個別指導塾スタンダードのお役立ち情報
「定員割れ」とは?もし起きたら絶対合格できる?
定員割れの学校なら絶対合格できる! そう思ってしまいがちですが、実は定員割れでも不合格になるケースがあるんです。どんな場合に定員割れでも不合格になるのか、また定員割れを起こしている学校を予測する際にはどんな方法があるのか。まとめて紹介します。
定員割れとは出願者数が募集人数以下になること
![定員割れとは出願者数が募集人数以下になること](data:image/webp;base64,UklGRlrLAABXRUJQVlA4WAoAAAAoAAAAfwIArQEASUNDUOABAAAAAAHgbGNtcwQgAABtbnRyUkdCIFhZWiAH4gADABQACQAOAB1hY3NwTVNGVAAAAABzYXdzY3RybAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLWhhbmR56b9WWj4BtoMjhVVG90+qAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAACRjcHJ0AAABIAAAACJ3dHB0AAABRAAAABRjaGFkAAABWAAAACxyWFlaAAABhAAAABRnWFlaAAABmAAAABRiWFlaAAABrAAAABRyVFJDAAABwAAAACBnVFJDAAABwAAAACBiVFJDAAABwAAAACBtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAYAAAAcAEMAQwAwAABYWVogAAAAAAAA9tYAAQAAAADTLXNmMzIAAAAAAAEMPwAABd3///MmAAAHkAAA/ZL///uh///9ogAAA9wAAMBxWFlaIAAAAAAAAG+gAAA48gAAA49YWVogAAAAAAAAYpYAALeJAAAY2lhZWiAAAAAAAAAkoAAAD4UAALbEcGFyYQAAAAAAAwAAAAJmaQAA8qcAAA1ZAAAT0AAACltWUDggksgAAHDFAp0BKoACrgE+bS6TRyQiIaapU23A0A2JTVwZ2XavX9LcvDDctpRlDRQ4D0E8TsQbrHtAYKj9DehTonWj9aeH3wdh/4/Ou5Z8Y/vH5D1tf9HZr8l/2/MN9s/svOb/0/Wj/Xf9f7C39a9Cf/u/cr35f3z/4eq791f3i92//2+vv+6+pZ/YP+r1zPozech60P98yCOU95b/Qf7v8ufOnzd/J/4H/N/+D2S8qfZ/9feqP9E/Nv9P/I+0f+3/9f+v8n/mJ/y/6X2Efzz+y/8j84vfZ/P7y3dP+B+3XsNe6/4b/z/531Pvy//L6Wfun+u9gT9h/UT/1eOp+d9Qz+s/7H0otLf7B/yfYY6cR48VElbEQQehpcXef8KzUkBy4sZelmIWvmJUsM/xWNxBPoTdWIc2nTXdpTwUH4uUfhl7WxwllUaVKh9rwp1yhcopHVZsSi/jpx0PIORQcZCtxNb9G3IxoZ3OkvrWmx39CmHInc9oeppYWcipKmPfpMT2rtLI93gONU3f064vvfHf0P85RBz4YZX5Uylm4NEfuK+YSpzd/zOEtaM7p7c+R+//eRwvALTnsw37SOezmJNo1NImNZj7gOFRsRt98a0PgkhpA3RBT3iWv08odd7ZyQT5FNNesUHcf5HlJk4N+A1v4zSm29PIvPD8ZeEF70kDXo2BfLHGFwgKAu41JQPQ7BE3GRpltylJKmodeSCby1+Y9xsW2azCsjL3O3+pS88Mz1ByC0YzDVM7K5povpKN2OFAQInR++ZRbCjkdKv8zXteg0PRuVe6JXpfxfihX/cjqvAK3TGvurH45q0eJl1HuajnD6tEjB7ypOtLtqwnlpJcprhX/0aaQV6XbbQbwsUSlDiOyWoxVU1LW1j/efl54w6ziKpAGWQ2AE4hJe/xi22uBBwrGadup/ajEYy/FTm/WmsxsaM38U/Sqo7YK5L5xotHg4nEP950kKTeeh/LnTo7KkupOyjaDSnuC3yljpW2+JTtqDan4kZh6qrisM/hxdJxmxFruP7tgkDDNH15t4EsJrQVF5iZvHU5hn+mqLbbrAMLXdS8vaqRXLmbZMm86L9kdmG7RR2BdiPTtvYm7zcvtdLkqTFfzj0Nsm87vZDAT9jAxdfVEOLeBbb64ZgblPnDC8FnoGr8VSJY+ZVljCg/jhmbyVUwSfDnzgCqobnL1GtWmiW00SDS7EQdT1htcaBILA/tT2TE08Nnf3bafZ27i52c12nukusIs2LGUCBwmt6B0VWmBwO1tjDyARkTtDXgLYRWk+pBupPYa6rZ6pq9wlr0aq+bQK0cCRL62UXDXHs+M8E8YKBBjWgyOJQYVWILWpmbl4toXl1NyWyHoSwVEX20sUQV5+mDrFOhqy73Z3NoZEc2C0LZBOZKg5+uYh2I/zD7LiKDuKdBqHk/hh/R0uDSIlTzWkcRAERi4QbNzGuNE+vf27zkIUNhb0aZ8NbMtKHT0Cet0KBAFxwqjMpkn26V6+x02EwDjYh/KjdJJHxyE2i2lZVuaOMNb/Kbb01Kq4ain/T87K0rgkkZ55tXTGQASrHC8z+u/EhYJgL+rmmjqCGek4mKcMzlWlsTf7Moqqr6pq0uAW1AExH6aUlatv3lKlUqJ/hcnUfzvXIgSiQNt2+pgygf1FnxtcLEG6tysWLEMKAqIdtakgsPHqMKbhwUZF4zo2uqIsjXv9OyQz1xNMrN8hootmJYQOBp5iolCPB3l0yzZi3UGzNfrTCWQYaBzGcsTP4fvT2C95j7s4/yFJ2aNhDQxOONdQ7koV6qxEPzMfpXHQ/+/PQtPV71HsjNOD7F0Rssbt+46ARWJJMZ8/rihnFDS5TGeHE/txz6f2JhjA+VAVQcXsU8X1HpB61njFPeL3rCO2SXVKq9tm/Mvh+4IVwLOqxsF629Ptf8sLWA7KLC8j6VsJgwGWQAvLCjo5VMQZRNJWfioEcSsyuoriKrxUh1+OjDMsU6q+aUtMug7pVEGwG6NXIWYPC3y3JbWZpGF+zVp/i3gH/zUvN6ym/HYkkyhPocz0JdAg4P0++joRUWUFM5kfXrRTIHHOCS0N5IVGY4a39graKqFXHRZQtqd5k6FFfZg6TxRxe1DDpWG2rDz02a8H2XsEtnGHWe+ZAdRuz44FaNt9O0RnwU2dinNNnyTCtiqYlmEatVez4d4d11IZFFBK9LHcKeB4QMeFryYmzhMTfQR6MPSQefaGpBr2El9FvGeB6XzXQajeXUrnPT2Jb7z7vV+riqAuY6CMnss+BpMxtI2aR+Gb6tmzxX4cyNAtPyzmHnSPgE26g6V6gWyOJh9Duz9WraRuIwoS6j4xrUrTAdQH1CcU+Xex/B/lKY3YmjjRb3r2qq1qn084IpeBAaxaV84OwVaHEG10WaE+5So5LBE37pg8dy9Hm7QQtJEY6xPsBZAPCHPZyE8tvkAnUGbEDfJEzhdiYcz8DcOJEPMWUMcwWPShJl/KwhQUwAVCN+9jvJi3BF5u63iyBOBgsRUBkt+Mf64EZSmXdFJ5p2EBSbLczvVK2Dur/bURrqTYcXs4LT10O4FvcAOfXNF6qx5tfhZmh6Y9nBMTabmIlr2JoGWbMeMftoWZO90PPhWfn02c1HdbzoH4tz4+VRzfbt2zukRNNhatcroEGQoOeeSfbDw0QmI42KHvC5s+L72+e1+RbG/7EtOwzwaA2fu0yXq64RIwoSmlvkBTbJRwUlx0SDS+RmGK1tefWxNnFMX9lVpUUTuPtBqCuZOME//VL7lDSWI6M9D2xjF7v+yW2HQNJ9Dkq5vnZsTSQLJqfC66+RQ2k6Z2Y+hyUMgC1QeS96Ln3/G8syVEOT5cbfLLn8z9Vw0CufAvTTeukYVSgIo9c4fQKmXJB06v1AsDEs4OoBu7HEJ9XJNkRypDWZJq6KDvU/PenJsackjADjlfYP56lpZilU01TdufjJFzSPl1c4rWkdlXCbVdOVjL5i67Dd9hTfi/yC58aoNkfdjyzaIn0w3i0c4JZYsLn/x86ydOlKtuHcbUDt+AqsG9IfaVjvbjcAlg/yAEHPp2ruJvkrZ4gFQTE862/2c7MB4bsQDQPOgvE6CmYdOoduZVA1xuIZT4ZnTdO1Gy9KH305m4HK1OZI7BywH/ozpxBIwgCFDu3C+y/zi3sxx4xJ8nv2vCwQtfUo+VY4O+i5jNE56r554IbfwyzUFzG8S2Xhby2RycVoCvuSZJ/x6dBu9H9gSS0ZeqKEQECtkJ5Y6XJ4g6ML+QvymK7ZhEC72cAAo+bz5o+OCqIidk1MfRc1yGfBh4fUhHhZxhuXy6kSlWIJo0BFY0zEFDWujU9Yk49P2op08ZVENjM42ePwOdxBDSfQuwYbsuJCtZirggn2CHl3oqBiM+orHEHc4shEwa1w0+CqhlnhR+O/3Hl+ynJRtc/UT0WCrXunGDHDQzqQd5cUWvI6hkbib9rI3klhD9/udP83OgsYYt8QqAJR4abfL6/EGrdKVv9nkIJKGBb9ZtdPTZGXnmC0QGhKmZ+ZRL4qpDV7gDJ/h6+34J94bTG2MmTUYcUfvh5bP/p5XZWaUsGWFLp7hZJUoDjiMA34XeJrRCl0FvqypV0/l4U4PIY6gJ+3ix9Rw6SAfhGDtxmiapa68wEyFR0pMQ28uj6t90pBWcunUimShMYO9RtGayOCrI9b1CkRP6QuKAP/7h/ha3vpEiM1UM4oS/V3z82lji65+K77qdaS5F8KwRbrrWbczkPjVTAe/qF19NlLnAiVLx+aMpT6IEqnBCJfoiLyDJS+Hfj3/HH3iWR/qV+YmeABfxNkWFzsauRuO0uUWz5QWztlS49iw8K6ejmOZwfsnGzhqXzWRWbfRZcNAK6UWFiD6XZcYrcQDMAXqHrpzz4NBcM24GjChXDmpxgB68Q1cDlSzfTBnJ1vFkCKoh/s9W9ZjqW9RXLfpp68qdlAS8UQZ9xPPX0db8eKjGW5jxmOmY3R7fUx8WKirMlO1JxSsYaT7XGM4CFjiuDcYVP4/oJYS2kpD4eoqlCg/jX0dmka3uhGbShAYydsoa71XpARz9vgoOytGX7Tg6AILlCLCMIA+NXTbaULoHu/U9GYd7HXZEk0PVmpN6s7y3PQTA8eBJ2dl4uT25SLxEr+Q30QGn+ThACBYJLkzJoz7AP/Ju+vh6KDlFTT+YzEEAXywoZT/7y/r9Ww8hAxMfc8juc+aehjwxrPGizbenFQlymwmIPM9NAs1KVeiVDwIOc82kCs/F6Z9JlquOc4sdQ+g4TeHc5FTVXnchvT0GjJ+thFOEjg3foyONP6ZWApioIn84kXgLI+kJ0lbjZO1EZRigzOhqNhNdVIkJ+m7GDMxxuKuWBeEE3r8PLoIIWnPDrd5kjOUCqY378C3vzDO1C1wliGzVeCGOI/Haw1RbB5k5ifVACd5Kn6FrVryO5ZdqybbCnLlSbjlqsYAdvubFwHDIUP33ZahwyMthNSwf2v4GcRVQFYTXQmsB+XMjhzRODCb2QZebf2wVm8+jcZoreLj+ATZWW8r/yVqUtrIx7UVhHoqnxfoEGpyf1himyeyubqFlsFsNJLpkup3vPTMqrcpG8YSNoQMYrw4YV50DQgIr/YCPFG8N96WjzsEZOtBQGgSQH2wYAJ4eg2j8Q8Yv3k6csxmarmpc5h1iRxZREgd6jMWpNr7xx38Of6d3FU41b3PfvPP05j7AvTqwCzEydMM2de2HRcOZSTmfKKxM51LEvO8OsY5cHtVGNDcc9NpdrGakqnJeaqY+bki1Ll9eF9WJkHF8E9BaGYAQ8d76O+O62B0G9psxNGeXD08+kiiRs+IvvVfOgS2LfnLs3RKwR+Fl3UAoKhJXNgSV2bVpExID/3cfrHgNh+OzRsHoveQgVzwu+7xh+wzBb6Yvbeqc0cQKqzeYtf/s6xPZofNuRviki6BQPJoAGeYgbk5F8yeKgCIjiiWTHDgGVj3nMtnIxPF5BEMSXWJ690LoDfwAyQ/l0ygsD+ZubfMv6EpaJFKImmQBBFk6K0qx7IMzxf/7qdOAzRDfEk6o7A3+Xt/IerWzGVJsCSA436zu7ntvyf4JBQJM9XcSLY+TVsqVytixNdvcwuzp1z0gix1ugL26whiA6IhjmAxvUwYhmQBo0/LjxuxsdXRzxf7UO/uW4JAubroxm/bPF7WeQphqHbuPwPBGwmi+kiH4xUzBo1Z1skuufmACcliFe+1br4v7M5Gz14EOObhOq69PxU6WdCxyURChGJWAHcj2dkBXZmORw+qhslaEOZQEeTKz3k3q58Of5WuxhsUPMgub71G1C/6O9PwrdXxwEGHGgvBWOqccsjzgFCt/8kWCO5Dqwd0WHzKxSp9xETC8f6zIO35EAv3c6fwYas4YOr+mESt0hMxEgEnZutkbDErDUKkZa9gD5uJs0AAmf/bwRo457LPp4ec/eqkw4j3GutJiiuJar4B9POiOZxuyO4SMp5Zj2C5Ljk0xawMRqduJfK70p7RFmiDAluxkrYLOcqBMa625psgsPwU6YnEXeitPg0ojR2JzTRDx/gQH9EqO5QZNd0iUA8HCeKEM20v5foy+6BOHDYvdZbce3Gxi4ClFtIS40uqxN+bv4wgVtOGI8txRXycyx23XwHLXxBwNPjfAe3qWwIfVWxDXu7Oc9OITDZAU781sM5ZjuDHwq4vEDgY1FTjtGeS1+3ugXCGcXm8oBbIOqCM1eXVMeOSQSnCXVZ9xPlOAMDGWUSIipwvLS8xKMbI5Wyk5QkRuR0KFP9l7MqIjORtuAkTY95NgbL8sHJ56Ik2ujvoEMQ92R81d1gDJLtfYAzR/juwdkHmj/KKF7yR1+ViXP4/QKg3q6tsv6IWMrH7b56rhfaYugUMqtWV0Vx7M55nkyxBjprabAPD+AwoRotTosg3efOvof0mB+MR7F688bxHxXN/OBXR1AoDBGvI/sxX810f8g4HSZXiNoizDyiTZ2BuhnqEIzY+NPGFSBEFbGNlLf0gMfZjvrjhiYUzTX1+STpymubE0IbglFKCf8Tt6RGpIuwhP3ZFuioUVSBd/Fg6gfSpzP42IdDCS4acIsQmCTxxruXw/EaIDfyue0rnBOtpKRjJTnkkC2qTiFJAdtZLkHauIgtBo4a+HDoyaf/CCyIB/Lw6XILjv5AKJbx31Wtf5kyTuivwI7cQCR8iLDpmSoUcaG78DkOaXT14tqt1U5N52gy3nahC81CPiTqgZFDbEUHZuUpjZg2LcPygEcg+LYrOL8du9lGhMH5NH3uo76LGiWJLnrV/i7+b0oKLVyjewhWSaBzcuD2yjf8B55gj9nqE/3cA/Tz5RnhQRuz3qEmDaW8c6JGw9hZ2QSTapR8qh5Pnd5vrbkUnDG5l8ICj///x3/wHkaySKWoMcY1ivwtuWx7YuJGKOmFyCwqJBzPmqN2g9aMadWRjgY+PiADprvDoaydO7c9V8Fg8d23fpd/5UEpCu2nuDqqV8MT/Tqf/tscNQXopWbvyBaCXH8KzJYqsvZUL84ghjD/6v5jvMY3C5RWpyoqsFwAaaoUHEiFM18MKktw6F+rM29ny+BuXJ7AnMt7LDOqvnaft6zSndO96loRjNfPJ3pxJd7SdGk/Pa13AQJn/9xIC/gseAQxZwPMbqZvS20AwaDcclUEM8tJp5r0pJVDhV00+dE86nBiTCBBmEcmrH1Hac9wGQtZSheP1agMkvfhDExUi2C33ZqeDlLDkkz9BkWjFoamOAFHKCSrgfjgB4LDAmvI2wqkDxsXaokKBI/Ff1miNu/Ma24s+pGN6hVjBGa7IsmjiieEMW/fZkedHYDHDJ41hQHVWpRqysngMOHxbswQxMgKKpc5VrEow1kmzx8TrLN6nHzFy+EZhusCCKXhzfg3MAK+7qqBUCT2p7pHxzz/KJVgQbwnvbGrvzkRb0YZxeAESyiUnB1sMZhcrou7g1Qffrq9Wi98GZBsYvaLjZFa2J9q34NH5cj2PdosQo0gZ2bE2S72PsA7mEL4Yuv6wwuJkOBkvC2oUCPDLFGGAt5jWM57LqcHqYuBZCG4SQ/6L2fqJ7d+8p60+1Y/VKdEO1lagL3lsDSGPUh3zJLjpght8wYSrkWkQsj3dmA78k8TPdfWIt63qmq9jbvtQBcnqKIxceykBqm+gGt6XmYtZKccs2i+IYGrOmhBV1saOP5E7HzpTuO8I0yMYyeBw6/r4CrVQ0JqMeDhUARI/PPtnkyLWC7fV+CMvui3h++z8HSM3aKQf0F/XQi5856upfZF/lu49RSTF/SG3Ch1c6jfT+gCFtwI+UEwiy+Z2QlTnuXweaFZgE6qMaXrGWlHHYJ8TiX9aV0kULNvGa4uUfqjKlu6+T6G9vyV0690xc0SJX2MCiTr8KGcmsvxGf8JaOuMTd5MMch/KOZNmLKCq3SmgbeDHcoW4UTD3JnUYeyVyudYh8E+fiu17dDd1BzEPZSYDc/MreJJWXr0b3JE1o1DHycDaok7hwPK0xxaJBoIOCuFbHguzma5ltYDXuX/6n5rGpoZYgHRk1oIZ7TLHiXK/dCWHiazsMHR/3D7/U4+T/6hhvtZSyYUEkDTbNXoULFa2quHgMAAAP6j6me8oPyUuB+H3dZZH4G/8Lve+ppAifiK8myLv5/XskDWl8a8Uv24/JpUDqf75WkHgUgb4ELjhwJoSa9+R6PwKvOKkcBX3z0/LhfHjKDd4VGMjMDZOUgpCblHJ/6HE1GcH9bUvtoE+MbF54ICq6h7Lk6oFyMsm8R1NWCR1a4Gc8hC05KKT3sX8g/M+U6OzBBm9/77AzeK/c9kHKt0doaTy171lRf+zesVn1Vi0+VwXQvsr/GfaYsepUb6yDlQEVuNiY1+euUTI/NX3ptPTGZGQ8gKuWxJRdHvKOLfBl7/lPHy+w4qVVtR7FxegEjZqQGJxz2617+BqTU7ZU9v9/IIWWL7+wfEuow3/LRZtK17G9ghFXfnryTHBbVu4GPo4appH8GaWCJw05fFa9s7CwzjEsytix3+HfHVsRyGqYmkqJx/Lr92kru/b5npmSRw69rueKJGMubYL+NhSBKRgnohwhjC5N7b1A4nQfG2xqf606wzEpHr86SvFlk2wMsYbDg3jyX93R2nZDXrWAEqx2gg2d0CcvA73rD1B6PqjJM0v5cAOpTCTidmJsBRZl8SYnDhMIs18spCqp43FhvXl72y0tgC10Oygm7cb0SwRotgbRGR8PRaeKTgjhi1MyIdicFqoIXV/5I1XUNQzjGmVsH0J2KUgxM0QfpxV+TUVMW+ktKZgidX6sRYZQ+24aKWjH2WdEtfmxNeaULKw5RMNZ6RgciydXLOhO2NH3R71znvzo/DzoZ1xOuqfLBsrlMO/UUtWIL6WEVY1tq/38zLF5xyHjlYz/WfaLWF4ps7rrQbhEIK36EZojvT06VaHZ9Nn13sphWySaglV/FzRdbw1BZEV7H1Cj7LWYFlbk32BwJ9VyQihZzC0GrvvW9GfD9kYDlvwpkFM+dWMgzbf5hPMMTliPS4Hjd0cY87P9w7sgHrUW8pLeGCyTowcWUYa5fKPEw+Lct6d8AGC3YpolyXTMBPT3xw7h+A/Umh5vcmTmWzXay9Yo7COQ38mZQFKI1HiaVs1CnJHxHP270qqAzvVaH7/L389gsy91bO2IMgnlZ0TWBewQKCk1eMj32LxmmwlidbuA8goviwXhouuTKrtXICcsPCk7drwk28Dt+cLnX/36VdIkj+af1u1CdQ+vecz/IskNpd5/TGmfFiokAmx0uJpOPAkgTqxBvvws9VmHLhzSIkVV2kgdEzioq9fROe5lxzpyZj/OdrD6nel6J3gX3ExOjLMS0OuGXmbE2IixknagioK/VgGX2x34KdJj00ZPz4lC96sQ+c26+RWhpP6HsSOdjBn9qjinUS8gP5Vu5nDQ5Fv7N6/88pg9SkTKUvY40fOXERq4gkToW1XvAyGzdV/CB/E68v2L6E4j8IbkuOuhy2ktZZ/JPQVHkXjbR0mErWecINgXQff2w3zyA98ar1d+M+ITe1t0RyTtcgbMEMfppGNit2Ud7ZIFi/K0sdazIaTmtXDnPY8+F+5S1DJtUCkkXSihfEYXcRSC/OdFMU7nc/yAuXa8bkRgYiVb4aAkCTUO1Sc1HDNbKaHQqAeAquRrsRv3kRCC0R6NcGQxA03lsQqMsO53FMOSj/UxNZn6Yi2ygxZbAzrmlFrWb8UTvUui8D7gQtg+hk5FD8UIe7SPi7+uFbWeWMAJP8vjKbcN/UXzxlE7BJUqGuuiqYzO1CxDNThoGrxYFjFQS3dKogNXTk+d7bO/jqmI0ZE5HAXaL9NTcNjfM9+z+9oU8gPpQUEXYeqSmwcJYbpqWBtoS7vjxEVJmNhwWoSjB5fboAN3xkFNNpxdgAu6eGk2wF2DF7crPGmSCiG0nEzwTLvNkZXYUW0DL4y7qkUSbJOyUE1My2yJtgEmmMz87UUb88OWp/09qzjZZQTKPH8kn5bUmrTKNqIVskUlW6V/LZitfmK2pwlZFzGCyaBOsMmOCu/e/o0HO+hEqdeZl6NaHIyS029J1UIRu4O51Ij5rXdeUQOJPU3KG32fcfSG86WfU4N638WumXJb9m6Bri17lxI8aW3a46pmkEarwl2UyKKzazHUa3YgPVc8/njPjxWGmZWaRdvvARXJYuuDCBrws/JJzvZ6I/+ro/5D04lPuaDf8WeHeS5J3rUldALgoaq/AY721me1otSyD95sy+JSx+LKczym8DNHYcJt2wbnAkzQ0uYj79vxieoxZVGeEVmAP14JjGl2Kyu0cwo5XyvE6nFaDA5E/NOqnbpgjWCxeOMUp5wSgEKG5JwgO/Ai7JLGw57CTeDATBDQ+6RhEoTdgBHf0DI19CPedvu6iaNxP0NTCJm5pb4yy2MajHqgoc9i8JcAnD75SdE4qp86k1cdKFpTzjdiV5GTYy65S3iMJVLJdzAcig5ZzYwguMt/f6cKr3yelvWUo1g2vOLXKCxzUUzyKyI6irND4rbNM5XWj1irFgGBSyvnrfD8Ai3HdoaoLzmkEuYYSoXop4xZNX16q8lTOzzUyWOoxJjrt/E5/Gjxqu6VDqf+fdPkQoAHgFar/K/v6ZINLvb7S57WOpc/4DkM6h2vrn/CP7GwV4jXoyld7P58g+/wyTeqKuw0wvzFULm/RaEGsYlqE2oYPUusx9oDAbvFKszHEapKJDP1iFQznHsyLyjvP28hk410RvUW863PX7u08cQKYD5hwXBdA19kT+jBhH8hW7bhG+PtiMFWvPR4KCOkvzOdNuzolew0D8rlbvH4AVWr8l625qkXSpsMW9zDXLEZjzbhaf19gPjXm1NkxSNZPx5fmioO43wRetqm4ECJEc6O6V5ao2CXBG8JLNOYWxrvSQzeFNQzN2fXVOPVdzaG6uCcjU8DfSxfhMznbd565So7BN/A4aBU2U6u7zsWma3oILUcGRdMAUDJ4fAec783+rH6iD8O5mqnSFVTFltr2NBXI9oSjFHwTOwfYFkd+1s3JMb6MiEkpvVK3K8HZpGtqox6pl56PmkRZBivhoGrh3J3mHm4XGikrqN5SZkDEI3sf63+27zG23+amknG2H945LJpW6PF1hf44xpAngr+ZjEIeWUQ8wQjLlwg9LelyQW+RZDkdjShzJ0pAu1frVJKBzHxgG/hQBKm4VjH9gQV76DVekT5ll79dUcOSi82eZmfbuXbOyvFJVtY30qFFXyI351eZwvZEHt91/cgsJSK+P+WOfOwQySoU7fjh7WUTNwX0oMGIHrudEn3GyqGYmLyBSod8ua1PJmXSHEgnGWN+RRmvEY5l4ZM62QSY2megDvDZTdmMCh8xWaXj2hfj8tU3g3JAKVPIGWoYpjo6UIXZu7HDF09u04EbcusJk/jWSEVr8xl6gZThmdNta60JNmbXyw57R3LOHv9D9+FzOtcCKYJbvf2LMzgJTsCSFH6IxMvU0MeveD94yOSd575xfkRNSIX+VxYvvokR6djWL6vAdrwe0pEt2FZesudb0SmiUul5aEzAWvWS6rsQ0+A7o7anAMLLFEvBeV9y/nXPNkXDO0CjiLL5WU1H8rZoGg4H0pWZEUg/8Els1jXBqlQO6SeExOVTHH0TQBH0o8PPU9rUC1AD+/Was85jsh6zryVCZvaEw+VDG6P8ukAt5usEDtj3lPpDVZ3mVAtKjN1glTXFaQEeMMN6rWGQ7q2vrqVBgw7L1ST6y5u5ydeqKbIEOK5BURvNjLBA8fFFlVJrL4vsH5VOXLrOQLgdkl48cMcC9KZMiArklMCRDSP6sWUGVE6FWdZ5R2DU1FWwyFXn/ELnGeSW4DDclStcCVqoVt4jKj8tdYKF1DIaPJ+MIu5SoVTO9VpawZSR5qft36/rghYf5uVyABJR9Olko8ldl2Bo1R0yD+z4FX248YuPlC8U634mcaY0A6RGVlkxu+Y7T/OfzEgBiqmi3rkfwAaK4Zu8M+u0XJkjLV0py6g3YCQr1nYu8k8Uyvn3A+fTpFlv8JaTLFRDvIAKCwZuOFvA/lXfY1mLJvvTumSw6kjNNh+PXH7JYY5LwanQW4PyrlsN+c3Fd27xmwuTnE8CrHdBIsH0cvmy5Ot9paBTRyKF7NaXNVShWManaK1MqDOdiIeTu1FpSBFx6Xz8e2uUdKzoJ1oiHaDx8pQVOFTm66+6JhsrdO4K7O4CJt7DPScciXm9f9/SvByPeWBWyF3CD+QgQkh+Z5KGv84PjaqI4GkPuMEXS1jHUs+74RZQEIRh9BVYTay9zyKrY2ElrO/CKoGtO9EQyDB5NiJGoobSUMRoLz7dzSAFVHZwgrxnwDUaIQ+guIf4EdJL5VP5p9QkX3slCmwqAsR215xngjuxoTNI5ZiMUw4CgOBg+5qjHB0ikQj5I4UVE1eY4wG5tNNuU21Zb5nOhHC7zhvdNSVoPXdlxjPsv7fnJdH+F6YMHZ/z+ywBOb1zuN3hGFFIRU6rGoRhMvgMe1J1ItS7h3krpldbYFMklCL2dCnPhBY984UNCSZGZSWw81u2iquwMv4BHwgXZnwovxOnehZDvVfTUmI/WpLsFR//JGQBcFgjQEUSaTxmDqnMFMjrKWUTBsbAzKNl+8tYssmEHWZdDuTjdJdkxC+d4TZESKsu6nidLWl+CFV0EOY6imCid2J0dZ98gCS/OdpMsi+wv0PESjmu5Gu5/BE8z1F1HinS3akxqgEbcN2jS5ACbhB/63sXczhfjuU0ksisjkZmHJ5N51OVteCNqAObLhOsLxHy9yu60lg+ivEsyxGeLjZFXjooUfXjMIDGIcPuZe9xTAwtxqrHFsnzafA3K+UCWCQFyfhW0+rLwKl7lSkPCiDPI4Dy0nm3Lkw6MIS0oLphTtTHRJv7JhL1rfKBr5uY4Mp0K33raG9MW8ID4tSrDE8I72msHWbV6aWEu+Kk3hXJoEZCl+KRmen3UEKqwlNDj2msj1AxU3JbfYbDtnYrRgzGcK/nXx07vngnk7O/rAsh7/+Qb97HKLxppkYBMupMS57bF5Vm55BPYpQVAZtniyqmXArp9L37iI1mzazRVL3Bj2LQtotxnBlnPsjlxOBLQE38OvP/tXU5gWrHli2tJKUNtcHh/RyMZoMKIleEIDVjqm7tREcoXn4gm/xz9bWdBdIRUpYp8pbOEf4UrLeyICsq6Y0bQLIPIeodgv7slSqo0Qzy8W0AnsJbw2YVvRqWDcMByqgPe2jrHnPNF7v/n+TjQaJj2qZI0m9c4Nnr8FVXsD13RMqR53PXOpLCAX7f8STBobH+GklWsJVeo4Su3VT7r8jxW3NA7W1YYP5Vz4VVHVEb/8ZXUj33lR9tLTVnzNdVjNIutOjR+/PnivAmfTkHJ4GQhDxIxnobSIq7MM1xPAbZj4Ymgf2sxwttg6sA7BTjwmWk9+C0myF29L82lEmXpbQwGG3V2ucV60BOabnTYXz2G1q5wW2/kAIfwUpaPjRafvpZNdnE0pumiuXsBHdN++nbR8ht02TlxyAXy64aaSh01R6/hOJ+piOVyjtJLWst1RypC30r4TyIwgztj/XcIYKbqDu/nxGg6+/K8KvwfY/yGHHIjYsTak/8UXe32+g/QL0TDRNcc66tSwxjkei1qWjRX4Ut1Vvke691dW2+xmloiVZcnkQIdMxzFW8ZexIDIiN//5v3g2vPok9EYuJHh0jHvCl0GVp/OGpywKvK97I09+wk+//VOKnVnuRt7f8Qh3nm/ecQ3p708FGOz7p4anZVViSmy/rz1Z3YtBNAGlWCqeH2qq5CDvo01i7EKus2vMlHU7ApZlYNKmhmZyYJq4uk8QNIOUI04VH6Cvd4QYKZfdh+iL4kejAORuWJIukLgyepg2ErKjsc43uAOOnAo3N5n/cW3xVxp9wHKtDSdtLps4zA0oVnHFtkBMiWma9ykzDYtcvRSN5kiUnpcLMa1syR7jfpPPLaWEi2jZwf02bhQgCOZF7lPZ2mc04vEn5524fBBNqnTXQlA2/4vP8NQZjubuZ+zbgTlv3huZynkZ+sH/EbG66q6olmx0iTSFm4b1jf1FypPEc3GayjFqeA5gv6kG+7/X7iXf7VF9QYrBcrQcvzMFpYXFILhbyPEEBQo7zfXUcQUWHPPum3knrkn9TDK5djCEgyFDwwlgtAjZHpz0zpgnC5zdROUuM5N3VFO9nM3YzTFBFVMC+LMhffFF6Xob9Ulb6ezDDsBUsYbRvLFXC2zhN9svX6Rd9LJvEj3ybtXVmHPp2vZEiaVpPe+RTuzDmybecQcyM+pCdH3Lcv9gUeO+y7ajtFXu1Oi2omtOdesvk/QrGBx1baTyu7GD+1m9xodBXkHsPM3aAlNgP1eRFX569L842uu3fBoJPdga0U4mHxMW0fNHpHkK2cUBXHlhnaAAgLIMqWbQJAE8kg0KkAHrLFOIQqk5e44SKMcZ4sxPVOemdZ05pYo1adN1B1VOnaVXWzWhcPQtcZjAuayNSxiGB1+afbrJLPCG8JdD4SVhBOGyymbW9oDnmSNz1zoo0dNxAgES9VrcqICw4DKITog94uhwgandtlqXu2+4n+XXQhwaXVM16chXi6PeHPTChRqdj+P4whtLVGpYMqqlaZQmDV/T2K3/72PW9hBbpGiY7W7ITz/4KxoTuXk086L31xmwQbecEZR6TMvJqcE6cMVPXTkpgk6gQU3SP9BTCXt9kKXY1siru1INOtB+t/k/yum8BYNfeVKspveuVVvMNQm2axu6ISsd8P+RppZ/kwdVLS2+QRpKwWqIl088Z3n1fDkmt2PH3+Vn1TjzgtlwFf8OfT0M2qioY168/zanjBTK3omMQIXNUpmMK8dlUhqV7CL5xsGYgYsg/hikKE1FCyuRRCSnjxR19ycOO+49N0AVp3e/2ka7+kVLuCS+RXgLavJaz5NVmifyBfBGu1yYeMV54PbzPLMuDi6qY9b3pxYj9+g+vAbUkm3B0ZnfMRcDBQ3gpnLP9hlv7yEGq4GfrKFQUQlhC+XwbywNUEY0TdmrP7atCpV245xxfiS/HMTIRHnsvx3no84gp3R/7HnAndw4bfc2/XicXjSybaA6BE5NtZp1/3ZpNlNsaH5SXvxW2VvSAGq4Qh3Oea0JWGoTF3ENnBbl/8hguPflC7FilU+kuZmmMcqdj/X4zJZJqYTwUJjNc1JhLdbcu7IY2SpgeAA2K120ruFec9Ebj1Ma5nlTagfvLVOT9+EcCwoxxXYEPBAy59SG0aWA4uGFf8AyvUvCfboao7ZoVQ3craR8ulzYyHmBdddYCR7cSCOIWLx4bll6DDwjaKbULc8hZSJV+qAOYVcHndKeElW9CQFzjN/lvEFMe9LGpdIaagBZbev1C5/T5YB33Bz9pBPnFtglWNa873Ytc+c0GtcV7ZnPdqdtd8HJRUK9dk5koYmjv7H3RCorSE6FY4LOSasbLmy3Vq2mw953+Rmf8wrDbCnaki7HxyKMA8i+8IVp1UN35ja6tRMifDcdtAUazmgRpQvMggDkbg21L1Al6/hVzpg/NpLWqTLT85oswPcxrXCiehD5AsTR9yJsVH08bRy5Sid56zvWvzid3dfYnzJ4bGtSQ00hMfg3ktIpCiEjxePoiG6/i1IMWZFLVeQion//hWYfoMwXF8tLcXWuBVtfaT71g+B/AzZoS5tr6hJhpFWQNteJNScpdZjpTzBExA/wsTB0I+96yc7OV0/ns4HxkniWBmGATzT1LEEGGG+5at/7PamEfL6pXlA9dRNAl05ClVZZLBXzTLyBHZe+zJqzyAwgSNJrEqR0AHoNkqTXvkdmeW/m9RpXWxUKZ3smr+gxIUcVJDOJrkNHrPloIX//zlNrZT7ZdBfH3RF8PIXqGWo+odUKSVCOwUOVUZF/Mgzm68RR5niW++N91whlLiTs7q90BkmwYNSiC6kPiW+lbsNMCXtmwvQ9rek1Q7WHQZk/bfVl635P0fJYb8A+gucuVg1SUioxdIHzWxLJIuo6fMa0rQg2r3g2dTEBvhnJsfPUfbaBOmxmQD4pDlpvs0i4GV0yPdH/oCKTx5HFCnx73nJsimM6pJSmjkOw3RIHTTwR+czGsERjHITcbb0e9ZwFlHsbVYOrwFIeH8s/9Y6kt1b9ZSH+ubB7cBaPU/IMANb697PxBsFGiEjIQVf51pD6QGM/dYb4aU2u48gXqfZoBP8nrqb6AJPuJdZwi2O14o6uNEhSDaBCVdYFgPFgDlX1upi89kgiA5o+6eoHnepHItQ/vtX9lmuptiDN+RcU3KIs2Mzpo8ixpM8fjKmlVF5Lu1IIa9D1gslGB4NUggM/6OqwsEIvo/Le4fyrlhm8hpDzPHao5ACiYwsJIjxOULenB1Fp13ClkJnrwpgO6Vvtx1iIu4TaFoh3Uqr/tDc5e1mwumne9qcnbnLV7rnME58NUUQFLnjPCYsuoM6d9WlIp362tKaAuoHtlJbl+lP3q7pHBWA5ZAivMTm5sb6vXCm6SYmNkkskAf2/UnQN+PdDKg3gZI73FadAp2Kvp/IPtceBCY4z1sLvOftyHN3VLnHnv+RfEPOxZ0akpk8HGVlCz2FVvrwbjmGkvFyD7SKbegMmiQ744J03Jivt9Zxi6/Jrx3vCrCNn6O5pzpA96z25JN9Oj7ajt3jan/g/LyxaeVBa9QpuA1twC12SI0YAv3hI3u9tfZLpKpTDNMlCUktr9qfRoDjb9VyBIZtZPbh1EUEdJAT7fLyxF4ngG40bXYcn9HqbNm7JddZgIvnsuCjInjQ4lahfsVaI7/mtGgq2QYobl/89l6hd8YD19ZzJjj23ChYSVvr+awsAD5uNn55dd5TycObK9f5CTlLETBboFI4k53hFnP4kPGARciJdNP4kX4ZWqLJ8sH4GJYEsKUIz41VftbEcQcpRulvDWe6lkRnsbnszm0pswv7KxhNcE5lyspMU4TGnAYNkam1lV7dhZg2L1EpIJ1ogUlZWymJY35AULNi5cyux0yBWjUXK5noJqPIoEOuBD5Xe9YIrInKilNyJHQ6uWOpIkOmFfKpVo4HgIKROAt3b4s2qlvxcoBd2LU4S9cETzUzXE//9vf7aArA/4TcqTgl/bXsycOWDZ7WXrclk4fPMnh5pDaa0Bdiop/oxKDh53DLImDrfGZxA3qtwi4oxARDkHOzTYupDJZnVROcwSQzEneXfdX3LmmA6sfO27vpJyGEL4eTcwApDFzMdCqJCN8cPrPKVc9GE3wAOIzbRxP8891245TA2cOH4Z9vaJydjacUeWE0BzvFd/7lldKDXy2dnsR1p/lFjQQsU1yDL2LK+07fCnup9KL07CXNxSnyVITsu3tTKhLoK+Y3aOckmKu2ChGcCBtzE7HzU2WrqQR5d7hGUbWvfFn2z7B08D1qAgNi7STG5dwgtaa57jGV6b31tzcEVrZEHYkRAbeCxqrZVSAEig4AgGBZC1CD/zyJorBijXEw61PdVl4I8lsxJ2YtAdB8qEQChaFZxm17f2sXwaH98aiy8+fvMfEQ8PAcuww1w++PAmLeEJMsC3N4eqs1B/vF5eWIi1RPgt42D2vSPRd9M2D7mhm+wmlKF9+6peUWBSfwoWxBaQmOTMKbSqMttx1Y7NoNIdEmfWJwCsgzhOZjuHR2oCs1bK+Y4oJMzvOLP+GVTPW96GzqEcdonRaR3Hj4KqZpZCXh1cARsSc3R1XN0oupWBimE+TmzbGL5+mCBdayATAWrQs307ss/NQEO+mlTtZhNdgkuT09VgPksWNQsLIg7rwwzvCPFeeJGY9CmWZgj1jKROzwcryeWnm2VP9yvP4qo//HSVFeTmPTPGXG/BZA94HqheeCGJrqh9B6rwpN4wRLUprTz/yde2wRFbNGiX8BwDrsDzy0El+KG7iQ27x4IDRwZ8YS7UTVOXV662dDuxOLYY/bk/4i5YK7X86I5uqBJV3+r16meVFP7HqlNGGyKD0Lw7iePefJFJTesMb+n1FvPtcjmbah9GP2pGweUwPV6ULPC9oSgr3Dxtq7EIYA3kW8yngoy89ZBdYyBQZXlb1IJtpnuxCtDJ2duFxbMl8M8Xjm6m8krydKzT/r+ILRYolcE1g/lpTLC3e2fw1NatZp2MxehGHmqhNUtmL1jSnWhNmFctdHw1sld3dsY9PYHAfEJt3X9M2c8C2P6VBt3SG4vjU08TyemTUx9yDPAtV7gcDji24JWJV/PxrWkTuRIGCL+oa+hdMvp7rF12tXQDth5BgmrKGFYHVw3a4K57nNQUsuU6dz1XaqZxHrWlfsJNqYGTb8eqcaPfbSiigQB4tdN4cH+Ugn7lSf3bA+eSmyayYrum1ovNIK5vsRkG+ufMtUA6AYh/738TSOci6jL7DLeICO/G8ZgMq4W0flaK7TNPsKoC901w+JnVs+zrvIOQTYuFbGWd+Nh8a3wpfVMWSXuGr94/5PChDKgn3oZVXETrE2X9qSGK68FZt8Gaubt9qhFOs+6855GV+hCyXZMvdqC8V3dNWmDPxEWPqOFN1iK98gnu3xpm1MQy+AVyERntuBlGhOCXAFiSLXg6K9i9yD8Wrr/857hBlj9+fKuuv0Bzi8E4KcfVU5Ng0l4AdgEj4IEUBxVpF/pxMG1axiePPG1vK2JNVj0Hgh1pmQQL9tGM15npBNuGpjkPKcmEAonwSKVQM7Qr6Mw+jAtbe3tbKBnsWIxJLsE88POs5xN4N0Oe+3Lj2mZdY15XAc+JS+Eyy1qx0G/gbehhW7H23Nwi8L1yhfItK1pyXD+xHSGsSfJxJ5wSb6fUj3/DFObLTn7pm9r8EZdroo7wRfaSuoyYOLNdli92HAnBaLprwwwkePz25Uqwu04TFtd4KZgBmXMX1x3jCdLT11opYhUK7yEtEvyU7/O73eJGx9jmWQyAMt+/Nok6Qt+NDfnxKiRYdB2tO54/O/1Hpz2Y0AfNIfRBArhJH9QFXtMwNmGS5Bfgeb1iA1L+7gDCwQd0aWTCBW5+/fu1jfsuOhjkWPNuJET+Hhhlj068Pu/v9Y9BZuiDk31pcjdRmvfGAuDbnyTQjg6X3F0Qo2SgTmbvyk+AHuBvvDC9vWtmOQb1HaM/Gdk3CyJ5tDJnSzcjEn6YILqQz6Iu/QOOJDGVzadbx/eYflA3gDR+YwgvYQvmSdGn782faZGYZ37zwSK40pYpnTV/xBXArvvQ9qppoSM3udKlSZyBRKO5zIWCPmf7hiLlxK1nvn61XLfR8/vVaYR09k16+0U28QBLgm8qYL9DwFyJyYakrx5SJR11LfY4Xv4TQfwdIAiSlLoYXxPNjDfg0iBfylFMUtQRJ2L/lNgC4a73UHtjIXtmEc9HJ9mk2dNM2a5GoNtmKZxuCNIYmgUHTFMhPuUOoStt+lE4TV07IZbR4ejdVz2v6dWLxP9LLYafOEbqFhfVmhLBgC6aAkBgCWrrywM7leyZpAvBXv1KSgcFhGbwJ9TysHy3Grmu+G5Mpig37t0AFtZOCVlfIMhBZWjWaSGhrtMJdHHp26XcO8AXnk1WPQhE0/0GQOwPPGMnaQbWnpSkafKWHpILe71bBa/ehvlsDCV3h/TRLsidhM4/cJvYLS7ax43/h1re1/zSdRBbX9xX5aVpNYNjqkSj6cg4bSfuEAtxNYtLF3hkBO8KExNSqY2zMW2CZr6a0pqp+e85AAKDGAJo0fgR6dLQeyoPlKuh/RaPGkEjwIjyWTPcUTFRyBWSYIdv1YIj70FwXYIvQbLxkrY/FWynf1heYyG4SG4TBIb5vEbH0csbFhCjum+jf5RhuOWkz9+AAYdz6DpRYZgCeRMhiD8iYB2EaasKe/gw3NODUJSp7nUeI18rqrkUZjWvCBHe3RFM3O7Th2UF1IUrfWiKbIwdqxFfDs02TMWvjImPP0SBRiGOIaBNpWQt6b39UzMCBLZlo6Ay+8mjev996wZ4hrLo/4IJ1OhcAy9XnThc0m/JZ4cdscw6gu9HNDw9QeT+JlW7zdsq01blEl5+UPZAu9deDSXiV9r+rjKi9Lv5e2/kgJuFMfEZf6Hq89oGBGlD1HjeAw/10IMnfFxrKWsivzQF3tb9YrxjUwIHx3rQnTVfV8IBTNXH7SQoZvDf5gBFL+LRAH1+KTCiOTQNnWKJTXNzBhkARVDJSi31RU+hM8nMm4eKYfH1VOfDf/JNhK2QLc+/UaNGgBpC10dKCMHkGuBbjYZ42D4GzudXrpBIuDyYxtajJhPRWNWucilrXQ/duBI61dJyx7h5s+Dz2SfcAGYKnD3klLdWubAv0g0hYtLupRNEBd+qWHSuM+HBeX//x/OmvbnVZNQMBGVaIT/UDEW41V28TCqjL01NOdIs3CU1/Q8r7E35SNnUQyWycaKBpC30Zg8kV8L8e9u5sELZTwAaTiQIm1ZEO2u3/7DEXk4+VeToJOy894riaeMk9yp/Zh3sH+snvIps2+GeNVuVeX6N7imNBrwRK5HRhQdm+RwgNdePpeMtOKPTi1X6Qj6jdsE3n0cFkKs6QTft5U1ptYqr7cazlJq5tVzX+Jan7Gs2NM29e3k7wpNhhKAaybwl4h6JtkaipLdK9aKXJZ+RB+OO2f7TH98CQGLGBCxnMTr8+UB6L0wnscvehO7xuWcaHHntyBCrsm66ob4D5p4z2xlbS15vhtbbgdle6B40Q04/IQVZRI4jvLu2RdXXODry72Wmme9aj1rRHtbb/gSL7yC6B0krDAZeQrkoOb4Z70wEIfgRJ5r0bqvR+wly3x93i1vzCqkDMk2eYRgHMEa4ZHT8TNFRVdDMEfIV6l9wvTdol9kjkzRjabfJMkWTC6LeN/qG5wVYhy8tF5y1uXep/wNtahrNBc8qAcpy0LDVlZlEI2kUVhpnDnFilej5X3Rl2JAKjtP0XjQ4ShaiQZlt61G3hqwo0NmuuwajcWFYjPb+3kx5MyzQG2nb21irVhcd18knFt5KsUIzeaOzXGaODB19VI6ljhJfQgsj1vWfivP6WyX3+noACd88FGaDPzYboRwOz2047pk/CU7xWr+/zzTSvw5/eHIumGIlCr2QEUQQWbH6KDXPa/SMRLLSo2jQ2u9qSqpCw5Ylh6ETSl72Ci49zY9WhdbY/Jgi8oitdTrpmn7Qxf8AxPsnpW1uGoE3VvVIjdurjexTrV8QPiIp5jMAdfVFJkAyaF7aTxNYMEyLFjBoLIQXGrfBbGjBXvwaDlRucsYEBc/PeoIlhtEUvcxokRjOLZIj2yqqvd3lTzlIkW+4TVnCLPMZccbZxaG7BvQMQOuxCZJRsOOsgSeqLssL9J0PemDPWe9W3L22gulqKWZU9LbrP/NX+5B83UvgEoRnByOROd5mOkDaEGP5QfCMTXbhslqz4NhnJfI9dQ5fMj4exBHCxGqFYsRmAr5lJWEY7YiK3it8HPQfTYrKPJu1k1xMYHBjMa+5jpTC1bARU076CE78iEZdTFmytjhmjuBA8sMuy5dVyz8zn289ZpIZwMPuGsu3nvk5BFXynTBHYw4/7AI/oFvzhV4kf7AvbmK91urCa31wpzbbnQVjZSY+oA+eMhhtlOdxdsNyQEG9Mku3eBFK5Tu6dS8/AfdtdpGp8qBwsob0J/FKbB9uW/8F3mrGw3YgIGbu5kwSANrQ6LdZZb+iunn5dP39/3WbTxldx98GAi70ba3M2LoeKvVlqXDxocNDtbgAFcKul0YaNj3hgIg/2FY3FWc+QoodTEVoZL3qfB1YlIjw5S0HMz1aFq+00V3NnIi4pQdZ4q7nm9Iw9bVQuEDlu8tgDezCVYz8GzxAXEES4QSudfx1YDS6ne9kUZYR2iTMNuembAs5dgHfRaolcnwKH7TsoZXG+h4mcH/b+Ll6uwao3YQcY1v7EiiG+5qMjOxQbyR4zInHUSV+mtx6TXkDBvijoYfGQ8nN0/lMeBWQyuvwAWLJQCk3luXQmaYO7sxoM6UngXPfLQ+zN1lwR5RTkMPhopqXtw74ROwlz8yWU7OAoYevvKQpQAEkknTqwrs4s2cmfkAT9CwZL1P9ajR3V2v65GvQEoPHGxCMHiWqmjSX8aEQuEKfS8nSTTRplhVkTACGqd1ZfqMnVaUOCfKRknn5QC+M59ACalaP6cDv9LCTxrnmpTTifc+bWuvHvy5fierFh/Q3br55GyDhF0apahea1+jh/fu4KUoGdFZUNRcq1PZM8r84R8iVU4uwUH5IqYX+KSiQkdAd4ok4W/4jQeP63HM5ytbDNFOvPsaC1VnTQqnXOHm/JXXFyXWDNoC/9Z1zgkFXi9mSTMy7xp380pPMZUL70MuMgcVUl0wWWoa7oKRF+vI3zkzlkC1UZb3z0pgtDGdLXqf0VXdj4rKGmNOMWbvI6nu8C3ATuTzfixJ0kRdFSK8ewb7kukSW0VZKpt0z4LunXSV/HvApJYTq++1pOal1T4Ufku1CfLcYBAzql68Tmrup4rC+SJ6hgwpWoq2UjFRRDcH30I/aIwQNVAqDZpBwp/xB4TSa8dh2laPih9Ws5k/OFlA7kdJw7ZoZ2j5tLpSZn36GkEJgp09qyIMQQmGJBrX9LmiWyWJKX13RUlapislnal3L2qoiNvLb+WJlmF+GwlbgTUH4qVk7/XtVrVQUaFu+5Y1sD/ANtMmPOnCEJfN96578zso/haZVbdAVuT8YoBOWgYrHCAqLvl0WiJQRAKW0ksM3D38zTa6+H9qQwKSOJBKjszpIuq1ThjjizlbUkloVpusb1C/nLAE+3Mh+nadgekR/xKFlTjGhxTgbG+obJZ1wK+R/Y1dJOY1kuO/jcoCEFeNCYxsnh9NnDClvp+d6bHp2S18JghwbK+xLwTyEpiu/7D1bc+VYYHWrfa+Q/BIhNIvfFpUPVobVOKwrwvauSri656OEq/T2X2/rG7/jenxjX4HwvpfYtsUWUttZqXSA3oLSufznZDeSdivdneRAxNDNJC5/o8E3711Ye3JW7rtnPoBzJ1MMA4ZUbqjM7vxE8KN44PbrBo5R/pqYXW8FVMCzyBR7ECh1H5eXDpB9mOQ/RBT2KfkBHHxyT5vn1yzawx50Y8V83paU/88aIBIArOp4g4hKAVTA78RRCDCltpKYmjUNE53W7Z6Cpj/1RHkiHbO5KEppZj4Nt9G9tqcDVZqiCWigIKHKLRw10rD7w2amoxZgtUXNYeyjsPeB2GUsPK4xcJb1Ne43CFma8ofjV7AI5YNiGbB0kRwLiN2xJFmUZ4ryKEKyJajx4aI9iXMX9FBLqV/1wKfbMNWBLvCzVSFuUFRZ+pDRQr6NVc/Wg0gKF3ikkPuOMMGNUbnzLAjzOuOYanHA3Xl8Y85Ny6mPiC2/TNILWgX8z36vcUqZnsqhc3bZpJArZBWUv7zyYsTmTgQZljV8Zcv5Gcl6i3n8AG9s/8Cd7s38C26W5xdWmAm7/ocJ+VPxID+dtwKjr85GNsmGDk3oiCddpkYCBsbxYpzF6zRyka3AquI3P2UKgLk/kYyfskSkuFus5zY1FBGkaFMB9q1Q2YyCuNcyAN6EgF6cJyEXIiJGXTpq9rA4VfyqpaJgo2wnJ8DZUTcX1NyNnLbb8Ru3T17gwOnx2W7Fw2K1RQLh5rwZNDOzX7WNBXj9VsKQ3NYfjeyoRLAs4+7y56SE9OtEEM8dvmLKmXzaxutxmHQcBHZHXCusDo5HtWx7ljAqxPS0QuzrtM0Vv/XYIeZoSJYKc6TQ5aPjk+sPfTmRKkU1Y4JQr3F+0iD60yhtqrLE17+l+uOu8y1A+FCh/3tMfxS6SxHO7DtwUU5ANJ75r7gN47ggEM/dR5rUsZ9HRqry2Tdz/bFK6fHQC+tsUFzPRmgokTOceTt498F319kIO8Sj+Hqt9eAA41+AW4x/C6G2h8aUDR0vR4JQLBXNSLt0R7UfbNy4eGvflQi3j2qOfyZEU1VvzAFlKCfNhKVfkSNAYEikRlnzqrGshbWkHX9GSYqIVuQ20J8g01Ha8iKlPTC0QjYHLl9EZCq3AKP5sxzlMq/IdYUcgUlMxplrEvsfCcK1Ty/FDFgXX6OUzvXz1k4QiDtyM/0rx5rbfWhb/un+3sX9hU3XcREtuuoa29DfqJiXP98Iq/ImiCeU/Vd3vqR199UB0Td0IgTGfKa6y3MNbJtxqKj25KicE6dzOxpObmcfO98VKgdsY/u6+uccwdZ994itjcXX86AilQGwJ1rwwlGqfGe45MWZ9kEV6v682maO/p7Qqba6llMswbTgRjMCyAWlxkElSYK09A3NhMG45wX8/Rmayv1sOHQuUKwJKSvg8+9Bia1k3X08EpeRoGZUHrJTkNt+pUctpvn8E/IcWH/bPK81pXHbS9T4EJHrsrufEZAAI19196R0xu2OpNETIoTUbtF7fbEIjVouAy91DQ00dIFllkSpthe/3Oe8Kut2PDl5D9S93lcKG95z6xt5jX40RattO45jYFCz8MYAgb1BDJqD48tEVYzKnNfdGG+zaOlywk00QdKmaLQeb+yJqhF2sT74gk5FdBbPV5JZZ6sweoLa1m+CR//x+Jh0ugme7b3xSKyi/4kS242UlJlUAIToEBZ9x0hDmHiNZ+RnI94OONaZKxrI942RjpCA4OzIM6ipTyvtlio0L1YEez0QNhZ2rGDJ6knthEiEruVQzlNjRL+VaUrQAe4kH+IR6oj9tLM9AYAE8l75o/BkzP6TzcIVsmsjjxZT+2S5dbx06HfkZx7UHXHKJarEwWk62NumURpqmFHEfdOTi6ck1O2n6Iwz28q/Z0V4aeAQP3qav00CL01rbW31EJ7jswy5WcyAcezb1AsRQUI+03cyWV5iUMnFYox60da7ybNPYuWgkEJVoKVSJKooPfAgtTc6JTLTypF3siJxSQ+TMGRbBQIoH3v+lHG50YIEtxiH81dUAyib7oKHtZYiH1I4F3wltgdZU68Up4YGitU+qXF/xCEumbLQG1wwqSSV+ImYnWxnvMKIY+Q2IpQtYViTvxoEpkfGI9EQAC52VeooOqNcKq7Fb/L/nnB/iv/rTFBZULiNdqz2kUC115Q6BRUeI1hs/08eIcgYOrcwCMFFS8BhMQZV9tPSn1fMbg24NrLsDmK440IOqCHyEHIOQpX8yOFtG5HmOJlTTr8JhfrIcNmqcCsTjAiSYNPcPvbEuqtvonv8X2gx9Pwa/WHnX/XXfx4s357ncVoOAdxW/KFhA8J2I2mteQd8wwyrjJa4VoDmkhu4F7661RScu8xp151FJQrVm+1ktKSDNbUdEbQjuwRhvuDixboEQGfBGubiwoVtCf3zfudWa5o6FtJ9QXWQJXNQy4wbOE7t09sGO+61tVuy9mzO5nBaSNx+KYnAwkMxVrRA/gNfojp7PxyG8nRPfw7UaUl6ktkD1UaWkJ1aja77UxbVEaTG7+xTJVxlCxO5oFikJJZLNL0I6UUSFTzmI+nDb0GUp4vvbn2IuxlBOoE6o1NRg2NuGqwaMbvecVx3m4pB2/oXnlMjJFxI8MAg69nTo9TsH6dabIneFP7C029bqQpCrRiEa6gt8v4hQLr2G+50pm0z4CjS5gRU3tHwfsAdjVaMHApgqt1/+8QGNo8Q4ZqJBNsoN++vamE28khINCfGM+DoAFJiXaSac7ZYl4zBGGLSrFJeyGxue43G+6STxiNfGe1C6AvI09WYJh4QPOr1rmRqE+KA/iisbNUCYsM9Eu2LmYjCeTUFFGy31Dgdqd+N4OJVJmw4PxzI2GOyoy2so27bKnt8ghQRqD5kU/thBiLWdq3SYtwxxKErGwLKR9t7AQeoKsS61xA3HdnClaqLlZDGf8uGamsfrUB49WfwxnAc7PjDe6Z3En9hR3S79D8Gn0ro0Kg5s+YDKN1A6E84Wum5e04rWgrhMAfDfuCeeUm5TmFjVDCGd950WV72gzUhEyUEXu+J633/X9kXgWpR5VLpLxX3B8g0tmg8lzaeikW9hu2jzhPCiMckfRnXDwELXtujRthwfUT0vqFu9AgigREHTNgb3Q2Kbz0hRenspLrZlZz+8gpZ9F9QAzEXrC7NuvLvUm5t/ExY3MdqG9ne6zPVdkjKMQm8bQTmELpKPbC1oD2/e8ymr6+Tt+Zjlp6Bwo7Qz8IuqmrFS2tp0CPJcDkDXBN1BhVd2Fv4Yrgvc2ZEdI7hbd8Xyt+H34IgxQOvvr1UEBRTizQCbEGMiCe37v9RtyB3ya7xQrHOz3Afi4RnHIGwqH9l8efTSHGOpO8ffUQ4rgomStybdby3gPSHMPlzI5Qob/5xOwKPqxGC4i/T49FfvlgOmj1nJ0XHgpsRT+Uq6WQ+H2EoJGzG/YGJAOmucVrtud1L3SDP+OUeHBzEZ93ZjE59DtfgudHoHOOpqyagThrYk1dZ+bEBXd37/oJx+KAkUbb641tuu1i1WqAK05L16BJi3DPIQITtRGBcaWR/z/Z5Nuqlr4ZceUdstWRWd4k91o8/UIhhiZ6VdTdMNFlinuVl/dqIfmrtmeBqqMd5OJ/s3R2cUI1TrK004O62glIiP5UWpQgRDZYCI5e60z2sN+6qKMddr7K6D81+aFiOTkYafJRZARDFfCbUxbsXvDfxUhDmfsNPKW9s7mNvD2gBVXHVaD3c6dEfR8f6d1whia8R9kiG4NtrHtuQbkx/K3W+dm9JVya+lgW40QXXepO7+wKSLU1XMHUMRhVw2Ny5v8kKhw2x4gATgXWB/DThRiqRr96pkRhsQSISikUkQ+N5rYS6KZ5JNaGHeO1QTeIYN6bdvpVyHZS02B7VKR1BXCuA3os7DNDqs0elA/G7zCNQ+NvUGrhkJFpvnvdi2dltjx6xTHoWC5aBEM8+R5y/ExCcN1KLlCUXj6keuzs0lYYwcWmQZdcFF/+oDzVQSUlKGmCiB1XGr4vRs6AWsDocifPwdLg9kdy7HwldlVLReDLl4IwRjOd8NJ2GNuQORAbjQSEh8KDIh4R/U2JurhRErty3L17z5P+I/dhRcvJycVh5gOEYD2TBtU3GLFARP3CJcD6GtcUdkgeLIRCiupLht0M5uM1eXVeQbRg9xV5vBhptxj99jGIdhPyZgxquKA35WHMqAqEoFDgLM8+KQkv5SyX2kIb8we6cDPLGjtAb65DK4A6EYsBsoMsbaQCMTIj+2WWYXQ/YGvJduWVem0cQsi/wu2HcbUHeDI0MYzF3iSUQ00Yt3Y+2GT5jv8W2sd/gxd6zuKd/6YsyaKD2QVYhbSFVvSnsvcmldtYJ/6eTRi9CWhKz5RqekIIfXDQnnkD4jUpqWkgpNOn5InxPPMOWE4fee7q+aHUZHjwBYxKnbgqRs54xKIBE7OpKQoPfGzh0uptLV1d/+4CIQU1sqbURXYAoiBblfpcsyWaZvmb2FI1o6RTe+YvCXKf2pQA3k1i6XORCVZ61fofQJHOn4tWrI01ve3mnmSruqgjQsrTIxGYDE9bqI5HBRQQNTL+AlqUBDAXmFm8prrHDMgRyCcmbxd8lSUrT4Wr9WttOqV7Gt3fMA+93g0N5Pdex1ROnlqmq8+onA7g8YV3mNy1pMe7OFHsRZaWOjTS1bEr66pK9LihPIB8PclefpR49R74tng8/YCixEqGm9N9DuPAYgNAafTu/PdMmsWWK/8Ata7gFTC3tkrZTu7MrZP0ZK1eC1Ean2FSNjnu0zF9mRPQTt4WFELL+lAeER0s1sBcGwal76RWtmbhoNGu1+DGhLShb6ogdJw8dR72DRmW6pjEX63zYkohN72+X4wulZhBU0w+qWEIVyyZ/Uo3bnaJmNBIfKY4LFrlSLcQZQbmrIjJk0C0ABXz4MDKDD8LxVx34cQnZBCuN2PaFwGN0TP7IBZ+GZOv+7FBpaY9iLWLSd722CUT7nvrJc+Pi9f6NC1ocQW6yip9DaYrU0wK/FPmcUO+KCmQ76Rn2+PiUW3E5mfb7VcArM81IQuY2mW3NH0GnuIFPhP2UgXp3ddgyXamrPUoe3a7PqfIgPCXUEMMfBsuZz41uEKyMR/Gyg46C6JNoCPY1USH4WB9Ye9rS2z7HLwIXBb9plLTbkbrOZPSD4nfYFl54/MtxoV6aKCWyKhYm2WFc8G59H3JXx4hlyTm+YzAC4Iy/js0Nuq+rvOHyjxVJ80GqN2nlu76Rdh0v+HwrHTwv8BZ+MIviDG4FenlcjRlYL2NGA7pkG332DyV3EosbdKUAUNsO//2xhaKKInIrYLo9OBS4CNsp+96Zh/MeAovAhKq8mfHu/SYdv0p42xWXZfi5JjL3u5KGI9tLDHHH8/++h6knOWDq2Lw3FUkbIZiySPn/BVkHgi6tj9X91Dh2oNPaNXOy1KoYWdysdT+RYnwXpU+VtSl0i/hCBktQuql3eVhnKAyqTVNz/tmtcLimRnGxlRtPS4/tin1Jne+7kPsMgk/BlnVzfxevuNaltd/BNlm8Yrq3bctv1RwGOm3CISZpwMpoxAQmflzQyKlgjosmITaWrxd9nQqTCe7SU9Ys30YpyiGCXSsIb4qAcUH1hyiHZSddv1ZMy9kVH2FpPNR8qhu8IVVjuAg9uIn2SdXFORkMRRkrWBhkrArHJtgoSEFPT2H5mTt+eMFFvejZvmPf8nd22nUt6l+ch3jLatqE2uX2+ibvFXHBdtfpCUX1uXvXQcmbr3qOHplDRw/KwmE5olwJYw0Fnf3Fezcxyyu2KXgP2nxbRs4g14lnvKzUkVYxK+chl0GYKCcVxV4lrVbTCfD28IMDX9RG7GCcdEwnZYdbzBVYq2NenKo2ngycivZ4QhIB/nTppMaMXm+NdJG51BCYbWQQL8G+46DXsJmM4O1/mTR8DYGE8jSQLxN3eTJ1EhRtQwqiR+SXXlwix/q8HialJIp/egyjNN6nKzjAzvObFw7x5Fjh5OznHnIaFNQnsWruBsjOyTy4S4NhdwA+s6j68bpy6DvyjhwQO9rJGAA1EmiyNX5fQrNR3A9s1Nq5ViOuyJHz8WwGEVD1nEkaST3NrdrfIA+A45edpJKzsqwmCiPOZsR+D54selGgPK+t8fujXEhwVA+fZbpiXkMwmK9AAfknj7+uhrWHF/VwfQ7oZ8jYE5jj0QWn8L2Dii3iI0/S0Pj3evbTPk2SwDZoTKhd8/lJQz5+1Xqt7OSNpGK/wezAQ5RHEI6TOAP266NesNJdpyvlOVL1wlkGxZ1rVbqrK+HC9VzFtszWDjhN0XkhR4WmHLreBLns+zUsXev4e+Sm6jf9u63W96Rxb3o9WX/0FRqVwnFtNEGstyz1XCwNlQlg7FsDylH5+F4O7Xc4OE8UKqfNxs/qnHnwiDDk+K2ZK1lSz+Gnde9YC8QzrgaOpG6oTmMpaNzTgu4o2KWIrzuR0G1SyfwtRXqpdXXJbY8PxmM4ZdmmxSfOaAtbhDoEglR4rc/baN3b2DGvAiZGbU+4InNswF4EiAp6SPzr2FqNYRZ/etFgQAijQ1Ui8P+/FutBfFeO0KoMju0aBf+Zy85j2SNUyz0g0JYseZOj9a1kU+/8DQddeL7H+hvrGN7KRNDrIe2x1M09usSkYSq8UYRtwvOgHnvZv6VemnLyZTkly8mGvONP+awPFaRD8jUqXk67+QQWwwMaf+dHIdroba9N32aNWr94DnfSWpiXTYQqnYpSpRUHXioWamiTUDzii+fQ5yAKiPMUsA7hYN0J+boDU1r8TKKD5jbIbTl1lY07RKP1lLKjEtrlOUwC8Rp4/dElVW5td2SHq3xJdrR33dOGP9f1UFezJQjmD3T6jBnRS4jbJMh620ZVYGNP22mr2OIyCfjZXv0MWVfPphclQUpY2Bi9j5eubr8DDzycxE9Q9WUR33LvdQ6GphT2GDMCG5t08psQyrA0A+0UeNjfuYBUP16pyaT7S4mNGrAPPpgnU7gEQSVs1GEwT+ZyLLOVZCAsVlGtRreTfUTxPwVKusORaVvcwdlqmo6o7dMAqLTL2cb2ynVM02bJTwDvJ1yXFGmq72wJewIxfs96dnjTpO+u+q4+RjbkzS4YUvY2WDzS1cF4FHp7Ol3IzeXhmvF3kcj0ARS4sZo7BRyG33D3U95Coo75OLp3EyNlhS0LoJHPQUdoU6TaydecMhBTmdjwkM4iuMf0BCirshvHmij8NvQ+yQ93f7qg3aXg2iTj6seArAd0RRPUaInESjgpe/WAwyj2R/CC3NEipCyK+2P5KTz7OMn5lPtWBQnEESRBvgE2OY+8QyAgTDL9sxtFKJNBka9kp3a7kc5Auq4QSTGeQboQo8eVT3EMQEju3zs+f5ikdt74Te+M9lE1vCHjHfLKc4OS8T6N22okOJe+giZ7KPbdoFw/ogpthxUXQJcH9G8YL+nJxya9UdN+jGQEOsrz5jAK47lc0f833wrcFEesN3r/kD3EeBIe+1V1UcdEzTCWtfX0H6cvfeNObDqAPwM665HuWJVlZApA1OShyDKMMke6pRhY6jh0bBPwHMafZYCqEZaSwxa9eTSeaNCN8dUV31vcFKfoM3zBRnrQ8xqHH1l7esPw2uqHMft7XJRdUlRXCocF/Alt/dIoYIiPmZcKxFtCbjIT8yrEwjp0f1C+CJom3T1Pdm7ZaHzvvaoWbt1vTuGITN0gk18dRc1F/ZQJUsUCgDGS9DdpnrJX1EIzkwSl8Hm9iYwKyFB2Nm3uWfHyZrNLxPHDlbQ254nZtp8Y9Cy6FzUWtl5Qr4Dwacmp0nSwCPPtbWKSzWOPVuPSscUNu985VkwUMHHXZWnIukdbm3K4DMDj1E/l3J+eOPdIdCOOlbKXp6mxj3FGqYOg2f36DrKgG7Nx2/N0+q/7M9Q9yigUUO/+qI5eXoGbAsdScyKnOs62IpHAE0B1iYErl8djeJ8HAb/xF4tMcbU9UonFtsA05i2kW1Puw4wEXjmBMebF2efhrS8DgpCQuWywecoezru2eqKa7El9tif7LC+4G2vqt31JR8QHfJygYb5dfsrsNCTHSL4XYhtQrksoYN7jMz9MGlGOziE1ezZ3w5eKSIwTc06QRJiekjS5Ng0dPzmA8qcJikwnzFNIwUht6ktmHFRHuec0vUfzsQrIakc9bPZ7XnTLOaCtaxZpHxYFSfq1YD7jyu7a4PlZb9f4KeBGrTnVDpuOXhidQVkYeXi5d+Scry9lgAQZ50nRSVuIJ/PsYBsvaMVduJUKN0xcp5+mpIju5zudorHEfLF1UkuXT6P15OPnvS0w0RHDtEW+5u7zsI2oP2nCuwD1E9YNgyl2FObdYtrYsEGSkO0fACuo+Pg5SPScGnZ0BBQ0RrqwKoVjwHfO9FAi7r6Psd5FRKn/s3/44PDXgoBSlwiasd3C0vm1yufkAGOZJfPgXfw3QTblBWh2KxQSGbEZ23gQRYO+TrPg2hsLO+N7z0/G+3hNkCfBGIY1P/xZx6wfpKRfrpS+AIQ6l5gXBVASfvwbY+yn0Pnm5IdTkRemGKsgBae9mEipwPgI0XjQ6bWDIl1YEeAbikf5Hc9Bs5l1WykkQ2ID+cDAajKEnh03S46gzukd+icDYRVaLoVkrBPI3GLdTyVwg6GOQbUDpnHj9oBzwF7MX1IGqmr+ctzIc+8ft4ylic6VqxySQLA0oiHFQb+rQX9gieRr68kWAMYqF6rk9G7UxpO+aJApsfyDOnE7YB8+7BRCbZsydczmt8x0Nty2Rp8R2i+FV4UIP2Zm0+Jxg8Bco/FL9SEolB94+zh+R0/nInfXK5h+oHrx49EwKa+W5sWiE7UW9QbIj+B/S693XwSbmsqEzZI8zyKAgwOm9WBuGT5Bl+bXNZ7ilah0CMMDZuil8bv/zfZrWaC2Tc8F3axSrB2MBz/pvIAbrpERxLP+wG8JhGsVIXbtwNxldBrIFEia7L9TZVV+uZnvUOpH2eizhDRPojKDyGWg2rHP72q3k1rsrRcUVZtn/90fMK0xoACxu475gZWJfchMOauzRMF6wL/NCegvUoRf9K1cMGzo5BebFvjuBkatDUVA/yEApU3BuYLWfsAN52bccluf4HCNMQzEhWnJf23UPBvsmgpzRuGSGnO1GxpFExPazQ7s0sELLx4L+Sm3SpwIu1SWpVxecx9SKdWgypCajuZVmyGkDQ06zPdLMaZA3AoRoEmyIOsUOUtsS5WcFyHrLtrNSaAIomNrtSVvBFmSBeUzVa4VEzdiJ+0K/VKZyU9Ht1fSOJLsOxoVR1BqJf110V6dxBRyJipn1GNVCRsjpFKdSt/6UGeylpWh/62YWQH2meXHMb9D7KFOCXZRFlLKJDu8f9JqLJsT5xkQ1uVdRsWAoNGFgCVCiW1SZ0sNruy5DdyBA7CsYJ42b3wXKCnF5pcHI4EQLwhpiig6Sn2QbWMAQDYjB4fZeqTAB3qQ2ZW+rZ4jyTnNK8G5iL4Dp0jleLT4/z9OwO1DXU2ruKrUVxCZWwLdhSPFO4z2yiPvGvOATCJ6Sb6x33qe63BSOEUhtez73aMOhkwnsBitjH+f6wDqM1dVPhbIQmwtgmxd+LIiBkvicjREUnHslt57PisCdlzFidK041Czks5kqIQkCcFPVy1e9bgpZAjiDEzxN1+tf7tRROi55pA16e9wMneVhOypsqDc/KsW5UoOQU0+0O2ucBoBHiGJhYO2uSEX0LNVS4nyS7EjkUIhaqvW7+I9VamTDd5M0GbCKm/7b0WOWpDa30zqNWccry5JZb4CZ8THhVacEuu/jbmeqRtPlPzPPQ5ZBWVflwg+YEVlWIOPCzhgN7iQRKZpebJVWI6m86/2df70LMu4HPgyOeHlKt7VqZnpnuwWleIyP9MTGkwzIXu47gju3NcN4VDDUminu3V7jcJpbFz36BdT8m1Fwfg9sO+vlHsizESUMmYTs0erCRTO98pFenlH7k0AOr9NdF/AOlA/IFKTTwUwAzvLKOVWoLUIlGU7OjzbFD8qE6V6Bp5Y5p4Roq8RVm9dOTHYNazL7ewLfAWekcg2MO7coA1RNaNcefJTFXpFXjMJiRsrVDmuVjR/xw39WVVE1L7+rjnEe+iRTZdBI4o/2zxtrILbEZZ5w+EoX9MhGrpgNOo8wRAyoCUywP6eS4mc7vxx2vo2fydCgikPML0SkvvCtldfpbxu0SNBYnSqB6UdVZSfoKen/Sr3dm6oSEGEml1lcsfk0lQCi7o6fN9vQIB5w0QaBqhQDSJmZb8XUvOJ1DjKg7rJJxEeimKBkrcQh03kMFRYMm/9JjJ3QtfHcYkdcSZ3J8eO9TvVeUOrX0YW4n3QyeKN9qGTuKmxzYuncfj9jgO3U1oSx5o/hAjyXaIK6xah4a9MTsFgddEW/gKjfS9KCSM4IZluRM/ybq3y/5jg7oa7/t0VeuZbZo2cKTJAErd4WLZJclqr7JOfMnb/Wqr4ZGZJyxHWkrZVBsK6o0oPg5iZEio2shTGBVdcv9HbnTIeEhrqUS4pRAb8p3NZWanAjZ+3Fj7HmTXEPbY3UTTUGRWpUiK8700nf2uVIahITiEqnTJUmphlNCFw7Fx0S3NhcYdGzT4qYhwDBPyke7UUIvJxkikTALTfpgZhjs70l1CtADEWJLKtLMfkZXIjaP33Lum9fz0g7aey0LYpscata7JUEHzpwf4pEFX+o3Vs3wt7n38xK9QL2+DHTo9Gmff+e0Bwu0qncbEXHl5iogAk5A+VTC/ullguvqqFtD1IsuiAQbsyBDOyJj5d3M3wWec0fQhd4OzyRexlJR8qjq5yNa5BVUApOFLbq7XSOuV0mffEcO6Kwhp6fN0fQ+GN/6aMJcHpBJWml5MzMws6fuUtZ8x2QqoP1jkltd6uJxpYYowhf7t+k2U90Dmm+NhMnevrvq01EuEZmjFr1k9E6zFWQ1+Q6oe2ca69F6m09rAiibZ/Lw9ZPljOtTB/CS8BTM8U3Evj/zHLAwBPKOEgGFIm9EZscWFbYw5JcWuKldzVuz0EQnvgEPaH54a0TRNEx0OC4dgRB9TxI0g3qRm+x92WUar5QMZyAc6QKypcUdmptDKfPCd8HgrV54p4uqDp6duxXXMUaiTTi8pEhXpiK8fqitVrCh78N5+WtHeexzPixL+qRpPfg/OCb6o1jolxNCCSPyGKJTDwpsu8Bk8nlSO+mSKfzFYc3+YBZxdfxlBWD4Ws/7UtfuFFzCMYoAuaFcQ/xNmBh9/dCp0Aunpbwt40B0Gfg4a2+ARNl7CZgkXVVIX78ZAL/2E9Vpnz4zFdE/b9tA6jv1R5rD/96573gCuYps+nIa97wS7n+XC3Ef9E7WFRj9U3UvhUiLCzMluKGXOTaPmibpvquRfwv8TO3Hs9Bkz77cNDPvErfkmQxxllHqmf5+Bgfcq/4NDxyauDO1HTrm5A0PVKLHzU/ki7ClF58/Wa3PEPWdX9bKjYSJ6UDdQWuj79Txsi1WBzJTyhRbiGAhxSO2lmtrFpa+8w1edAZK7fMPaH2jC4AAfqyDwfyB4JwJOe5+r2tmodxANcy1n5CfkzBuTI6ly7EdnLiX47ngthlPQ25YvLr19UpSmWBnXG7QH80O4GKGVRuNS9l8cJR6l7zZvgA6hsGYmR+5JKyjpHai1KA93YcWFk5h5AiyFE5fs/uVYnh4hy9hH8Dk9NFx+3/TgTRK8+G+WOPDpJK/KD2LfeCB/2DKJS22V3fUe9bD2HWwkw+bhQxQamCLxwfahgxEj44+aibs9z0EWo3R1klbxEd/KvpWLGR2Ycx8GSN6/1tfr3xcfUyushdXgtaPXus/pjTOMXi7lFz6UVpZFPB7oGoPj4tRVVcTRpt6b84h7iW9bg9hSazg2aT0f9XOORAQL0Wn/LsBpgWKF3NetVlOs5M+MgNySppf0uRLEmcK3QCgCRw23eYCYQqQPV7B6fiV4mvbjh7kWESMLuEY7DbTWM8CKVPrk3IDvyn4ZY8Htl0y/iVR9g1FcZ40VuPce+IrG1FueNkq4UPmpynw58M/dRNqm4PJa8Anbg7hcZ1m6rCU7CUpRz3AKdkPokbw94M+LVMC4EhXdEEGOmzLhFva2IdGy1c6NIUQB/o05Y7AjmlN1OJPjRJil8T63av0KzSTGVFK9SDHRLqN+BKdxntvB6DLxVzOVvDeHiMIzc8V9pgkZ+dwDm94E4bw3yKlAhNKuJ9WpPFOvuS8uqzcRzeUC3ZrmG7hIf/WNGHolCnDjhqXKUVBcHms10FLuUYAJFd0UEZE4v+xEjdehQHDN+K9jXN6SF2uL0bZYm09ei9ycTz7k2S1Xmd4twlGOH4f+hZXg3roHHBvYBiR5sj2jPm1S/qz52R6xizf8avrB9plsEm6KzXtr93QA9BkUzHS3u/sk2wqjT0QP4WbqMChbb3flRkF9CeeH9smHUPUrhTheWUHY454sRwgjm3vCV/nIVfVw7ABWfdvmHHJNVYlrIfmledSuYIZjau5Crts5qm96Ps5cfvnjXgEPwc+Cxb3X330cD3LY49nsI+zMQ7SkId7I0vkHABK2bwdd/9D2Y0vrodfvXq4iQw8x7TSOGYYT3dKr5P8+wiVxxUFZAiDGJyH+dJ7e2fie0Vmcj1pv0ONW3fo+AJ8Dz/udK5ZFw+AJEgpB59FKvlzdFl9meugGEfzoZylZ6aRMT4Dm0ras0s+J+JjoZSoSBCb2M4d/ydLyWJ2UFBNH3cOufvYv41gCSG1BlUuUtMdQzn+fAdL8L2YSg97fNWSLQEG9iJrBOxdfBdzemPenaKdzFw/bcLjp2Sx8UBo/GlTRL1q1kLSEjbMmSxwOzE2a5GvHraqtvjjSFLXY2HfFPjwXMc7WLZ4eJMcElSbchZbyqeCenaSOMa7VQUGl3bHHMOgWFQQKOh/zbPfD86de9spb/grFQgQQbczF1+/32QeoAMU4puLpcG05n9/r/ZzJZ8LDkpR/lvSHQbmdtpkO3pNINa9AhrlnJgC24lijcvpP9XlrbY9WltAb43fC5RNXPoCfSNVX2uYzIRoXvRtpUTAc1tL/Wm/TFRa8elVj/Kad2X3nTUUXdwdQsuxcKqAx49by3gFC6nhDjBh0+hcg4ygnfN95PpW3ycs7OG02irpzYyWkVA9+h02xQCMQv2qd8uTPFwa00Lj90+o23/pof6WvvoyWy1Kv3quW2SYIW5iVBLK4H1oWqmU8hSHpOmRN1O8t5UsqUcEPd71mzgmyoXLF7EoMVhALXAgdE6raHqJt8O/OOhfSiiXwMZkkbx9LwCiautUkNrsY9FBn3vf4Tv8qfHLKA/2SmN5DW3iLJSrzevBTVoly+m5FF1kxX5bwUQaRy1rmACjkwIS3MCox0GJ9Z71eCjhOPjLYFWqnRv7G+1ieDQkfjejxcm54ABjcUnn4VMmGQD4PghTvz4bQbGA2C5zQm7WX1UAftUNc/LgxbwamEjJ30uT0tXqkVMCXkSmzA5HTVbQ1X/esLw1Uy6YXeivg/Y+yvKzZYWVpNvrC8vurYMbDNwtvrgKBffMfDCJ8yjqDwIi3PWLxuD3HnaInCttTc9wpPcZesYbqnXGsEBm0SEi//eWsTzYxyrzOiXyXsEVbK1Z66PJCQzUfjbAH/JN2TJ8tlipXdaLWTDUi9ZNtJ+byAdLFu6bi2mSTd20WU+rQxUxwfTcYK3Ay+jDoPA/ekZfDLgCiBUv4kb7mikWjgtaFqvmTGQwyg4pVvt/f1FNg7aN2GhQRtjQxj3q0T4PQbW9NpKlX/a/Wn+5u3HyO7HRdhaDAQoX55edSkThW6ChaxPXIbKl17VBZKdh2LouxKYQXHb+nlN491FKUKYiJHtvcz4RovwuU1D2bkd4MCQLfFTvompeOvH7NMkOr2jTTOrnpGo+3uIKndvXMhVmZVG1S9UJlkiXGUz+/JmiPPxmCy+cZry4nOx42OTFme2dPeHdTHIO4rRys3XBYqM3LJbEoLC83r+lfR8HmIElnI0mBDbtrEdlW6uIUd1PVEMIiRy9RzzWxhTf7GJVdIDIsJnA7+2KEcUpq9LmQw3kmu36zovWKlhbmom0YIWcn+3dWGW7G0xfzCRDnI4iWppFA7Bj9o9z76YGpSs1+upSa/0tHNaocrrRn1efvxIMkY8ZLp6oT4N/dFUTv7EHmZ7tidUFcRc5x1NN4Vk2qBLqggpOpJGugbLl3oORBgewHBFTXNNAwAcExQPGAI3GY4DcRN4ofSNxE/OnRWzJ8ZdcNHubA4wPAeiEBCOOhxD4j68ivIcSuIYl7mAtqPLAU9QeVBdzLaE2EvzYC+bcMQHAnUjM36KRZDC65TDoDV/wwiCYl7c59jqQIkXwoRqn3Yr+Dt0edYozWJ2dUQGGjszObIkqRDMPgvmWFsvGmSqfCq+VQoOr9WBwC2xdAN3goSsywp22Ir+sUnbF4B55FPHCSKWCvcC/3PFnADTd7TlsP42esyMCBeJ1hgLbytuAVwLLRz/WY5jvlZLtvoTWwv0L8zPTPrZWZHwmhjyIHaoHaLp/eO1J3HqB01cqrIPSkIz5QFd43qtfxNUI8OMoljokAUks4wuoS+PhMWgRHkNpZyETH3X44zKaQSu994z4d3Y/uLVYgqi3SbFDdZVcXl6r6VGndZ9/d/i6vuCekVc5PbMSWl9Y34Uuq0LSWeZbfS5NT4quoaNkKoB9lm9UuTz0TAFeRwTm85Ztb2DhvDkJLmvqm6oebooD6gvr1JCXg5ndpucc03/XEYrv+syoP7L3C0Hvg7chzBK+mOmhbxAbfW4yZ3yDp8DRZ8iiG+FNPf3yOtTR83ZyI8FL8Ir3sVa/4kz1WweGMDzV41INCDN0fmlk4ka4ZzdTjDycPkXUzevnIW3r6rNGkxMxxKz10aHO+rj8wYi2D73TZgzTDVNP0lblzDR5zium4JMLpGUj9lBPNAYtXW7QjG/lHt74l1xxxwd/Z8zZAFFU4M12p3CqKHNIgu5M8ymIt0290exQQafU0fHnpEAYbi5Xoct8fkBbpF/MvqC8btU2RvZfLZhxQKRz1hZjlzuBE/ooTRPqSKNOVolssw/rRwfILzUFUmX6REGwKe4EUlFM8WPlCFAbu51nt78lpQwYDEojR1s/xz58MQky8g/Zh/st8PgEkvvg+8CBBJhV0571zE6H8ea6V8g/O5pWhHx4fQPySkv6TWVM4e0sJPbaBT2Yh3CiPmhEs5I+ShvOK/gIjY0kAwV/rcQ3hCz1jJQVTtHpTwZnAkw1TN9fG/XR19OKCMBtW8XNZ1QPV9aoclLtIe0w0dTkLJRIwVLXD/WRE10eT+NeahXUFFOysEeu/3X5N8R6q2ou/ksJ2aE4Llb2Jqp/y5Sj1cy9f3MXeh6/8ph3vb2BdtJ4J/DIozGRnYQcjDDrNV0xNWf0XFqzgkr/3ujmPPUGHeptGUHtqFauq9WU8QWzYya6KFSlnB/kn/80FNEMcdQzrg3oVPLw67J7xAMPTEFLbdYgIOOziwYEqa2BVeq0uft9PSsL+Tdn5FGOlWoUf3sgek9e3LxHhwZcv2ZDf1+OHfMnZQ5kJm2x/vH8qOfLe3nkj29pQbRcs+E8GrOGea2S1m2yG9GDd5yR7ks1otw7L4F6TnAPgazZD1adfLqMximSPdvQZ2VK80ok5biP1HH6uZoa9ERSgsDRQlGjDC7E5ruzoUfn553iv18wsSN1zghg909bFW7c4x76FxFKICQk1XV7JO/gfiq696FHsKUWLHd1Q1UNJuI6cYZBOjrO+tLZtpSvSxvjvQ9mhJCHDbHPnk0gnTPcARwYvcmIbfRIrBb1toyH74yRgcBMBAM90nr3Bb6bGBtL2TGf3Tb8wVOehsPfM25KnX2MQyL9T+eqADur9QESgH43nnYvl273ZnyY1ruRcUSIDfj9upjPphlhgvtI/R40V1VmQP6xjCobpeBU9nkEl5zqK78sUPgBK+oqB/ckNsNWwZkLghVyN7GIBxDVgTNCvaxhTVGeA/xZ0GG/wj1GqmtQL1L0LzjeR04XTOA/zUgJYmWnIelZAwb6E8cI6yHDE6eCpP+EVi5q0Q1wh4cZGO1KAREMzCnCiOAzGwVSDJTIwbwhQfRdo4xHg13IYVhF1laaZeiN17SjZvRCXBqMk9rSr/ZwRZ16U6PZEKZb9oHSVW8gGYN1EJJzEvMDGxrHzcch4WGOD3HSvT3p05t4JYbOlQmQ7S0BLWG4yYfuUsr4L/OksFqMX6K2wgerk11/1W4bBl59rViV6bcgOocvXyXhB/wjYB0KO98c3/A3Qm6imhYX3zQ3wtBKULpCIxCpEDmsYv+40lSQQuSktqKKGr46vqBW7vaw9GLgQwjJ3yiWGaaXpevvKRs6i9KRoHrLbupSPEaPu5WSCXe874FvUvgoK2RFwstgnGHPOzebfMZTcHYwdyHWevYGopkim6lc7YNazVZIvTyA7srv3OWwwvUDp6V5p3H7HyxOZRA408FqwXkPh2xsf6RF9CRJVXBwswdOkSPzNAzIIcovDoZJ98fi6ZRrUaMw2aRDS1RnLsuEV1iw7jIaq7ZaAhzrWaG3/accStOars5Bq2S6KAONDb7Ci7qhfoB4BKCuV4BQs0RY8qXLeT1HHxZfd4QmTjbgF3wweDtF+dTk4b2ncv+iFtjH4Ba/69qLnnJZDKs0sHnB5/L29ouafGX0WfuGbG8OduW7SfWeWB2Wpeuj0vgkLjI6BoYTshoeKnxOPq+5P7IiwX//o5Sp3giWVjbcD8aPTT2hk/Zjt5S33NhlR6+hkR6bv0SQXeXiRR1qOHIJvlMJ1DATNHSjqMO8eNqi66LKoq4Wqt+nQNBRZjgnlOdsq8E6d5erUcAch/b6rOVDpaNZDdMgvfHAk5CeMy7kpurlD3SscgeyWQYqmMtf4TDXRAAJSF8/akHCrmc4wWS/Ns7e1317YroSOd+ugEJO9zh2VLnuttSMQCO0/AX+4tokTGaB33GIpMIjfpl+wPzuh/anxcFYQLnl62d59PFWuO+qUZmAQTMNVy5vU5eV/Xbxijdg5uptvNjH90aO9x4DFpgXemQlV8rA1WnvV2OyBcClROU1aoKIEFrZ8ROoF4441c4rSUpILffKcaqALoPlVRrPx6r4+hWROZSadfr5IxrAmOr5khsBwCqPrTNUN1V1MqjBd+43OLS9STeIXaDgXX7oVoYXADNo443+uAJfM1MSWFt3e31LD20c6o+UEqW9GUDQRnrG6gvuI1Ao9B5O4KOqpc4A0Zr7BVCxBehrTUPgCHdNTwXD3dpxhscRLNOxN5PZRF9XLdcxroAbO5kmeKB0w9hooOdfMjzFoRK66RZ5hjuy4Pf3fFOOJA9NbodpLQz0N7lBlDO8awmx5iYAWWoo234ur5sJdB+QZaFi9+Lhzw4UiKsgoCMk87qfEX1Ftv6CX8/L/FhQnUsJGTwPcEnFH5AQFth5TdJajyZX6WzT1bqrFowjXOjJmRxbugQ1Fm7KdHKj9leWXu8KWy/SChg1Tacou+7nnOITO4/QCd5PiHIuInTeJz19bpPFyWjH/hzO4hBbnUhn1knPd54asayPS8r/CIJbnW4VPEizJtimLA1xMMdg6CMorKXcZLVulKo6hkNUbc8/1/532sDaNw0563jfWMYJ+n8qHhnYi8QcK4R8agnBebqfson6FeFjkF87aPHXRcHlmk9joQ+zUGrplpqiZVw7nUeSNvqFMHbJ0qoUve8uo/dxGGzMH5CBjonS/vyq0W8ee2CvIfp6RSAAOPqp7y4jCmEcBWLs+2eBMT02BnnO9j2Q1pHPgxMr35r56JwLwptl68yk91mvPmZj/HP1/E96DL/WCAcLAIzAlE2QEub2IPN15EVVMIEZRq+N3RrXAVTvodWkLwHQ1jq8oO7WEL5qlpU7XlqqXFFV0bzDOtAdlLHHkZK4+M9rvitQ5uddmP6zkygbY4MqPksP49zH6KjO+CdEWr1b2ayKQPQpUvA29VpXxQNDdCSZed7HIUx7KdEBNLcz5Pt62nBP17Wy5+35RBfnso3FKBJ0BwMGenC1S0qYkBC6zwX5DrVejyksW1QM2JN3ejbLNEBYf1Q3oo1LIV8MclwuP/8Zh8HoESfERdq9cEYfPpav9hiBmT/01IM7QVbd6a/B8CQZjyfuGtMG3NlD8HKSjAS9FV8P/X8dXcLWXoUXwbLg7qMBrcyAXkWe8rd7PZ3tlFvV3ySn3zkrC0dbE5hYrTZkdCdcs2Et6bj0GjdRboV/08etS2/ym2wKIJoEnBUhDwyZ1493qvHYDaFux4N0cufUQ92oHJdu2UbBlktYKCPATFQCP9XeKFXNu/KEmTqhmffAErxaMQl84YhrF4Gdo2U9QMOGSp6FpEobs8+gybGEtHD2n+WLEffe2GvyYpQJPP6MRzazXiCXXSG34iO4gtkIeTk9nX/GR7EqYLN1jwm25T0bcXtd022JDvhpKQPzAJdga1ZDlzr9IepTX8FBHxcakFOKHapCiuZyssrSEH1CNcBrnb3Yl+ZgRIlOUypyQldWLn9xVSq+/TkRcXALgH8+9C3OB/Qan7dhBG58jIX3t+YowagdOQo3oTFeKndKH+BzW8r85eAg3ub7/GAT1B9jZ6eDjxJ4oVyObXuJcFYicDF9QFykjKNOLkHrnqWTpWI37OsATkrIDjqkacHBcsMuIz2xhMHLFeMQlgini4rPm/uM2nXoz134AiInK25++V5Hu0vQhs1xdZcFUwJoOwtgujMC/LdeM7aBqJekU098DBf/e2e1ExFQLZu3wPRbLkW1qQKipx8U4qFdKbUoEqeHhAOD4jyh0sAmONbNSYj27NB/GXhSxIKKSJFMk7zPdqpL6EQ7Ao3yxIIDIZu5ALme6NYr3YlFjTqJU8H7Q20FIDm1uTX93QXwtZIB4QL5cnvQz+afwPKo6R4PvepO/AGHRDXbpE+ijpf/7+6O6G3RirPdU9BZ+V7SU+ovtNaJzEhaiYp0oW6EvTrB7C5azhdRymUkiTVBfDE4ak3LNxxYraVq96kFmW38W1Wc4aQa/cPVaGp6TwQGBtaDt3jzJuKC8qqXW54HI9dvH9tHWgOmhvva9UqM4yv5fFEOkDW7fBUUI9BguwvYH16KLpU/LrngaHMNgSPexPZezjpb+JGW+Wx5aDnEMU20M93nhYhRrMUT/dz55GVMIV4Y5Sg+V71yNjAvjhAdZyso0TYUULaNWRqey0OWGlz9a/IvLTJdcH5HHgiCpMxyg0GDPAukNTe7GwihRcwzDiPQ4nB5rFNwc5TuIAU7kfQIFZBRRJamxC0Q6ck8sIECLGj6Qngg/ucquffpc+XOw9zzfI7R0WCgpM/laAg3i776jFzQHt4OfgtFGrFHD5kEcIHaK/cilNSRo+nYSLq4mRsrUQoEZ6Bw0btq7hLaOC3xj5Ae0Agzz0ktUVWpSTDQgJBnlz+n0jBq9Pen0u8MU1ZkVLvrM4puSLzePSEcNCD1W/M+5QUOMAjuSha/Y6WFsVH3LTXIDw6qsLW6i6dHPz4WI0wIll41unPpWVjy4SgR+s+Dyu/l8vMZgG6rwAd6pov3KmKwlTsuFFB1AEM+iyprf6FY0db+Hu1fEnUF4Uo4MS0KwEGQkGLUstU95a2bDoFBuya04XZNzhaDxLIde7dcWCnAGRb4DnqzhOeo71gKEMji91rTZQRqunpoW7fNvRKSVXwUZ14bPy92rV4msDQv/QHGWA6SkXhZ7fPP78JOZRHAtw0pmA0PolAJ1ibPbjoQXmEEdLbU8vzl3G5ul03k/GaTxTXhoZ8SyPAsSPxp7EdFN52FEU3hcVTOw+Ybv2GtnOdFyTsi+yIHu8oJOyMNYg/Wv+FjuYrA4aXNtxUVK+wysTwyWYbkji/4ukisdFHh4ByklL/n7p855cP5ugjlZxNjz5AUmQvcivaBtuobdeYObwZ/BeXNa69J/k0aHOJNJlesFKpJXGtXm01zH68JhpDVbX0sFOmV8oEdSKattnQo2NQqT1FEi+q12I9QvWhUuSuwbIm+SMWT9Kxe0wSd/NNH3ur1hOj++c0+Z8mEawMA9kfn3S8K1OwPxaqCexZauXutxMkaaTwZ+pXT3o8FXrQL8iO/I+w4ZJnMEDi6OOHiilCBN0SDe4OE+aRVq5ZAgdIlw7ZcnA12f5yb6+iU5tniPRXYn9OuTT9uTFYFSnZE29v+hE5k8ihBVXcqadLDUuBHaeFcjh5nnFllD1mJDkrdWReHhPBXz/wC7Ws/50X14yIKbhgnZDKRfcYbPRtfIRIJIUH0tO7RHWwLCYGCKzNZ398IImcm21RjRT4YQRiHM10SAWrEIVcbq6Ri4BPbkY/S/OuDBn+IFQ/b8apoODSVAgZMRNQa4slzgNPMiz/TFh5COUmNt8Z4J83A0WmgUhsfr/ahzCQo7n9fpflTw5SbeAsuBFvIBaEBNT8+3gq+9gqIISG5eq3TEPpi2g+HluvGrH1F0Mpda7K0a/mni1JNpSq0Z/f20q3/I4FV+tyVDZWVRi4BOq9N2Cld0jXYKHOzA3PAgqQOEvZTxd1t10hIf6y0wREOOXACNnpu7hclBNF4lVJPRtYDN+5kq5r/QIEFVapLmwNQk7KyzqG5w5/3H0xAUCcNSCRqBUyXlNLwzgHkmcQQettlRshzd1PFqYq0u9kWIP2eP2txkCA2Assj02+bNuyov72KjPz3UpvDeW7G097RWKi6GTQgh/F7sOgjyRAkxWc941rfgBGb7ysPls81dpN9I0dONaiueL5c5+t0ubqM3TWAPg5ovc+nK9Xpjv7YOLoQuXQZ8NFw04Tdt1hBfqDf1ubY9bK2jRccgkGoO0RsZTaWIdYCLOdjFpDgEunG3FrZvX3DJUMgWj5muv7fJ0B88dNgC298j/wJG8sIM0HAVWKrAoR1v2pC3Mn+3blR811nzpEYzOOkhlTe2CQVar4w4yGV/ySe5t30gfBKr5W8RG9+UvxECYqv3N90Jems6HJVnZlx+3b2SYP7Y3pp2a126d4vv9mkY4uzmhzvAOF2cG15SMVObff4CUbETD1sWTOYHjVr+SYRbyGvsf156myAInybZfHkaHN7M9lI+K4LPm47plifDM0920En9fR+W5IerTmvaEhRS26i8ssRqJdunE2GIar1y7loGywKrH3IRslZlZP3TIbS/FZzsEsgEZSMsWK1K00N2pnE83z6UtHN7pHvHP+dBenZAndrraNMQ8d48hPq0btl6r1EN7PnLP7mX45P4rNTmLffsSZv3fMGiRl/6w0vsxX7u7OBnafh3H5cda/3cWI3aSd/AnV2egtgc0zAdWekY2kAfXG0gvJDU9S44gk+QMAsJiL7hOLT+WWFpVXMF8Tzovz7f8nYAzI7WP21KQMtCQmUflhKMOP0lRpe4zDvhffZJRO1lnKHWRMbjmbftc6e7OAFr9wmZ4aqGJ6lrcCb5Fdg0xP7CFbIdLsvNXPbzGj7ndyedxHRpPUoDsORx7oy0y0NobcUa1HflL3ltLHr9hVkPUHcUwL+CbgjYpxcqCG4txDjGVafxRnU5iSvV8cA65tjKm+YhaFpOQ44QVWMsyjcHiVOFlaMO9i7RbsSrnbVrr0sRFtmA/ic4KmrReUvumLwTHmsOnudCgp3gz988R+lIdP1I2VnqsK7tpaigOuMYaRvtp7IETF9G4w0l41ETV3AJiVc6GxnxG2oxfv1g/eFI7eE81MQq/45F7eI/OUJbqkuCUm5ZjMx2WJZVDYIQgun5q4ZsnjD9uGH8z8KANWt48hn0+lljn2iyPVckSEW7MprE+lUQ7lIWdY1cqSG7Wb5Z319mgWIk35CvMpSUv3zPZ21pE6EGpCFFqCnBm1mqS322ICdLBqjZrkq4ZoTkF8JV5WVmUae8bYUXCuQr5aX9ioZsBXczoK4aawBBmfKpCKqQC6fdPdv9Xl3oSNW8vXtxPUihhm+dRVmAEv9zlhnb7qJy+xZoQUVj8FLtlurX2kBmqis19HexC8WpWi4AR7szoGCHtyYYaRBq35T7Y83d0FbMEFbIG2r3/++VE5VCtA1vjujud9U5R7zD25w9f2ascVxq0ohXJllFdM47pmji3/VjZq6/xRnefvhO1lI6a53FRqp/otMkZpUWOsJfW1xrgYwVCv8vWjEGTfo+ljqfbw9rMfQPKBgo5SFLxMudeZEwWJ8jf7ZR+KGNZQajM5or1dtP9ZkTR2AJ85LTwIuHL+cC1r4zdjazR91xmV5yw7iqJt7YW5Ve7rB1A7oYiGZ4w6Nyr77MycXMO4fObtDTdRd4UkhhY2A8IO0Fe1A9H/tUtD3Tx+D0+Ho4Sns2PR6fN+80CMDPMzK0kBlHxMmGG6YZndqS64aAqJaCp7bjoihUFAILgwbMyYNnv/o0oLKRG+AgIKVExntG/gA/sy9Tiz8o0aDFAVjn2ipYP1mjE3SrU981F3WrJWQFt2rNcPT7o1t1ZRUwn3W9sx6XB+4LqIhIRSjRilzY2h6lKZh+RDW4JTGNcfb1J+HRiBXx16JFjg1fsp9IRyXUgq+f1IR2dS4n6bdurMk3RWXr/FedIOvIYTxc2LV/EHsaK7QCyh5YDfwpK9ab3C3Sodc55ClfnuQOYdStNN5nCrdu5DlVlT5F9WBqn2iyiOCkW0TyRHwiuVSkrM5dZJGbSuPW2k0Ss8DDhhY4rYL0QryPKmZWpCGCFtrtMrFXsS0/nFnY/9j/GK4PtGrxGXveb/tV1UypQUrdtGhOoSqZ5PMY5BZmeV8UgZVNP3vsPZcU0Nv1MO/b6QshGJ/VKfE8WbHXZQBKre/1irRiXaFSsyXjIsDNopkg68pWTtuFMBanhU3GzZ+foP1BLhMVya6bAlWdbxV4lZ8U5fHxstoNw50OZLabzzGYYWP8FcMb+SLwy+pntR/kNVwAug8xuEGkUNWmPMjzmRbsI5LTsQVf450IEZtqbMVel0XH3BkDcYdYbO93Kdj0AUdCB1VQ6mb2HykxEi6H78JaCrrtZNc0Pj8H/NyJZ1uOX7124lDdHY1Kuqbe41CqcgwG9kSPqHgHQ+9ZLdvGy3w+SfNrZB7+u8D5zPaPtRAWRDBVdfCXmMurULok4pgX9RcpUH3GqYObsjdOliMlf2xVMnGOi49qZpTa1yFhCsEH0Z6gVapZYkt2SqvErRYM84BCPKJR3ys0zhVD2RvqOKrY8NpYz27hdD9HfuY69yIq785q6tbSh7JIIBDZbRpW3H/J9SoduJFAuJZh233d8F6URutd/NMKGehuVWNpyNQ8YnX7oBd8RlwZKZsfAbnZUduuojJGAK7xOmIyBuLiVE8zQF38L6cdt8YALFa0f8KEhfCN3AKzDEY2Xm8YV7pruMWVu9kHcCdmFWJjnR4kQzOBGImADWiJcwtMcnExGQ5lv08tpMQ0a0kIcnQmybPSVAaPI35e+1oNdneYuC0vB4ZHk7W5m7pvQWvKgxAjgvfEARXeKu9MTzqKhAjtKbSGMV1GlB2Bq/7YZD5683y1/e6Fa8P7biIUquM6pK7ZRPPNyqUoGvAzG5DmQyX5soZhxT9fewkLUDszWjBgAx7TGvKQXXHlLhux112U5SO4Ym4797CF463cWZLZmU59IZusi/cEZJgZGLF6yDTYUUfkGRyauw+yWQsfTI35JTvf+mDAnaEhXHJ1KXlHf5WAvant5LyGKG6wXShjjikV+SyzNWwI1S771pkP0ZkImAVyZfhN0h49zEhDmT6Kjepl+TdU9v1B1Px7cj6i8kddIPooZCWCXLpilSIfCm/AAfsOsZexGo0bXPMXkEERCnLfUnXagwHBubQ5pwwv6Hz53ATiz4dhLv+Xwis+db2L3Tt/6g9bfVdFKOMlDV2CabwZOrrqqpXqsRmxMClKw/UUoDUApYofLNxbKmuQyfQEjhYMR+++RlKz9n4Rx51wlEaNHfpNc9oWvW8FKpinNDBprysPDOCHzXbBweNGdmiwUHp8y7IMjwe0+nrZSnxodLkwHUSjxQYjC4PNchWHf9O3EnG44pAGFvRfpRCyC+wPTonAqre4O/PaKI4axvR4HCZ9HgyCxaRUg6OAQjWswowLsSffXrQzWG6Hu0nXfqbnIaNEXW94ep6/YlTtthKpK8s8LrnnLVvWqqVsBq/H3TY7xDWedQvnIXOd4B2eYvmRY2erbWDrSIGC+fbcLgye8TffijQXemLPsrojVIgpTKFojNdsuFAEwHrYxCa0wpc5/qHKYpbRjPaot7Osu86NZk16mrZUg7paL8jsZx+rlDy6JBWsiVHD583Y5O9eenlMf62gMJtskxvyOLP19LoCs2i31nYOGwC5wYJGmduxdI6gde57sWoTfscId6fCuBV/AF+g0tzy+tqU+595yfoNjfA//TnbAzZaYxHDjI12Mt0SxGKdeRbA2iTLW4sybxT7Lq091PQMhQF5SspW/Ww7EvdPu+pCCN/mhKfl+MTMRpB0zBmU5QW56U/bjTcq2/zFHNBNBfm/PXpWTjsFHW1tbfqPFR8oTcLCgFW4MuuCi0nzklYK6Am8jWN8FiUFgsCM88Up7z+G+eIvXuxFBtVIwptAO5RI8Mtip9q4TdNgrLj7sED4VbnYfWH58fy9aqZQCzA47VHNgxcns06ZDlQL/M6H4R9/inQ0GOuebpFXQQFP3rm3VX/UfCe9sKyjInYTmgk9Ffhhn2EgO+zQuRs3pXnJvPF3ZfA1USSVjwdbsIukGTeXRs7Vrh2Q3OoOpsT7tLRDjeV8xeUkJ59nal3LayEoEj9wXtbOnv1yf8spHjFF1DMyEvfMlIECAMYuKjTL+EiQMEXfZhb/ghYq0cMmqHZAWL4u4gbJ/fin/xWZgNlBoZ/DlskAE1XvyhWOU3vRmIdVogDczk/9rEylrNeCXsgipjzBwuTPgMjV4qZ/Hg1WsWoUgntU0Ekj0WJ1fg8iPFKJKIlLR4uRYclsxKfntKkbDIa+ym8LQXaCAeRq60fWTsaCUIbePHxUJ2KHHKnBL3ahVO5a5onb8jH465zpmPuW3wB6UqCxk3LjcGc0lp81fUzsRANIpP/pIqZpjR5VGy7Xvs+Hp76DYgy/XzbT/DfgOpy3MFdA9eL2bxKhu7UMke9o5MYO6z8dPC6kOdDxfpnsVrC0dsbU0TJRf3kD/SbZ21A4uL/Zdy2sJCkXfV/pJ76FGEMzvO2tNcXqB5Umm/qvaWnhXC92+BTKFczWMd+Ji5WSS2mWgItErsDgoiooJoMC4kbBHmOZujMv6iVpFqC65qbxCXJbfiVNxOBur1XScRpUnx5Z1z+f4/BDLs8QuZUao85NPcWMKMHZa+3H1kXRl76K+AN+/srEe7n2QR8ZTFKMV2Pwzm6Y2RJ5AHpvIbcpmvgeE0JAdh5wwMqrwABC7cCwHoxH2zjAUzMl1PzfW6shmRz8+14WkLpysBF5J87IHCj+cMDGIcIbpqsL8VuZ7RQm0YJJCa1L6zEQU1tZ7yPVME+/IAUOmAZDzZzRUnhH0rQtHGU/4JYj92zcpnZjkky++rAh1ckkgdn4bthuH1s/ejeRbv22Ye6eEn7VrHS+zW/+KOmmBRwJXKRqo8FQ3Wr3kowljviQRr8/fo1+800W5Pbi+tRp7KGvGNSscKh7H2CqRZDYzDbsTqBm+rU1otvshFrzh73z+wfnbqlnUGEaxIU7yBeachBAcAmeSisPHCO/aFO9QSFMOS1iswzOAtHlh6rRrBqVqRSuB/WNUEuNpprZyb1AG6tz2/EzAjAWdWx5BCO0HGBXK7/AA3GCrB57QqMotyQNZCajCNaFokFcoiEhbFBRSO39uz6NEfrt9WHzL8r4UvtNzMnecFMW3kP3kld5bFi6WOmENnNIlautvr3jFYwuSPr3lLakDwk1cXFaMv7EvHa7gnpnnopz+be1pSk1KptUgOt4igDdOv8An8XSOMJUOQHnznANAmNVT62RCJXglfkwgGEusvc9bSH02v3tKJLtctGaPU+nW0vMQsYOY5oHr1gKkmTv5S05eU3LrlXfC8CQw3KvPx4ySX4JqQrKKfT6QSVKHRAJsDoklbdDya5rXIYGjdoHgRutXDbs+o5PEWKtAsIP6aaZ+2L+FxcmM+13/VTkiaLtEkwvbJxA+AQycYxqoNEO8jLfOCHsejNBfc2D9fLQ6/Meyx1toNuApVUd40VAZBDINOJJTi0kgjtD4Xl2rSnpUHWTwVbAtmzpuprsIwxPU3vtBM2ku2ItZeYxVByNa5ZqYqekECdRMUktITSjYGjzOcoZhnjp4YNNESms/fg1zqBV4nKLEmmE/heihp3OWq6JOdOPhK3lVsja5TItS/j2IR0FUJhkJviFUsLh0SRcGwWc0dPpi+PM+BEZksfMwkpftPQ0xyMx0xmI7zoR13rGD/G2yg0L5+ogt3OPpBOoF65hYreDcClwCRrF9rQHNTRJLQnCWbkAuQMuX10CgRbI8tyfPQJgvq6SP0wAsHEijlfvVesSjFYObQqJWnPoyfIUHKnGm3hHsCpzEGY+9sZZxB5TgSz5rGJkEhDaw4oHxKmvExu9ZpXkCBovmHy2bsBTtDQrsK1cR+Q7Xb92SkYzUOwO7Eow663GBmC1DJjcwumkIKSz6RyJfVBsiAtAhCCt+e1Je9sqLtJ2O8wokDPZZNJHbWdlaybGlr7yUCuCuT7yGtcryUKDxP3qxx/7ZT3MaUuvBkBaCL3wAtM5nIxg29aceWGozbYHp72JoSahDFNc7Ke7BhO0WZFBwCjgz51B08eN9LZ7ksA2m9/yEXZ7vRr0WXfmwtXIxMrXl4dz6Le52d8y5+1M2TwgchrKeQl6YsqruIcGNcjnG9GTW1+0ArUKetcFxh07YYSNxVJXGjq6uLwC/t2PlJEl/MipcNp/uNQLob7bWGktPX/bguKzpikkAIE8yhDNmdWGMLo41ypXGsOkCguolicSrXTV2A5uuCuoe6LKStq4DA5pzwWnHwG/Hg0VBEGa+S9Dyl3ZiQZAJnAAe8LSXLQUpS1PqKrwnxY8amWgBfB9CQUAUdRr95PwtsnAoJs8/kSwTYgck5fuWpGoATwm88ssDBHFEhlRdsiHxREFod3rhi9oIf2KVvU5AsLhdEoZaP7eqUt658pkOEeCzgL/qok+cIZw99p30wEh0Fl4lh6oP9zvG0gGkrOGKinwWpEjuDib1p26QOGcX0gI8CNFfOjU2gLcWnLDALoNVBfMxtGCt49r/p6obcm0UhfA0efm5ngaE2mligeXvJbORpCLUFLMQvz3S+dP367pTuPySYdvN8fMM5OovXO2u5Tcgklv2TYATsqBfQHN3e8q1FKM53/6qux175S0U1ZYZFv9HrveNMk3+xgmoAuEWL5AcXp0/+otXq/kFys5ya+N9SV2b+jKEIcblOFzDOzIjKI5WKYB83BevUzgcaYRUtvlIiCkNPc3VqbBiM2I9o1t+mwUy6dGvd9kLbfaIueA6VQOTLKzFfkyzpLlg5BtWDej2yTejxQsLyivW2wTxPazPl5lDgQkGiow48juGX454OXBdsq2DGs6hfB82nsj0lDtd7jptI/L0g+fjE/K2CRBE+zs2JeIZ2tcOKFe/YJKY1p5SgqkuPhCLL8B7gRkPJ1GIJwxyG95LHjjCg5eJnMTkongzy/RDS+xFu/6QjXwa6kb0PnpkkL8s1DImE9zINqLFhVFvwRKtdBjYFXPrG8FfOk6S4TRgGaKyR3o+YB4dl/Rs1nZ2QFUTDgFxSuMSOcfTOBc32m4FJfu4P2BBRrXHcE2sxtryDVDZhCFEoVb3N98kN91EtRfJW7MdY0heyW3nDBQlghMlHIs1MCTOFrFKXIdEAN6usj8f0zfxc8q8oLqUp7I7sT16mHapOoiW57A6TO0S9TjNWOxQ8r0oNZGzcg0RMyz8JcSuhP+w3TcOkUUX4jJHVNoUhPfPuHZtUuw47CkCDu5pw4KlrvbIAdaV2/4au4Ih8vEmGc6O99YcjGn1m67srmwdxSAAJs2KHFyA5s+cSGqpzEzTD38EoGrK8Qd7g+yex4MqjBAuzz9OXcwkBxIZi4leMSseMawAxZI8NGeGgdJ8a+G6NBc17iCDG1t/9JfiL6tYIRgJTlxK9hfHE/rSLQre4N2f5zrKduoTYgBHbGPLXiSxBEhoEt2PmQnkmvGlpze4oPMkvRN+QUm+gOqpuwt0tEzkgL6oU8tuM4NJAbMKtgXDpggBMPMi0eF2uuGG7hhfYDfYN7P5cf11q/vAG8qmD7fyaPXc/t1XBBJnmR0+0Wf4rr73aAe7K9h3zxoc7cQHDdkqYHVxk4zWRsh36rVa3AAkYLQBoS4JwcvgCRSTisGDRycpS7EPbTT0WDMr+cUPn2D5/dVhSGbP3+ZXKuk/EKsSgg4bwijKYizWrkhPHX4VMWrFi6Q9CpoeuqHjP21ZDGG9Tbn0Svq+77WsCisLGBurgR6y/du3N7lCN7Cmk6Bm7vccSGtS35N4VOc1Uc0VT6+GVtOD88o17lmHXq3n83/TVXfCHRrw++o4moB0gnpS/6AvqBBpSvLV+v/Tv9Vvkj6jMy4oJU98xxQwOaf1IRIf9kGQs92OxW+nzsByCI9J7Cf5g7G3fAYN02bMaUYcXzcOQ1cDb9WPp7+5cxtAMzEWTekttFd4RVcSU/DjNjC0CpgVa0khjcRczK1tcuCAB7t8sSRqEfyjrKtkYfV2WMh0a6nivEbl73OC9JffTS7rbLR7eIYD4Nl44akEUkTpfjFw7wQWZYyZkBi1VoI3pJRNyf71/HS4OmRGYMMKX5LRaNsbEX9nCrD77cXzIQRoA9GAQH/jYV2Pt+e5Ko9x2NaUVHISP9iJVoSQyVdSrERXiAjJuq7Uqmlg85mN0WD1Cqq9ibOv3tVyyx0A+FnyzFDxFUyPMYPUJtQ1DcfXVmcX8DMqYWjH3HeYPQyOYgg7+TglXZyi2plz/erAmMMujSv+w3N5jb3SXxbvC38BQHUZ/TnStrSBdAjT+zbKnatj0698bf8Pjd9i+PXWsIYu3sQ5cfhfphGoH7KQLg50M+z9h0k+ySp/R6tHxvo0oBWs1cL0sEamVEWD6V/zA7NB7Bnutu3yJ+thRCJxGroNQ99J3Vq/G6Qxxi2YFApXiEY9Frf43xfD73x7EO8VczZc/MrJbdN5eMGyZT4HedQLO2JnqF/vwMRJeZo8taZCg4uhIGXCJLgslMiI4hgHB4zHX1G71x6zisc4HQv1wRqHCtKocpYc64WSb08zHeUml3IVceb54TuS49r02WjoYP6qaxf5/Duqzh4SejdPAFYLoh11kLs6YZ9ZAxvKkNRRnsYkdLWA+TQolCfVUArLuJUPIpQppqMbDDz3TkEnZIRq19CyTPCAoV8hgoev9hp31ej9FbfbF13RXrFR2VPOqDXax+R+Pyg/UJ7AHJN3SoA7DOJZDm5PbbIgVAnOt3pMUgUY0ispyp9/C1a9IRRPjhXhZCRXQfGCLJrzjILEeWq/aKdFmcTfINFonP/60j1XER/GbYtJxy67IANmUCmMIxNhVp1zbNplhAKVhP4myD0MdiA+vSxrVDKTXbEcmUcwXvPMEd2u//1yeHq9BcfsdAcaKA3cRjYaEhjOLuMY5NZh+zJi2NYKy6K/9jzrnNDLwmwyXfPMg/K+zJPFZ0j2D+c5lllPpCUmwPznFd/XuTM+f3vxw5NI6h4LbHjEYeSZIuJezsA0FBRGT4JSpnHruh/9EFvIi3PoIWIPOd73HeQbSJkCG6f/bNVW2F/pdeKdpiBCJncUhj8HH0rM5k+r0MSyTtYMwk+mHXdyZySvl0UEzK8DKErd3Czd9AJeJ9tKutsa8B9Vu8KVGi3SqXL1rc4VhpQA24f/uorIQuv3CnzJnyB92OT04pqx41lUG+UHy6lsvwa1DahkcFqYGCUoiZ3hftBuaLnnj2shwKEFHAZq65AjUHQIDNyIZtofLww+LaayI7nntEzgGprYFjWzK1mFCLvWaYKuzU7jivMZ1lF3MDmXwTbunkPEyWoOXAdiQL4ig8XUyJR//o9a/GGof2d1OyZaipPz1rzIQK6dffLqCk/Lrfea2WGMFdu0SCpZs4uGHErmNGAbQfQKH9w021suen7iKCjm8i5Y33/na+arIfVjnV5JUmP4l15FCxx+hoc0zCEQUrQ8nEn1hU11knxYgXkZV/W5KfKVC4R0o+x5YNHdqt4IE0PG4H4Y8kFaXekdk9g7siaWpuNMVQwraEuhbg3ecoqAehDQR8znxeCujsxhj/oE4ouogT2Cv/8tITzbMS3FnINSiiJjAIFkd6mAwuw5aRRYON8H27azxnNsrDyYcQU55hIfRhAfG/zwxuQmOsDA1XRL9jh/9HcrEqNmH9KrGcxiww6EiLKs9TsP6wd1zJ8+oSMwxZwWesAp1HQF2FTWnQFjbJH1MXXtDQhNob1yAOQUvKrcbCYWaCoa7GE/xglx60gYCdSU6iCUBltkoUnjFtUmlIPsM4P9P9TVqRk2KQ8EmrsdhCUc+R4xuCSSGLqRBME38bngABQX8+jMfMg42yx8k3YMhXJiCeRB4dJAnj4JBcnAz/M9NMWZoamA9A6MN8fdkTO95YSwj0aZ2XfyDTNqxYFI6QU3IlifPHpJ3Lze5NGguS14dRKm5Pa8FgW3ZV5a7cv4xC2nsNqXeBVu+9Z4Q1insMjHD9IatbPchDz1Nz+t0aaXVwyy0AurVzoDc/37bh70ujJQY08PQ9AXo5x19aOxXSnAzwA0m2vcUcXPhizo2P1c5RnivTkuD66Wrq/uWl0z/WnHEsI5kugKJG154WRtVC5wp82HvnJXhH1Vt0LBrN1JTH5JFohnAWfCdRpirKUlDJaQQlM0TzLHFAQOnr1kv0SUr9YIyVSmND2/4HGWalJBCDetnb890NPwvQBTWnGqB7LcZEpi6hYk7rNR36+FMwRVLACj0wwYSaFqxwvYfbNlED1qWjhvaLaMQ2PtZQQaTJNqIgbuYNsbY1NflmnNtMQ0/L3kjjxXQeshkpoOC6Y71eB8yfTjEpvFOrgttN/UxVWyrhtixY2J7EQexGC1h6qn3dH2QTwOqqrsbkUKfcjSnvVL3HeP+ks3IFnp3aHkxlC/lKucVox843HHt3DB6rBuSRFm10q3hXOoV9TSNQQCyyxdR/nt9d6AHAyFoY3LbDTrRvBDqQ2YXmcgZrFffD26NNLEetioLfnVObPq1mPmvO4hsYJ8v76DT9xR22CC1O1rHbfPhfhW5UnztoDhYvALmD2mENFRMspTlW09dKqAKpeFdvWzXtqbTRsu1MbispQ4V9jvXI4MTVf5C3vFyXe/EwjlxxePlBKbb0IS+rxsTSF6Vu7XaYO5f1vCnsmkJ1dZREBeoLYeKwCBryQZJ97faoVNC6mDtzC2vuKaZVPESzVZ2DKYNEd7CAQwCJPStQjHG8lKHFkisxyUCa4A5TMh7+g8vaf7lNA5RtqfydGrE/qmmkg/XqrkireQEqMB443hvapxH/WRG4eDCkKQy57hPNC+lFZpSPjsuYC3SKzY8GXilVvtsu1Exb45QXWmvYVIYzJHmgWnSFfUcnMj+L6BJ5THU6Ywk3tJV9O9i2/P3DHD0fJfVp8Oeu4oMdpTCE4ElcBAgw6MvmVEX/M7RkkAYSQr62VydjYBUYiBg1CFSxaHC0KZKOqhnX/5aieH8SvfDAWxEWpdgAy8VfTXWBJWCllIeHuB2KFocDVPzG3hVY1/UUxA/QkvxFuCWs1wsB4ezMed6uBOeeHJ/ZtOqJvjZtg8UxONMNeaGqxHCGXlaShkW20+HeSMAuIv2l1ZMKryMaPs8QaAD8YrQtSvLMlcdlEsTIMOq3e5QacNX5ZLTvFgQGbx3mP3DrwqPWd66ggKCGmKBSjDzoZv0BWJzzh5mWSPdIWyZemkOuA58PeW9TL0asgCU9nSNskWITQzMxuNZp/nXu3GFKKtp/ggdoB5m1yCYGMSb8ch8qaX3n+GA4uq8QlUoBcd6qJPs29DWUHKuLT9q6vioXgH3ud5odRJvVja9TUMhFNP5oycINR5/6T3zXUyJPqqCvreBth8ETaoox4XVxb7b2sHLDK5OJ6v1jhLw+mwMI04R4+BI+mobY5AQtYGAp7Swz7Dh+5wcDMlseO0VEsQ7uYwRKMDKCKx4ZR62t/2mvJhBEJOU+x0x2Kpsa5aQicKiW7D/cJEnkGg6SuZJZ+1tZiISmWyxNnntST9HdKHY0JeINxBRYpj6ZMwLmBBtNK6Prpn17xP33SG60bqFk9s7LP/YdmlQ5tqpbV5iQaHhqzDfQ8TSGqXIeWkAtG5p/Q0HedGLrNgrtQ9s+DjfwrNUFxhi/HWD5zUbgI5O/CgV33kbngNqNvyL67Awtwi7YauKIlJ4p5OuBX9TktJwHqu1/ORbjZPwi9gevWq9obs2iROLKFJvAy5z0BfHW4pbhJ7h48LreXKfljcDEjb9P0w5cKH1kEPI4dZIXGiRWmiV7o/3O6cN1YldC69Mqu1mo1lnZu6DlEcOUcNMidRENF5ALxlVdlrg6nGFBDufkAMWv5WXuCBcIt2MkixvILE/Z0hbz43Cz9gEqPmH9FirTn3BvNo227108DcELLLpQkIlYGVN1GXM7zpWJ/II/nFLvaT2YAv3q6N1RTUuYh/rI6QWfA0kTkzz2/4UoFoVtKTPq/deoBbMncVLv4UV4OF71sJ7FTAwYnQ+G7W9Ocqbyiy1wPqCXmiapaFYg7pwx2yRcZrQL3BwnC0Za6YDW0wqXOWt0MGm7ExYfJCgU7nEXxPFnQBhEDqN5X+lt8WFeta48FfzpNDeWWkia5c+9GlaEUBPmBn/GtOL30+8Xd3viFrg2k2CYc8TwoDb8ZZYD/+jsmrLIhU1ERhggnWemqX1UPb/5rvk8dEOukQrMnZr0Idc8GCeusz47ZFP9jCIzS15puhoptW8vXKaDkbx2DiiKgiF15E77kL30aYyJau1gGyYAUSJnd1Doc7f3sZGM5LXTzAg0ntjrSOWAHlGYiabFgw30F8guHucN/Xh2pywaNxW4RqsoNWYVojM/uSQP7xaIOEdc6m2vbREZIZN5HJITs53sWP64q73Y80A8sa4rDyyIckeRdvxCy4VtMmiqhJYWcgnCTa+QJyOBLIuMU7w71Nrghdi65CjoF6GUePr/iWmkdN+rTP7J+79M+6uXbpnmxuYzbHNozpABLxfruOVdjAddgaUfMlORDMtjQk+/Nxjd+Pjd6LjGT40WQDKb7ChI2k5MF5yFgutK/q48+HDM3zB3qlYWa/bHzYU7BKWJFV76ux0r1KAUF8SKmmUKDt93mDuisBe1hD4BTmTpw/TssKDiHjcoLQOtKedD9pyYjmSy/c0cp14ENdIff2Kk9BmXGyPPTjSOKqQiyeDdw9ZS4QYUODJOTpAjKwNDDSojlULTT0tMxxr9QN37AZplh0cxBXEJdjQHBQTCVh0wPvc4/4FfG8S9TLJL+8wcE/K828+3hc+gev2wCQE8IC792O0OG2HqBQqmmug/IpWq6+lqCXorNwUfdGj72GvmFSroK43v3i/0t3dwN+iJMwaXbemlrrPkLKjy4tAEXLVzH/TBzzPp6SCHpwJaz/AvP655lz7SVpablGsP5ugSOH45zMIFHUTtN0SORKpPj0BWQb7G46yTLpnQFtXvcqWBT8SLDGsuW7HF3lXq4I5wYlcBMkLRD+h3+NHFGD6l9cAN6QrjB5bDnP74CXtv8ByPZH05dsmDsXs/XqsWYPK59t/U5+HTHeMngveLEZNiYo5aWvTl+asqi1hU02Ovb7kqwDqGMIzZUOZQXxBFsqZN+Af/OBjU/Ly2krUdmJYPn61+o21tZPeqvpRgeHk8ijFadshdLwLHDHjwQn8gtN87legZow2FTDMeNmk0ocHi/BfKrWjvwWYbj8SNZWqw91EbnZ7XD5jvTYFJDTh5Z/dDXM9c9KSKWKMzfsDRbd1FCiuSsy5NeyGNRWY1jyaeofrZncYPeNHmSAJ6TdNJIVmgB6xDgBWyNUVOlzwL9z4spN7PjkWc5+3xLw312nOZkIkKv7h6QP1egL1iB4dInFZjVuUIcR944kqZ/liUsziDxC1nPp2TjAw/UKDQXNfw9Zk9lFdKtHxrR4599qcptCbzv4SGPdxhVp2NoWJNGfEgMCuNbKkjTiyIMEpqPQvEOnLqRh12sfdeDh7Q7nzT+MFb1C6E6wrMm81bB/DOf5AOL/vetbCY3n6OQaQE5fwPprIaz+QX3lMHdmAwjBy+xjHAv2DuZ4WTQ2RR/xBsh6Bl16aJnijOGH6Glp4YRicOwf2dwSwghgyqgiSTqtrE0r8jaKVt7zgkjTKNcQUeX3WW5/cShtmZXPM8Zxx/tSjxgxnNz/DCW70apJO4tyYFGqqBx/t4OiJv37QG6v+/zfqgoQAFlBtjlw0HzAIq7PvZuoFje/XVl7ooicc7AK+jYBSJxaB3bnin0g9Tsbz8LV/yQIdNBgapmy6oNK7sjBja5KtWufw6fo2HPHKFo86CbHYWJX7sgF283yAA8A5v7ewIlaA7fgr+Xd8lrY9nzJFckwI7Ybxm892xK594hn27R9xSjD6XyZCLt6xMkhFtm3I+rwMU+/N8BtL205CLNts9wNXKm9K3+Cje14ZQpBbTuYvATLMzBnd23CS2UUC9IHCF3qpt7B5cdR+fbcV8gvDhIhaoMzLczqXnuyJENJAoOEhUucshB60ckqiGASIKp4dFR77Dqp+ufWSp1PhkF+WSL9BZBU2bKV1EOZ1Q3TUysK/ZmbTi4+PZ31gHTxs+G+HM6aQ6ZvQtxf5oZOncGYXcid8O4DbPbYwPsPA6TbNGU8hxuqLLi0TfvNX6PWNKpGRzeb0x+wl8+K2zNmOxf5sWUMVQhoGbhyy3fCdLTdxNiPQiuTdy7GJuQWR1ziftkxlQQghCPuDg1TU2hIvhRUtaK7TGhp6qmJXF9+dYThG0FdtF62FRh+OkxXF7OhOgn5fKSXE02WAa2tqrbRh7QaPdYVETuZCgupTPhLHFbmBp0W9j9H3+GLtQUKzyWwyvI2oc9WVxtKUFDlnI/2qQutlDQqeLV/Ogrfj9AQ6jD23tkyMmz3vwhNjFAO0fUEdzMhxHP58BRE+5YAdBLCC1GaHzJOwv27148SP2YQLZk1Jj9Z5UBqvXbetxMaIjKqGxpSUqehTxHP/3auHC30uujwmYepg9wlC2bFCYjIjl956V4aj5lL9LgJwTOuHOMnuFRphty+8sd7Hum8rhbYdFQnYgqbTIthPUlyEpabYOz4YxrZhYaV99Bv9dVBvG8opscfhs8HWRKWKcrd/+vjnlGvurmiwGiEIH2L1c3kmxqjhCdLMsN4oRTD3sSBDXVJzEFDSRMaFo7jZSqPvK17qVcM799vBWLQ3fGFzCRWSq8JXYM/urwV+2HDKBq6TMDFmc8UtEO3W35Hd+WBT/2GchLN5QOoPcDz+YD27eemDvqUsiWwgD8aEsC2VlR8+ho+m57/x+rQ6+BS0r4bfuwlgJtoNuK/2VvJWru/ltOd+8JshnNcHPI7OG2a4PSb6OG7g1aH5aFaIo8JoJdOCv95JgyFFSBYcBieb1CiDl4s4rEoXuwU3eLy1tVgGAiXiDWqHbi2lj9XZ3fyqfONdX6OxnsE0bK9NlBjrRkDHhVMs1t9rOEmxjLyyRbI6E+vsiyQKppYW8vNa5ve+z7tsaF+6UL5L24PAj6/nCDnb/QW2H3NE/Mw80op+Ic3mbl7d+0uFhnSXL01wPhsoKtM8h1G/tDnRVEAcIGjJA8iAdd5SeLe5MFABxhXMBLVflePMpatcfDyDBxjIo/qoPjmNf/sAIic7J5grvTtBOZsKOgx0Lf9gltHjHHMIFatNgt/DqZXztkgMU8MrgIXVYnuqF07ALMdhJVQN7qk5eN0qqVZl0L7tUoLr2eyUWJlZYzFzekFlMncICwQuSlCMHK1gAcTUhmPchGJ/cOzdwnhRAoefyaKkvBONqLNRp1n1uK7twVijiJA4sOjR6WG6M6/ZX/4fYYlLGQ21rtW+YoIvV8Fyk/stWYoh0grDelGPwkQQSnaUp6sr/AEqV0YnCyTNZoqqpBOAufkIDfvtLw+D54osDGXO+fv7HlsX3ZUN5Nt8MgFjrhS37bQcZzKWDxxidbjPH/vlzSeLZKs6+sy5LvHbAyIWq72G8nWUVheMoRAZXq8xFiJozgWmajnnVuvcbMESlC12ll1Kyejx3h+RB3gvro97oYhhh5bgpQ7X59YQymjX56jK1y1NSEvEub25/yKG0/SqklCxyAXMyt7BtwCeYsU2JbAqWtqDPkwf/QreyWv/eMqQNCvvodCVhsf24qrDOQm5suu1WC7ETBp4OiExgrGKHbweu+JZd1Z6fJo5W4CeFGzSeiu1Zdjsu85uuTgxPmP7VJMLEyQaLEK0JsHrG2IFtR03u/f4nRXtFhOjIdVig1A+9by/4Vm1YjEU3EBzr5tmlU3XxdE8RzSEicO5cUqOwkMxNFL3piOcO34sYtv5Mb7h4bvtFwa4N/K7VlhWoc+cWXNmU024yYZXvTiEI1wSIfCvLTiDegMbnlp6/jkX7yGGNSUWU6RVywMlJhtAkHqivo7pLUdJJRJm+sA5uzcCaLo7B7u1ZeZOJb+XCu9ZvgILxdr+oq3f0gph485Eb9RTpmb7T0+d4OB7H+meEft0n70McAeaUXHQDkl5Zc4TDfRp+uf2PbUuWRJhXMQyj0D/a0U30yhgaBFlzayRxOYR5wJLbMgS4apP3WLporWVfZwcuqf44g61Hrkb2XLLAjQIP16Tv60EW5PHhmjCEqk9TZAZsV8t4RsoaAXWqnbGg7rESqkhMdON2tSxY+ehMZY18Zjv80Jx4tbLTmRC1b4NrWCx5/gjBGDidFk8yHdDCQ2fSJLtUvdeDCJ3aoFN9XLD55t3vsV9NXIUdDCqsV4QtInBgTQIkEzjCtUAhKAAjzLjZEnA+BCACLCbaJ5gek2SrFYoCBhbNMHTzx93GODf9T2xAthJ/m/gF0eB55mxWPDbpATQvqMLaTIKiGd5MgLCV7jaHx7roB8vNpEZO03hvmHF2v3j3iT/Qk3N2Wxs/4sv4UhxdZ8gCdkpa4BIg6tBXVGMjlJYND10vJ79iwb49FeY7NPo8ZK315a7588Zy5w1oBnY1HSzyq4zs7uCkhnz/FMIKNoz2NtPq3fcEdNf36ZQnmwzgwhzz02HtFh3aezHt3IVSesuK8lenaeO9Kz85pg7eY97eiKe4v2sPuQVmy9thLLaRlXi93lZLFW+NdEDEkr/zN7CW4O+o0A4QY0C/u3GOBOgoHt17DodS+NQjc7kgnTqJTmi+Rr0S98RhCdfw1Gu2ay6G7e2ijYvNmlODq0G2RSo2wprDbUJmvwscGjcuKnqQCtfB/q0xdG+PjxQZyfHFafLTb8oUKgiFO2sWtR9QWJw5ze/mVwZPdvc6oqISjC1Kp95g0GxEhKCTYKJGRXKs0/ZeyLi9Y94F9THrwB6/y/0WRphiIrNyVk2ynZ/u5piT2cInSqI4lit6cB2GlKgooVtSntqqZSFpzCkw4OZCW+3EDewgyt+AZ+KA29/DnOef9jzn2c24GKGFzg3uNrIa4M4r6PPc+4NV4scwHS1+X6OpnIsYKXQIbqpm+PN/4XzzZ2n3tKqVnvKJqqAO2MIs8JRU1ZxiR5cl6tTSknJzHNXBhkMKNojCG1ITEJITfhZj5i6vodFAnonLOa5UHzINla45kRF2Wd4BO3or2YdckZX1OkVtTW4Oi2CgXwOUywt6qu/oVOB0pJnGsM6F+Qi8TQyn+Nyw1ZDhMLEBJHWoF+5n2a65YR2ACRrcEljtNVqltqrZI4MSbThftLN3vkpfd/EwYL4karP0XogopPQJEc/BYvJSCZgr3eg2H1ZkFnq6eRLLttG4sBbyWFRnnS8amHrrDEwd5ZWU3Shbfc/aFHXamz8jfx7rYAmHtiq8fOiKI7A4uSyvDyqupadUdSlL3jt5QcDiKVthhYkXGIeGi9tXCV0zM2e2OW5taM5MZx1o303R2O6duJPXNMgDDZd1e0sAi5WKgSd/m4Cfp/tx46myoGpiP2L46j8ugkZJ0lkEipjYSD4GP5q0dvje5NJEcyvg2KKBU8K81A9Tbn/bJCiWu+cFZ/kGkQeL+JhZnGk9Jbm5EvcMMD5RYyX55mbjh3Vbkirdi004bMuHUAF9LItlvBIU2pcqoi+IgaZNUyxmUpLT5q2VPfR/tVPqrIxnrq3uQjnVngNDx7gq4efhAWUGJww59bKc5qKeo4bBVMQWe7ByPC0mlz3JdMJZaWlGwQnN4Tm3BZkqlBo4VBOlDr61x8co11ue10OjQ6iuBP3u0D1m+2ydoVhWY83szezpSbbpRXvstBoBqElnr8UDg4VD+SYuGWnyDZfHgZYmAQLpSAKPJ2IYXiT3P+5Nbso7Jn4uDsfRBmfBPIvZD2pWqo5PKCdfSOZr0E6vRZ91uXTJ8JQ+W+P9cMgMpkF+QJHCgumwKDfYIVi/O5lQ/ptjKeVo/D1yvZWMwogtLQy9rxbje1ssmqk8/LnUQ827hzRmETjgU0Cu9llu8gAoXQ4VuU3wlLVi/rZGQCOvQa758AfXnQos9xv+OYiF90NAHST2kt6XEUxKcUXgwB5E3Z6LPE8QlOD/EghzohHT0AvsSNE/BxRqt4ypr67sD0VlDMQAad5o4pyQLx+yx34ii6TpAO8OKOUWHhLzVVVjc20QMxqlmRkUhnLN5ntfYJ//t/S7JgY+rSVEkoACAX/pdGocm6Fq4sHC/7euDq3isKXgEHbYC5RgDSfyTV+EbMMjP5/jUcpfa10PJcT1QZVeGOjIbFkFs+UqU9BO8U6uinsSM4HlLgZSeRXDMGH7Exh4siZSPMDMdyEiApqvT4Ea+3roToHT49NIYo7qLC/Qk/MJctmlfXcSM4qqFv0nCP+qNmiGzU27Sxg15Mvj+V2EcR3QjoJuBa0vVu1NAgcRa12s8ZdD9Pv8atl5/HkLzc5LCVFEJnHmsYoguEyFqCsAgM1hNQaCchg69IeAJlSPLJK0GDEdio/SmMWUuGJSKjgsBYU7McUk3LggdM5O9RL5hooyW2e3bkz7qvG8c3FL/yY0KZQ2H0HLth/Qsw5tP6at6OMoe+b5Z2tj9LqcFsotwradsT+BNbzASCcDxQOb294ioitIxjwR9vyYE60tsDKHO4fASUjU/F9e/9TmyT1ORgNE5XOs20cdiBQO+PQQUPicHUFFS8Gch7wpqU1SH5hQaD0MKEAdqGv1CYN123Caok1ZEWbAI/6HHNnLYQnzYpsM0nZ1aFKSgsy0X74w2ls7+LQ3rCxUAzYKQEDL8EVtuTsYqMWkIL1N73FL0pp4V7Oxic3b0ogGdoSnifNPL96LITQFHvuGJNFVLVxJB8ILM2asiRusy/HDVQ/e4yG6ZYm3RNSYjBJz+kzNADZSkdYbNr+C5VQvOVDZO+9X94Te9mW4AyuPLbi9Q0Tfsd482yazfvfCxUuB7lIthYPXqda8hBdxwr5BOkSkgbvYP+TT3zCbElvPo9MdKXhCsS5Mz+brDQxGWRFHY2DzH/jfgR6t6dOS/EuD8KaxNRM5aD0KY4SqtySmg2F1KZaKxM5V8OsxWOAeA9Lnea3QEbmqcFZFyCCCdSnwVc0jcrNXzVvmIunnXiSQJ9vkST26ZYiMTLUR9m/j9daUnhncekdUrInDzN1Q3bSlk2gwwXnFhCAnk/vJC96Cv1QZ+PUGOVp3FBmKry2QtL2pPQR4wZs5jPAHZ8yN5TEq7vriWltx7ioDYWlKOfvn8xbCCzzy7wxj0b8TOk0BP1UKHzDm5QTMXomOzYGBufaXcI/JCoIOXwvZPvBf6Er9lp/Rw1D7RUbYFQGGNEAn8LntGAuNKTKjr1KDFi8V7IADXf+G0EA9oTY2WCpPQl4nfWh28bIkCTMY4GHk8U8Ie5EpKvdf8iobxdO8ZfaI5tFztNSzhMAYinnr7SXrsebPZyqOk0Asd43Ss2iy8OCjY5RP+uifvf9LBnOcV6k0QP5LBIP9qje1jqELbvsEPPLH1kcsA5Dgan81YbDAFT8NTTQuHrzelnoDbOR82bXnpIqOLOTa3GUPhgelkYCkYanlvs7vbLUbyBi35F2yDoIcdGXkwgserqJeAFn44TpCbOl2sxMbO8jiSr2Qdb39utfjEcE1N8YvxJjfd4JNg/hEWn8NSjP2pCSAt/6C97SfSyWL3IMloVD6hSnVRbW2FXf457tlj1oVTYLSdYSdJPqXkO9uwtN0DGmyNKAtDz/y9JSAk6sPL3uuY+rx7GvgufPfd6P+SZFd9yD9JAe5ryLknVNoLv5y8iYE5EnKn0BCrLa8+fSqzOY5dER/TXp7lng5w2h7HizIaMH5iozfFVPsgzieE7HK+2KU8kKTKPPNmxSh40PTwwJXijLAeLLyPhHyTK/MtSqvzs6GRE2tJCjP/gyAFjPcS/k9tufpearAydBrReCugCN5rSwnJqQ3Edbhq8LCZ/9jhLwZZXUC3VzgowNo+bFlIXJwOmlsuWvxTR4nDLkA2UpPR7e1o4zheWe3Chz3YPhcdIzTljdV21Mc1ymMoY1SYTy9nFVJ68nlzt9QFbdIK0P8METJ+U+gw6N6qPySKgChmNT8/d5WEuIPMftVyB+HwKNhrmsC8HZDGLjXSZQYODkgP2gUttnkGKNys5VRMT4UtuodJ60n8oJq45R6no7+R95AlMOFldNyQM1uWa7zn6yyKU6c5pREoz9EbB+5iiubLAcFA3D3Mea/I2dXf/VvlKJwM4NGXKFSQec4jnTo2AKlKxVxZ7gCC1Zb5M2tX9xD1gXOrnqnPlKMzuINxu8Kb+FIFiaWMh05EYIQbncvDdhmjxhsYw0heTo22SxXWW3/AIzl9aEfPwMRZkozYRD3sJO8HfSTor52EZbYhGBWI5dDm8k8oPT7YRowRzZka5gtWpng4peYwqTw42HyucHxeDF81i/A31TGZgyz0I33N4VtoxonVBYcmqHRiD8/wF1lQKoFcnJ9BxyIiCnzmfe++yvGkSvVzmiNpEsJl3MF5AGXqO8NY6cyomuI+2N0fweV1Id3p1BnQ3F7ZFUA7HxLia2BoAvOuomCjGDPd6nx5/7KWBRlZ2S/jiMoXbg7s6w1d9kfFUs1zDws/5Pw9FZEeSQ1KIdqRhf5EXzLel+s9Aklu5xbKrfpvjO15drWnpgQsqr8JXNY7CjH58WdCgxKk/mX2heo5+ff5Pg70TZEyXkPhQBGpCE6EWeUim2Lhz4FcFTny6OXVa1+Aro7f8RgRfrTGFzJc+NNkK0XL9qGbDh35xxZu+/kP/qnrZIiN8iEtfr8u1pwDpfZVbDTRDl7gwl1SxIZP2fComcKVqwQ34vTF7NGH30Btst0cmMw5qkjg+2T1buWb406hD74qeKpazQmdyUDN/bE5G6rf5+/8YtZTRkQYuRb7EuDOtPauWNjCP4mjhTJpliX06kcTreh8WffXTtwu4a8G7jRCKkRK/f407sN+E2NPCTEV1KgzWPwB2ZTZH4cEZ7/55Qh/sj884gj6gfUUWi3zt3pCZPleNSVP7zmKjiY8HZqhnS4bis9aE3f5VMcdGayYK8OeqRygKj1IfVs4uC/9Fbz1ibpuGd1VThTi33mYDAC8rTpxaGV7O8x0G7601co4+Fm+NuCMSp+kD3Sb3vULF+rti02XF2aJWC+CMB+uARK1gpgRKiutlRw18uk2ckZfKThiXg1ztt8RAfz70SfVgaygslZNXAS0cBRhESvxzAwYPaYPDOXAxC318rl/UBGSFRUSDY6/f73gZucmOoKKzjBHFCFcBkR6rhaJh5quxQCAbhEN8crNfi089Lwu1l3ib9f8RO3oFf2RwU2gN6NjAgVJHVm8/gAgDES+uMgBBRG5mR9wxidwQj+XWxBTTFLXykAOZovoEusAGqU7w7u4X8XOrZ7f2/dTuAHzuFcmjzQ93toS4elUk03XavX+KR+Ow/ZeRtbosCKVK5NQDWTLpIbNqIr2QY43E+e5k/yYcuqYN6H3vwCUgtero85+1W8WA7l+dxGwx6J9rdyDhp+ot4arN5AU4IvLf51YIwEUvli48pkTgB1kznudV/1D21GlkdEKKjzF+3+aZQ6xs3vTWcRjN4FhzHBADtKIR4eXc8wYiyjcH45BLkQ0DZaAN8Y+YFmkSeXYNczaK/X9ChYyPzEoxsmtSlEXqdoPHZj4Ios+pBD041vtXCoXyPNn85/W97aZlAzpI3BCdVKWSSPOKFOBErC57gvxxD9SMbu6ijy+LbSQgu4wPOVtmrD3hIVpq+pg6hWxmscMWDFr4Av8F1wVwLTWNnhnSJGx424F+5/jmXt9FnMdgNRD3o0+hLytgLKKy/209L7cAna/69mJNBfX00P4hz2t5xxzO55FJElt4hyCm9+cmbU9+WhWC/DwkEHNSVf0V+ZwZ6p/HS2s+u0YSqX41dZk6yh58uNAZ0+1GYIYWQP4GsqQTk8u6sAz0rGTM+eDwAB4nvYBuwOwmp0NSMfzNlXlPds6eREWeuKN7QqnH1NJ/K0rx48ODZCx7zbhb7LRtpLdeg40BvC/Ebqjd9Ctjolf3rW1ZEFgUVgjMhmNat6cH8A8xUSd2/JVsNqoenhrb1ya9krWg1oTpfW/jm9B8gFaxLEaGf4k7xbaaH9Tzusp+JQX7Otus52zKDS4NgJZOcCxjfVQY06i5zn2RsXSMAvQG5k+eJzz0bdwO7EFXkpH3XUvyN+IGMTWuygSG5SgRe7t8RbE41tfPblouzn035qJ+nNfUCuINDOmK6GrdePcqVFWZfDDMGBK/Iud4kQTu8N8QQR+3EkptnbA2FISzUVWeBHr7lQJntNbsoOTSZtS0aAy5v6V1mjBLzC3agvzlP9QhTWMn4iBQbesKeTAewkkLnndj8xXIygllnU38m906A4yuo6S68H1wvBH0DBln03PkBP2sntUtkaLf+EJPuUquSFXnqguqhFINpFS70644OfdhMOTSAn4Hzrmlw71mEH7tenUa4JLCU1O60eoY7iJbUoJd4jfyW5tF/yk3ypLTZcsABkjhTVCBtXWkpA5AEgbEvH/Uc94FkxfkifT34v2SCwLRgRzX8DZgYddTgpRFXYl/LQ7F3u644JgGwzL10xWjw20v5yb7X2bn7C2qPmqUuJn3dV9b3fhCmWaUJgeYUva86attwQX21RU5eFFBvakHSuBmkD+Uxk1wfTvFo9aifsFx0YwJUlFI1rZXoGhL5jC1WoXPXeeAKXKNdaDJWSQrTihf+QBELs1DpDb7fDMmxFmehDLspsZETCFRof8miGx4gEEa1sIDO+2jlMB3sLSyLVs7H9jQFwYB3egoKBWypuFN9IXSM8k1KhQuvZ1Zb/AJCws8UQpr4NY5IGDz9KF3P0xATR/cOmDQVFN6xyjkFI0eTtIIEuEmJ3e2k4GW6lv8Q9hMDcUl4hRt5+TOAqWTrPIci2napt3mQhl8a7CVzhufz7wrlTa3mT357VH6oQ5/1sUVZiCuNR22quQdfr9AUA/czM+n8DhvKS8MFi0u4+A+R2umD6ZQwGAsi8/GieLQ9kZ/8uTa9OY8xW2AyGSNkrHshYNM1uPO388Vw0vYCOZxrltvH3vbZzSY3rDAULoITrKfapo1eyfvgBB/d1ovHS+dePgISPiwKE5e4QV+LT8tGzXtfZAyUkWgcglhvvIqQuSIa30yYPjzEn0ipYLmd13/xTUeKDCU4VuU25uEsXOff/tw9uMpy+CwIVc+re/eXBNqCCOgMzzVFSWjSD3WbLdHIttPBUFa9tm3SwYfL3P7rLSk6F/PY7TwVAXzgE25ZgHypGrX/mG60/cHSk6cQpbdBqWK55K98DwMlmBRWWlIwU47uIbjRE/iffx09M5PSMsrippl3/HoD4rpQzkCs3zASHntDD6bN1l5LiG3lqotLuBrj/MWaTbWn+n6MAZiqLs4/GAk07QwVCZ5Rtn2wQViRxkbtaxYZSp7BWR5F4yejImialoTtKoQbdB5dquTWxU707KzRPcPPaVu3hCM1cA0wHSbBDVsGyMiM1wBTXOl4t5BsoKFn5D7pOYO5LjiqufcP81Teh6U45fvYdwMcM6MAOk5wC4oS/D1+KNXPlB7E7Epfq0ECBaSq9/jIpVneHEMB3TuNbD2rSprJNgqzIN9MFE+RRrIicWhMAFm7QhdAoFnjwLUgUzLAoY/7IiArYhiEAOJZo1ySkFoCA9aqDt7QSKq4sJFMdeBuV1FyuUwCuRzVhUpo2sdHngk+gO7l8CgVS3IrYQAliisf2IoHstJK7u84PnUyjMAVDwF/Hd1gKFrjfWSKthiyefCeFCEuOzw3WopqvsKrQd8ukd7p/8qpLCZ5+nnntpYThGouBmpJBxQMHK6egurCvXIWmp0/laz5RW28A6Bazv5ovXyBBaGrLjddhPR72qiQXLChMZFAqm48VgCcKCiGv3GKMThMMMJ4P29xTJclSZmSBrT2q+ExApBam2uaK2S3ysxkzNwkOM353v/cURG1ioUs6EiunDM2EpOFukbIO4h7PhD2dVarZZnk++I9u5IvF8bdb0WVPeesx5CAN4pLZL6KbTEpo3ks40pHIqV8vCFxDmIdn+PxXL6pmtlxkYbjXt3gpEcu0anNKw9odNJWRVQxxXEXUNip2ElfHGLZGTFfiVbbx534OTIycMhrmgBY5Pz/65zqG0C1W9VwEvIhqGN7ULCXwHKbC1RyFpIHZySvahYcaP03U73e8OfCc58yavx3tGrNPfdO77cXAddFX89Y50lJJFQ76Xlpe1TKAhPHKYSQ+CDw/AxXapPICWYQnXauA0DM972yQ0q74kEQVisHq3aOdVzM1xvN3PpmRjcHZulk0WPdfYqlIL6dme7OdMKQukRmgbR4Fav/cgony0JiVxcUiRz2R5LHFHuc2PBj930kjWKVO+X6pzklKdfh60CZrX2j9PO+ABbRnUgT1mDeh2EZjJtBwT0fesKiPT29BS1qkngPzngjs+S1zdkpy1gwxWSxbCWIUtrO/JXL4AB0DzAKvRDfNjyqn/rTBlN8FBS+2LyxkWBFhgtHyQtb8W0vGD5HMKCL4/NkMBLC2jLnE7beV58eTJy4H7KnEE2i0/u4mHRIzDDZotlaEzj5mELSXNlTLAAF3ZHwZUJyDjH5XgFGnySIvRFFplHjSi/QfXR4wAfLK0AHrg1GKQlgP/xglgfadIHbuSJH8eDSAiewfsfhq0+OdKw4vfFAaWsPgs3ZrNcy9JbJLqArJCvbuK17njX5BjwEptaAHpw9CGUZVvs5jLmMTS6Qr5ohWChklneyiavpzhkeCfqbjYTvEr3qav98wqFQuSS5IVSX82OD7KnZ8SnLOcL4gUe9rUIEUQRbH8Z+fm7ss+gf3H5PhE1LxtskaNgmHY5qVL8kS0Ke2sMScGFfF1Oo9SbfBE2BUGiZbVNaSoccvX/vQLenVnmX1HPPbTAcUUSGhA1Q2//SymtX5qKCa70gaH8J/3ZxD/MiMUpQ11f3ivBvD9yA7k/NWY9jnTLHe9nFfYcbGP420mD+a85EAC9BmnAM0R4ZIno3KuDRsvwCxAPLa9BI//vXVSj1VnTDgKi3m/aDY4llzl5ldADcdou5xN7Y7mukeNb7WDCRbBBhvpUOJ0bGrrzK/2QKVYuenN3A3RHBMi0KE8IXy/GeQZ9dQPrb0Z5aT0V/DFwCWronCSIPK+sWXZ4RWsRgavuoJn0n0wNbci1gwDblEzhrt95xHwsq6DjHHf2+27v7N47bvsaV+VXhJHIIcjgt8yPiYFY64Sm7PPLjIzdhHOaZZOqHijTP/LpQFgMZBwQLC3bkzW+VEJqww0zvlGhXNm/nMjLSlAdin3qX2T5NWBHKlVywLIOEpSE5QJRIIlHGCDNSVYg6wO/pRhZms+UnWjlgOMk6rXzhKOOosoTXKJCWGFLA97HWDXakUROAJMpkOv/qiPpi/j2LUU20X+KT+CVR/5FOS6YDC7grL5su3V2KugAxwhUuhVeTnl5as3bL4TuuKZzc3pW9Pwm72ZkSKH5l9seOHGb7aLwyA8hliEiYQCzah7nbU5r2R/XupTQZoZ5pyJPpWP0Vjund1s7MWZYEMNmE/F33VThCTFG033VLdUk8mhzOxRovzEZOAAmbYKfCRQABFWElGugAAAEV4aWYAAElJKgAIAAAABgASAQMAAQAAAAEAAAAaAQUAAQAAAFYAAAAbAQUAAQAAAF4AAAAoAQMAAQAAAAIAAAATAgMAAQAAAAEAAABphwQAAQAAAGYAAAAAAAAASAAAAAEAAABIAAAAAQAAAAYAAJAHAAQAAAAwMjEwAZEHAAQAAAABAgMAAKAHAAQAAAAwMTAwAaADAAEAAAD//wAAAqAEAAEAAACAAgAAA6AEAAEAAACuAQAAAAAAAA==)
定員割れとは、募集定員よりも出願する人の方が少ない事態をさします。たとえば学校側が100人ほど入学者を募集しているのに、70人しか願書を出してこなかったようなケースが定員割れです。
定員割れかどうかは、出願者数÷募集定員で算出される「出願倍率」で確認できます。先ほどの例の場合では、70÷100=0.7で出願倍率は0.7 倍です。出願倍率が1.0以下の場合は定員割れを起こしているといえます。
定員割れが起きても絶対に合格できる訳ではない
![定員割れが起きても絶対に合格できる訳ではない](data:image/webp;base64,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)
先述のとおり、募集枠を満たしていない定員割れであっても受験者が全員合格になる訳ではありません。定員割れでも不合格になるケースはあります。理由は「基準点」があるからです。基準点は「足切り点」と呼ばれるケースもあります。学校・教科・科目ごとで設けられている基準点を超えなければ、定員割れが起きていても不合格になってしまうのです。基準点=合格最低点と捉えてもいいでしょう。
とくに教科・科目に基準点があれば、合計点が合格基準を上回っていても不合格になるケースがあります。大学などでは、特定科目の得点が一定以上でないと、他の科目も採点せずに選考の対象から外してしまう学校もあります。
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*教科・科目に基準点がある大学の一例*
【慶應義塾大学_法学部】
“外国語と地理歴史の合計点”および“地理歴史の得点”が基準点に達した受験生のみ、論述力試験が採点され、3教科の結果をふまえて合否が決定する。
【早稲田大学_教育学部】
国語国文学科は国語、英語英文学科は外国語(英語)、数学科は数学を合格基準点を設ける特定科目に指定している。
【同志社大学_法学部・経済学部】
英語に200点満点中80点の基準点を設定している。
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過去の実績を確認して定員割れを予測しよう
![過去の実績を確認して定員割れを予測しよう](data:image/webp;base64,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受験する学校で定員割れが起きるかは、過去の入試結果からある程度予想できます。たとえば「実質倍率」は予想の材料に使えるでしょう。実質倍率は「受験者数÷合格者数」で求められるほか、インターネットや受験情報誌に載っている場合もあるかもしれません。
実質倍率は、合格者の数に対してどれくらい受験生がいたのかを示す数です。合格者全員がその高校に進学するわけではなく、受験はしたものの上位校・志望校に合格した生徒がいると考えられます。上位校・志望校に合格した生徒は入学を辞退するでしょう。
そういった事態を踏まえて学校側は合格者を多めに出して入学者が不足するのを避けるのです。そのため最終的には実質倍率<出願倍率となります。実質倍率と出願倍率を比べて差が小さい高校ほど志望者の多い人気校と捉えていいでしょう。
さらに「二次募集」や「後期募集」もしくは「欠員補充」の実績がある学校では、再び定員割れが起こるのが予想できます。受験をしない生徒や合格しても辞退する生徒がいるのを倍率の説明のところで紹介しましたが、一次募集・前期募集だけで入学者数が足りない(定員割れの危険性がある)学校は二次募集・後期募集・欠員補充などを行う可能性があるのです。
高校の場合、各都道府県にある教育委員会のHPで対象となる学校が一次募集・前期募集のあとに毎年発表されています。定員割れになるか否かの予想はもちろん、学力検査の科目が減ったり、内申点(調査表点)の比率が上がったりと一次募集・前期募集と異なる点があるかもしれません。該当校の受験を検討している人は予めチェックしておきましょう。
定員割れの可能性が大きくても期待しすぎず勉強しよう
![定員割れの可能性が大きくても期待しすぎず勉強しよう](data:image/webp;base64,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)
定員割れの場合は、基準点さえ超えてしまえば合格します。そのため定員割れをしている学校の方が合格しやすいと捉える人もいるようです。ただ倍率や定員割れの有無は毎年変わります。去年定員割れを起こしたからといって今年も起こるとは限りません。定員割れが確実に起きるかは事前には確認できないのをしっかり頭に入れておきましょう。
なかには定員割れを狙ってどこでもいいから高校に入りたいと考える人はいるかもしれません。しかし、倍率や定員割れを優先するのではなく、あなたが行きたいと思える高校を志望・受験するのが望ましいでしょう。
受験合格は新しい環境への第一歩です。受験勉強は合格後の学習に備える意味合いもあります。定員割れの可能性が大きく予想できたとしても、過度に期待しすぎるのではなく、合格・入学後を見据えてしっかりと勉強に励みましょう。