/8E9//API9bHmH1o8w+tAGP/wurQPTUv8AwT3/AP8AI9H/AAurQPTUv/BPf/8AyPWx5h9aPMPrQBj/APC6tA9NS/8ABPf/APyPR/wurQPTUv8AwT3/AP8AI9UfGmoXVj4m8AwQXEkUV5rTQXKq3+tjGn3r7G9RvVW+qg103mH1oAx/+F1aB6al/wCCe/8A/kej/hdWgempf+Ce/wD/AJHrY8w+tHmH1oAx/wDhdWgempf+Ce//APkej/hdWgempf8Agnv/AP5HrY8w+tHmH1oAx/8AhdWgempf+Ce//wDkej/hdWgempf+Ce//APketjzD60eYfWgDH/4XVoHpqX/gnv8A/wCR6P8AhdWgempf+Ce//wDketjzD60eYfWgDH/4XVoHpqX/AIJ7/wD+R6P+F1aB6al/4J7/AP8AketjzD60eYfWgDH/AOF1aB6al/4J7/8A+R6P+F1aB6al/wCCe/8A/ketjzD60eYfWgDH/wCF1aB6al/4J7//AOR6P+F1aB6al/4J7/8A+R63FY+Ytc58Pbu4vvh/4dvLqeS5updOhllmlbc0jMvzFvWgCf8A4XVoHpqX/gnv/wD5Ho/4XVoHpqX/AIJ7/wD+R62PMPrR5h9aAMf/AIXVoHpqX/gnv/8A5Ho/4XVoHpqX/gnv/wD5HrY8w+tHmH1oAx/+F1aB6al/4J7/AP8Akej/AIXVoHpqX/gnv/8A5HrY8w+tHmH1oAx/+F1aB6al/wCCe/8A/kej/hdWgempf+Ce/wD/AJHrY8w+tHmH1oAx/wDhdWgempf+Ce//APkej/hdWgempf8Agnv/AP5HrY8w+tHmH1oAx/8AhdWgempf+Ce//wDkej/hdWgempf+Ce//APketjzD61gald3EXxG0GzWeQWsml6nNLDu+WR0e0ClvXG5v++jQBP8A8Lq0D01L/wAE9/8A/I9H/C6tA9NS/wDBPf8A/wAj1seYfWjzD60AY/8AwurQPTUv/BPf/wDyPR/wurQPTUv/AAT3/wD8j1seYfWjzD60AY//AAurQPTUv/BPf/8AyPR/wurQPTUv/BPf/wDyPWx5h9aPMPrQBj/8Lq0D01L/AME9/wD/ACPR/wALq0D01L/wT3//AMj1seYfWjzD60AY/wDwurQPTUv/AAT3/wD8j0f8Lq0D01L/AME9/wD/ACPWx5h9aPMPrQBj/wDC6tA9NS/8E9//API9H/C6tA9NS/8ABPf/APyPWx5h9axdWuJrfxpoMCTyLBLZahLLHu+WRk+z7C3rje350AO/4XVoHpqX/gnv/wD5Ho/4XVoHpqX/AIJ7/wD+R62PMPrR5h9aAMf/AIXVoHpqX/gnv/8A5Ho/4XVoHpqX/gnv/wD5HrY8w+tHmH1oAx/+F1aB6al/4J7/AP8Akej/AIXVoHpqX/gnv/8A5HrY8w+tHmH1oAx/+F1aB6al/wCCe/8A/kej/hdWgempf+Ce/wD/AJHrY8w+tHmH1oAx/wDhdWgempf+Ce//APkej/hdWgempf8Agnv/AP5HrY8w+tHmH1oAx/8AhdWgempf+Ce//wDkej/hdWgempf+Ce//APketjzD60eYfWgDHsPi74d1LWdM0lbmaC+1KZoLOO7sbq2+0SLFJMyI0kKqzeXFI23+6rV2vnXP/Puv/f2vIPiV/wAlI+B3/Y43H/qPa1XtdAFPzrn/AJ91/wC/tHnXP/Puv/f2rlFAFPzrn/n3X/v7R51z/wA+6/8Af2rlFAFPzrn/AJ91/wC/tHnXP/Puv/f2rlFAFPzrn/n3X/v7R51z/wA+6/8Af2rlFAFPzrn/AJ91/wC/tHnXP/Puv/f2rlFAFPzrn/n3X/v7XIa98V/D/hvxFLoN9dsdajto71rK0tri5ljhkZlSRvLjbarNHIv/AAGu7rwGP/k8zxl/2IOif+nHVaAO9/4XVoHpqX/gnv8A/wCR6P8AhdWgempf+Ce//wDketjzD60eYfWgDH/4XVoHpqX/AIJ7/wD+R6P+F1aB6al/4J7/AP8AketjzD60eYfWgDH/AOF1aB6al/4J7/8A+R6P+F1aB6al/wCCe/8A/ketjzD60eYfWgDH/wCF1aB6al/4J7//AOR6P+F1aB6al/4J7/8A+R62PMPrR5h9aAMf/hdWgempf+Ce/wD/AJHo/wCF1aB6al/4J7//AOR62PMPrR5h9aAMf/hdWgempf8Agnv/AP5Ho/4XVoHpqX/gnv8A/wCR62PMPrR5h9aAMf8A4XVoHpqX/gnv/wD5Ho/4XVoHpqX/AIJ7/wD+R62PMPrR5h9aAMf/AIXVoHpqX/gnv/8A5Ho/4XVoHpqX/gnv/wD5HrY8w+tHmH1oAx/+F1aB6al/4J7/AP8Akej/AIXVoHpqX/gnv/8A5HrY8w+tHmH1oAx/+F1aB6al/wCCe/8A/kej/hdWgempf+Ce/wD/AJHrY8w+tHmH1oAx/wDhdWgempf+Ce//APkej/hdWgempf8Agnv/AP5HrY8w+tHmH1oAx/8AhdWgempf+Ce//wDkej/hdWgempf+Ce//APketjzD60eYfWgDH/4XVoHpqX/gnv8A/wCR6P8AhdWgempf+Ce//wDketjzD60eYfWgDH/4XVoHpqX/AIJ7/wD+R6P+F1aB6al/4J7/AP8AketjzD60eYfWgDH/AOF1aB6al/4J7/8A+R6P+F1aB6al/wCCe/8A/ketjzD60eYfWgDH/wCF1aB6al/4J7//AOR6P+F1aB6al/4J7/8A+R62PMPrR5h9aAMf/hdWgempf+Ce/wD/AJHo/wCF1aB6al/4J7//AOR62PMPrR5h9aAMf/hdWgempf8Agnv/AP5Ho/4XVoHpqX/gnv8A/wCR62PMPrR5h9aAMf8A4XVoHpqX/gnv/wD5Ho/4XVoHpqX/AIJ7/wD+R62PMPrR5h9aAMf/AIXVoHpqX/gnv/8A5Ho/4XVoHpqX/gnv/wD5HrY8w+tHmH1oAx/+F1aB6al/4J7/AP8Akej/AIXVoHpqX/gnv/8A5HrY8w+tHmH1oAx/+F1aB6al/wCCe/8A/kej/hdWgempf+Ce/wD/AJHrY8w+tHmH1oAx/wDhdWgempf+Ce//APkej/hdWgempf8Agnv/AP5HrY8w+tHmH1oAx/8AhdWgempf+Ce//wDkej/hdWgempf+Ce//APketjzD60eYfWgDH/4XVoHpqX/gnv8A/wCR6P8AhdWgempf+Ce//wDketjzD60eYfWgDH/4XVoHpqX/AIJ7/wD+R6P+F1aB6al/4J7/AP8AketjzD60eYfWgDH/AOF1aB6al/4J7/8A+R6P+F1aB6al/wCCe/8A/ketjzD60eYfWgDH/wCF1aB6al/4J7//AOR6P+F1aB6al/4J7/8A+R62PMPrR5h9aAMf/hdWgempf+Ce/wD/AJHo/wCF1aB6al/4J7//AOR62PMPrR5h9aAMf/hdWgempf8Agnv/AP5Ho/4XVoHpqX/gnv8A/wCR62PMPrR5h9aAMf8A4XVoHpqX/gnv/wD5Ho/4XVoHpqX/AIJ7/wD+R62PMPrR5h9aAMf/AIXVoHpqX/gnv/8A5Ho/4XVoHpqX/gnv/wD5HrY8w+tHmH1oAx/+F1aB6al/4J7/AP8Akej/AIXVoHpqX/gnv/8A5HrY8w+tHmH1oAx/+F1aB6al/wCCe/8A/kej/hdWgempf+Ce/wD/AJHrY8w+tHmH1oAx/wDhdWgempf+Ce//APkej/hdWgempf8Agnv/AP5HrY8w+tHmH1oAx/8AhdWgempf+Ce//wDkej/hdWgempf+Ce//APketjzD60eYfWgDH/4XVoHpqX/gnv8A/wCR6P8AhdWgempf+Ce//wDketjzD60eYfWgDH/4XVoHpqX/AIJ7/wD+R6P+F1aB6al/4J7/AP8AketjzD60eYfWgDH/AOF1aB6al/4J7/8A+R6P+F1aB6al/wCCe/8A/ketjzD60eYfWgDH/wCF1aB6al/4J7//AOR6P+F1aB6al/4J7/8A+R62PMPrR5h9aAMf/hdWgempf+Ce/wD/AJHo/wCF1aB6al/4J7//AOR62PMPrR5h9aAMf/hdWgempf8Agnv/AP5Ho/4XVoHpqX/gnv8A/wCR62PMPrR5h9aAMf8A4XVoHpqX/gnv/wD5Ho/4XVoHpqX/AIJ7/wD+R62PMPrR5h9aAMf/AIXVoHpqX/gnv/8A5Ho/4XVoHpqX/gnv/wD5HrY8w+tHmH1oAx/+F1aB6al/4J7/AP8Akej/AIXVoHpqX/gnv/8A5HrY8w+tHmH1oAx/+F1aB6al/wCCe/8A/kej/hdWgempf+Ce/wD/AJHrY8w+tHmH1oAx/wDhdWgempf+Ce//APkej/hdWgempf8Agnv/AP5HrY8w+tHmH1oAx/8AhdWgempf+Ce//wDkej/hdWgempf+Ce//APketjzD60eYfWgDH/4XVoHpqX/gnv8A/wCR6P8AhdWgempf+Ce//wDketjzD60eYfWgDH/4XVoHpqX/AIJ7/wD+R6P+F1aB6al/4J7/AP8AketjzD60eYfWgDH/AOF1aB6al/4J7/8A+R6P+F1aB6al/wCCe/8A/ketjzD60eYfWgDH/wCF1aB6al/4J7//AOR6P+F1aB6al/4J7/8A+R62PMPrR5h9aAMf/hdWgempf+Ce/wD/AJHo/wCF1aB6al/4J7//AOR62PMPrR5h9aAMf/hdWgempf8Agnv/AP5Ho/4XVoHpqX/gnv8A/wCR62PMPrR5h9aAMf8A4XVoHpqX/gnv/wD5Ho/4XVoHpqX/AIJ7/wD+R62PMPrR5h9aAMf/AIXVoHpqX/gnv/8A5Ho/4XVoHpqX/gnv/wD5HrY8w+tHmH1oAx/+F1aB6al/4J7/AP8Akej/AIXVoHpqX/gnv/8A5HrY8w+tHmH1oAx/+F1aB6al/wCCe/8A/kej/hdWgempf+Ce/wD/AJHrY8w+tHmH1oAx/wDhdWgempf+Ce//APkej/hdWgempf8Agnv/AP5HrY8w+tHmH1oAx/8AhdWgempf+Ce//wDkeoLr4x+H5lRT/aS/vI2/5At//e/6963/ADD605T++g/67R/+hUAf/9k=" unselectable="on" />&nbsp;<br /> &nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{254}" paraid="135756002">ومع ذلك، فإن الوضع تغير بسرعة. يتحرك السعر صعودا مرة أخرى خلال جلسة التداول، ويفشل في إنشاء قمة جديدة ، وينعكس ليغلق عند قاع الجلسة. وهذا نتيجة تشكل شمعة الشهاب.&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{35}" paraid="770113779">&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{41}" paraid="2030635932">الشمعة التالية هي شمعة هبوطية طويلة تؤكد حدوث انعكاس. في النهاية، تتراجع حركة السعر بمقدار 250 نقطة. &nbsp;<br /> &nbsp;<br /> عندما تقرر التداول على الانعكاس الذي بدأه نمط شمعة شهاب،&nbsp; يجب دائما وضع وقف الخسارة فوق قمة الشمعة. يمكن القول إن هذه هي أعظم قوة لهذا النمط ، وكما هو الحال مع نمط المطرقة ، فإنها تمنحك مستوى واضحا للعب ضده.&nbsp;<br /> &nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{80}" paraid="115557494">أي حركة مستمرة، مع إغلاق مرتفع ، فوق قمة الشمعة ، تبطل النمط. يعتمد أمر جني الأرباح على أسلوب التداول الخاص بك وإدارة المخاطر. نصيحتنا هي الاطلاع على ومراجعة المؤشرات الأخرى ، مثل <a href="/ar/trading-academy/forex/analysis-fibonacci-ratios" rel="noreferrer noopener">فيبوناتشي </a>أو خطوط الاتجاه أو المتوسطات المتحركة ، وأن تقرر ما إذا كنت تريد الخروج من صفقة إيجابية أم لا.&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{105}" paraid="639833592">&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{111}" paraid="2112509089">لتوضيح ذلك، دعنا ننقل انتباهك إلى الرسم البياني أدناه. لدينا تداول جانبي للدولار النيوزيلندي / الدولار الأمريكي للجزء الأكبر من الرسم البياني. في الجزء الأوسط من الرسم البياني ، تبدأ حركة السعر في الارتفاع تدريجيا.&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{125}" paraid="494580409">&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{131}" paraid="1966382635"><img alt="الدولار النيوزيلندي مقابل الدولار الأمريكي يتداول على نمط الشهاب" 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unselectable="on" />&nbsp;<br /> &nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{138}" paraid="786591672">في نقطة ما، تتشكل قمة جديدة ، فوق المقاومة الأفقية. ومع ذلك ، يفقد المشترون السيطرة على حركة السعر ، مما يؤدي إلى التراجع. الفشل في مستويات المقاومة / الدعم المهمة ليس فشلا اعتياديا ، بل عادة ما يكون أكثر أهمية. لهذا السبب ، تدور حركة السعر مرة أخرى لأسفل بعد الفشل في كسر المقاومة ومن ثم العودة إلى الدعم.&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{168}" paraid="929249478">&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{174}" paraid="823731040">يظهر الخط الأحمر العلوي وقف الخسارة الخاص بنا، والذي يزيد بحوالي 20 نقطة عن أعلى مستوى للجلسة. أي تحرك إلى هذه المستويات حيث يكون وقف الخسارة يعني أن الزوج في منطقة اختراق ولا يوجد انعكاس.&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{188}" paraid="440804978">&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{194}" paraid="1874951842">أمر جني الأرباح الخاص بنا (الخط الأسود الأفقي السفلي) هو خط اتجاه بسيط يوضح المكان الذي وصل فيه الزوج إلى القاع خلال المحاولة السابقة للتحرك هبوطيا. وبالتالي، فإننا نبحث عن تراجع إلى الدعم القديم.&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{208}" paraid="318967549">&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{214}" paraid="2129086807">في هذه الحالة، نخاطر ب 20 نقطة لكسب ما يقرب من 90 نقطة. تظهر عملية حسابية بسيطة أنها نسبة مخاطرة 1: 4.5 ، وهي صفقة مربحة للغاية. الفرص المربحة مثل هذه نادرة جدا في الأسواق ، ولكن هذا يوضح مدى فعالية وتأثير نموذج شمعة الشهاب.&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{252}" paraid="725605916">&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{1}" paraid="1985322525">قبل أن تبدأ في المخاطرة برأس مالك ، قد ترغب في التفكير في<a href="https://portal.thinkmarkets.com/account/individual/demo" rel="noreferrer noopener" target="_blank"> فتح حساب تداول تجريبي</a>. بهذه الطريقة ، سوف تتدرب على الأموال الافتراضية وتجهز نفسك بمجموعة من أنماط وأشكال التداول لتطبيقها عند بدء التداول الحقيقي.&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{24}" paraid="1046409399">&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{28}" paraid="655167107">الملخص&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{34}" paraid="421169008">الشهاب هو نمط هبوطي أحادي الشمعة يولد إشارة إلى انعكاس وشيك. على غرار نمط المطرقة ، فإن الشهاب له ظل طويل يتجه لأعلى ، بينما يكون سعر الافتتاح وأدني سعر وسعر الإغلاق متواجدين بالقرب من قاع الشمعة.&nbsp;&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{64}" paraid="523628551">&nbsp;&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{70}" paraid="1193643567">يعتبر أحد أكثر أنماط الشموع فائدة نظرا لفعاليته وموثوقيته.&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{76}" paraid="1514460723">&nbsp;&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{82}" paraid="400363241">يشير الفتيل الطويل الممتد صعودا إلى عدم قدرة المشترين على متابعة الحركة السابقة للأعلى ، مما يوفر للبائعين فرصة لبدء تغيير في اتجاه السعر.&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{88}" paraid="303993990">&nbsp;</p>