- для захвата с шарнирным соединением рычагов без стяжки (рис. 17, е)
для полиспастных захватов с гибким соединением рычагов (с горизонтальной стяжкой):
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAhsAAAAGCAYAAABq8FzRAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAABDSURBVGje7dahEQAwCARBWqdCSiIqLhKidmeugVcfmRmSJElbGUGSJP05G91dDQAwo15nAwBgjLMBAKxyNgCAVfdjHDh0xkziZorSAAAAAElFTkSuQmCC)
(рис. 17, з) условие надежного удержания груза
![](data:image/jpeg;base64,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)
Где i — кратность полиспаста;
![](data:image/jpeg;base64,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)
μ1 — коэффициент трения горизонтального плеча рычага по верхней поверхности груза.
Зажимы подбирают по назначению, грузоподъемности и размерным параметрам, при этом проверяют расчетным путем и экспериментально надежность удержания груза.
Подвески крановых грузозахватных приспособлений, выполняя задачу по соединению захватов с крюком крана, служат и другим целям: разносят стропы за габариты груза во избежание его повреждения; выравнивают нагрузку на захваты, стабилизируют и обжимают груз в «подъеме». Для этой цели используют, например, прижимную балку в подвеске с захватами для перегрузки листового металла (рис. 18).
17. СМЕННЫЕ КРАНОВЫЕ ГРУЗОЗДХВАТНЫЕ МЕХАНИЗМЫ
В портах наиболее распространенными грузозахватными механизмами являются грейферы, грузоподъемные электромагниты и спредеры. Для сменных ГЗМ требуется больше времени на подсоединение их к крану, чем для ГЗП, и во время эксплуатации их обычно закрепляют постоянно или временно за конкретной перегрузочной машиной.
Грейферы используют для перегрузки однородных грузов: навалочных, насыпных и круглого леса. Кроме того, грейферного типа захватами перегружают трубы и ряд других грузов. Грейферы представляют собой разновидность рычажных и рычажно-полиспастных грузозахватных механизмов управляемого действия с различным приводом рычажной системы. В зависимости от рода привода их разделяют на канатные и моторные (с автономным приводом). Последние применяют для перегрузки труднозачерпываемых грузов (камень, круглый лес и др.), для которых канатные грейферы недостаточно эффективны.
По количеству челюстей различают двух и многочелюстные грейферы. Последние могут иметь единый или независимый привод каждой челюсти. По назначению грейферы разделяют на нормальные, применяющиеся на перегрузке основной массы грузов, и специальные, использующиеся на выполнении определенных технологических операций (штивующие) или на перегрузке отдельных видов грузов (чугун, камень, металлолом, круглый лес и др.). Нормальные грейферы подразделяют по приспособленности для перегрузки грузов определенной насыпной массы и фракционного состава.
Технологическую характеристику грейферов, по которой их подбирают, составляют: назначение, тип подвески и род привода, вместимость (для навалочных и насыпных грузов) либо грузоподъемность (для генеральных и лесных грузов), собственная масса и габаритные размеры в раскрытом и закрытом состоянии. Вместимость грейфера определяют из условия использования наибольшей зачерпывающей способности, и она должна соответствовать грузоподъемности крана за вычетом собственной массы грейфера.
Грузоподъемные электромагниты (рис. 19) представляют собой грузозахватные устройства, основанные на использовании электромагнитных сил притяжения. Их применяют для перегрузки бестарных металлогрузов (чугун в чушках, металлолом, прокат черных металлов). Электромагниты могут иметь круглую либо прямоугольную форму. К технологической характеристике электромагнита как грузозахватного устройства относят форму, подъемную силу, собственную массу и размеры. Подъемная сила для различных грузов является величиной переменной и в характеристике магнитов ее обычно приводят отдельно для болванок, плит, листового металла, чугуна в чушках, стального скрапа и стальной стружки.
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h62D8o5rEZfDGDqdCb+hgMSzjp6UNtQsjEuYgpA1VnKMcA8lEBkwOWERWNkMkD2hkTPDD8E/Wr6fAVkDWGl2Df8PZgBAtGkWBT2gJEr4S3xuD516KQTPW8/flvrzY4D25qrWpmdHXbRLPF4pH0XBuJa6LIdBVR6P5uo/xxsu3d07ZQFD+ylF5CtlwflebQ9z+GHjhdbDSXh5KfQiGlT9bEfjkKidIGfq/4qKohwm8cm8ehQwIChK1OCgXxb3gCwgRh/K7S0KwsR2ZAexlqOEwuq9+3HclGBoFCg7ESmHKTUcLVzqcSdrlExGIIxNClAZoYCg4x0gLmisXw8QAlMI7AfmQLJDIpH2vflNUIS7MhMM3QVCQ8MgSz8NPAUx/0O+KBz//rUVjFCtz8/PPlPO3BPSX3TNosHt+8hO4Ox/KpkaYmuYSmr9QabHR9uGcL6zw/lkeK1W08lWFA2dNM1BXlqXIUVpnfHD+MCG6/U9NkwGKl2iY/BbzS59t0qnbJV/DIZSjEWX+3KERFaiCyAhYZcD+FYi4OvYcoxAs5xMGazNAFpGnmwrHUqh5KfGDYoBYuGhjUSyUTsf3giJTHoHN42MugEI0/jaNQJAQUcpCRhDohVwA0MHgpYhaWUmewR4gDiAToESiEz8as+h0KoRD0V8eFVdzNd3//8bWn4+H9bTeO6J0mhtxKV4c2UwdhQ52ov0mrv1eeRtc1+v6+WX59k+fbYMkjNRyr2+tbW12am1HgtSDdwUGZLSSNvj2SPY4xadBume9z078AhdBVbJWYur6yLcSJAbjJY6NeHpBW6SgdBn8ICcOjtrDMMEK1ETw7l9kjtq5Gw9NiDqrXgV9lcnuHzFqePnCw41BywGezEMuWxUV9D+R2cRQK+ByMqspGTUS+SILqg+iU9fwI/4s9AYiEiJJ4BIsriSoQbgv/CH7hF9wnFL9zIu8/vMs5KnR469TjOtuYhtzcP0nrDcXCmYi0R9vG6K9gDBtX/750D4XudyUVxCpxMBW0qPlMlX1tRYm9Un+4O1p6SdXoZfYJFKoCzhm7bbDCL+Cxv2+TTNvJHWKTvjIK8dQA92E4uRQCLmT6sKyZsDcVbGGxkIP+iUrQUrlCxmfwBpeiy4OIaYp6cwAQqXHMKOtzp1ILAzxE6IZQj83m4607Ii/BKQhYVZCLaojgzgkSbCl1Bo9l8YMR/Ys/A4gjCUtY9MhAlP1r64W1wq33f3ufnUT8hXuHzDL3mZ16eIZiHu0wx6OJg6BMoazh9z6EQuPqx9l7KFz5sSSGa1nY5xNXtTnxYrXpIleWb9c4/1l4AoVN2pmxSVPd5//EGqQmardJQf7aKMSLJfg9xbIBwAaCYXcnlAahfviYRyYKOVj+wBOLJVKZQiXiiYYCySW9UCrBcQbGVDs8atCP+0Pzer5ABMkQaiILgU1T2kEGEwbAhNfzobkskYggj8EmUUoHAvDhFPxgiUwRhQIxdMKJIAO3hThfTPCXZSd18vDl+49n9krlYMqgUescgQINiUSf0HLcsUQm7pSKq3r0XQ+w0Lj07j4KfX9bvnsZI7yrxrkLtdwAnrWYXu+VkSPq538uYB/26GHpvgCENQIzr9uACBVf2Rbi1gW/pXhajFJVrEYIdezirX4YF5aW6cAbAxB4Er5IZU1k3BqpSiKSIHBAy1ist1iHRuYCbsCmUshDeQtPJJNJS7EDrpgP4BOgrh5QvgCshKt+jDoDTBrIbvAvB5AH/OKHQCF+2V+Fwgb1eu7VzYW9Epe/pX9UPjVtxsrEVTKXkrWwE1oOWRmdDeqBhyj0vLmHQsrW9yVVFbY/5rYYh0aGrHPJd3geY7rOlaGwwfX342dxIiuitpo1pu4c1qFv/2wUCkrZKwC20kiLQCFWE8HcMor/ER2ReBE0UKBCh5dK8Nci8ssd0RQsKJPF4wg0M+nktIzPZ3Ix2wZ2SqgwWWEob91vEsl6FVKVDLhcYplcLr0bAYDKOAeFgyIhYBeMqAD/MWCDUChDAgKYWEKMTeEP4yMK+IHPQJMqRIkdqz9h56/qIzcbIjvRs117JRNTLRmXDjrMBLG1acBOU4Y21jM7c1oSBIf373yj9+YeCtmZbx13rxJ5jCy7x78ZTu0f3eAR5MB5pmzMpN75094X2LonrSYQLIf0FIMe+3U9G4VicFWY68IHMAUPUVi0fKhpB8N59w8x90TMJJVQWZAXR8hgM+X2aGhSwuiiQmEajRHwwbJJ9aMG09ySWSZTa3o1SkSyBu8tF/GI7IR4IzH2RCldEJJmmDEQSMQCvrDYACz9VPwvAJkJRo+8f/6iqnXzSPY8HYsaK917aDpoZJMmVfFm12ttDEM0tJHZczXWsCT3I8Mm9+U9FHJSb0taI9qNfhKpvlM52MsZPcG5rPojfw2pqk02ZNZzUUDQ6rjZ/VooJHfo5RRDP56MvwiFOPUOc1hEPePB3QPHjHVLKqAQL5Q8ikIug6GwRwIjfHo3E5w0cposKAIJVMbBwZllv1mnlMpUcoxfLVPIYL6zbOIEjCGcMhQCSwdIjXyoMVbo0xUJahgJDAo3/zdQ2G49/vDmLNhXMe3sGLewxhxjd666xz7aPhiJRlNxFYkivu86W5cu7qMwfVPC3+8LQSbSIrO6dC2TBfyV5oK3imoJnXzz3XlqSdNE6vFdJ0v5PJ8wdk8+3Wbob9OZiLT/JSgsibMIu0j0GcpuIapB03oejl6WPVI214nbQg6doZ4J+0wcBswQYyik0zgcJgfIhmOecHRuSMETQFqCDlSmRWUD8lwuRgq8SzSwyAByah4iFwLbrEK7mEipUFRbjBNK/x5/RVxIcV58/z4fFFcEYYN2nGeatZR2bRljCpozFgmuLVBrOPLqchR0L+zfR2GsUNIV7lsDq9phXgpA4flsBLt24l3S4Eq9evPxX//4/rsTF5O2ULjfBHwuEJtUA10SU9HfvwSF2I3GWPZw8HpGGVkFz1FQ4QYNKj80LyWZzEMUCnlMtt4Z9g3ykZ4CNuJM62GxkHJDr20zFV4cl6NKIXaw5KUchjiLv2wGBcwdRwB1GxiYKVYEH3pk9I1v49e/GIWdnpsfb4489/jQxH2vE5uFOqsZzSLfHrLQLuHMB73+A19rK/deeZEVzt/rAdP9eyUoHNiQkchs+9zSgsl23Ifes2r8bW7JqZdq7YnX727ev4tbQh+2v6Aa+ARCG0R9VNHQ7eDNS1CIzV9KxDgS8HrGQxSy8cZGBRDiKQCRnTyIC0VQrB70RIITcgGviEKwhUCRYIvHQ8mA36YAUiDOxxdgP4XbCgt6L4KnX/K2qM/HE0nFkFYBQafkiWJCjH0TrMdSRrkhvvmfbws7HIUfv8m5KoOQxJnWCaesE+WjnHV9s1TF6vzS2Zm+vuPeOB4rmL43ecrcOilBoTHQSSLTjCar3UigsGFifx63Vk262OVF4U0h/034ucav7LoGQV8PbQQvjaPzIhTik2+EMcSwWAGFmDxCpXgRt38PCVV4diKWC+TjQC909ElhfAD3yAwuj8UVy8V97tDqypSKB2YSEiRIYGHsBIBYNrmEJ8WlKISfA18sg/SY+wQK8T7yw7/Gn85mIPe4jy7eHLsf0UJoHZ2kDlsHifG629vZrB/tGAw5w7teUQurvOHH2kzfYzloDs9KshNzBFDYoRsZH1FP5yToHek+3y1vu91RKOx//OHt1tdAYQ1Tz2EMlUycPhuFIih6SKBGIiNQCAUQMEdsMHq3BUPcIyP2S7GEWApGYDcgnCAzWUxvsYEljAAIIZ9Kqp4KRqJuo4QDmiNotA/pLrA4Uo1EOOwNbDg0oMbAgkfBdqFSCoAdL0KX2T+M/4pxY6AGw+cDhOFXwQd7ePda7GsgbR2MhYv1kQkL/Rd6ZDLDf3Fzfeau0DpGOKjXTtAUgxrTg1yhy2KkaJ2LyfS0gFo+jseJ7t5jIujPLktQOB4HFPaMzjqGRe4c+liycaXE0taPFL55fXUV+QooJFN1TKqllDL+bBRCbizgSZQqBVSM0UHdDR4HiCzQr61gSip4ZAwvxHA9jhw+NNvYPBHUjflCqUqhnV0PBj3DAiaYOUSawTNXrpjH1054wvM6cJ9MOrWru8jKwlF/rwCOSSkh4ypRKSUiMVbg5hPGDp/jQxOpYK1Lr/vLbWE115+/fnfirsgURJ3lCQlzUGsSP8QE28Lq0Ft28gEnrbyowluL4igkF8nQ+sL1baRIbnanAIXUUdfStNJ7gixw01jZPED95Lufrt6l6l8MQ3Jbr7RVqy39AT0bhdCa4LHFKo1aRoSEqNYBVMKXoBBlN5ByiKGmLBDJlH32QDDgHVcBTaYEhfAKUFIaW3Xr2Wi4pQeGSksd/uMoVKiUQAiDkiPMrhK8bAyFeNW67Lq/GoU1glDh7NWuvULrGAMB1dLX0jekf9ggAYzRBzqapY54ODhZXrgWJZEtrGebrLO2fhZCqP7kuBgp1kucR0edpFr5QsBt4c9/8Ok6SOxpLEeBt2zEuofNrh9+/eXyLph7LhzbeiWtCnkZmp+PQojRmOJerVqGZ8eQekKfDpGsn28LUcUYiFqAOcRoUOmnlgPeOZsO3G0JCmndPF43Tbu4ZJGBkUOMmCJP+mlbKJaptb0ySKhRllycZsZQiAWQZa78L0ZhXW/i7burvcnHFLhaRyfaJXrZYMVuWqNI2dQ14Q+ENgbLrted5tX1/JnESSG3u5dySepI+sIJhqkGvmk6tr130AmqJcs+s7TH+9Px3qZaO41Z4mrqiNdtQH+kJX75/V/r1c9FH3Fdk1zd0YsIGCXn2SjkQ77KlGh1ShFmUJDiDBC4EGn5+SjkshFjmotIMABDeZ992T81ZdNzwVveeWRaj1BA7ZQubHhMQnhhKSHmSY8skii18JtBCEf5dHnyAkAvjSf/WhTW61LfvC+kTI8pH9Vqpmk9A0rdIwMe9QJZqzEeHF3za0oHkfpfndl0k6F40L+4nj65OrC06U/2AYVVnZOZfP7MYgm1ktpMHvfcfJ/nUBr7eLJuRfaqqns0AFI4DjTtbLz5/bfTF0rHNQgUFJnpnkrT81GIFFCVfToJTgIFygKC4ctQCAKv0GDGCiUwISzodQQXjCM2kwCAfYdCBp3Ho9NAoSo0rYa2HUzelWXgj3pkoQiMYZ9OAIQbuUpSIqwEfwHMK5fA8C9FYaNx791lPmp6rDJH5tiU7QNa+aMcKmo/r9URUo8HlktpWMazk8Aoq4rUIHKlE0sbhYLLepZT1nUrnYVv88l8cm6OU9tucjrnZ/v8OyTF3vcfM2Zg5rQNjBnsvvXEBECyLfjf3795mXRcLV1GFRjvE2Gfj0LoRPA1A1oBGvdArECsU/cyj8yGKK+bBm+FKamy5K6QW2WctiiR8MdtdoI8P5OvmAxue/rFbDZos5Zh5nEUQqipMQ6pod+ngmD2rqiNWd5yhZq/EoVNxr2b14U106MDlVT7WKNqiKt/KM9V9HG0ASrF4p5eifqYd26vL41adHhY6doNew5eHXx7Y59cTe3lry8uzl+f7K6Y+22ueb/fn3SSBKFU/PpmS9PMsTnXvU73xhpy3oPvf/v31pdOepa6XgRC/uiDEa5noxDsEUOo7VOw8YFjFuLBoOwEwjRkF4sN4mJujMo3t/NGeACHVa3ZSKQBehoYQRBq2KhQgrR/QVWarpyPOMVam10Poh6I0U+UvmHSniUQ9y8kVswKguBfxmosrdSgYiUmpwMlRYFQotIbB/oH1KDigBiLRWkajHtYLGTDK4spNPrOyAyjGs6fNgnaPLhznouHtY/2KJqMU609/UK15vEuBpmqaNImMpmtZettwa96KKK4xUPjUDYd3P/u399Ec6+PMrs/ffvdN3srx692fV73nHdl09nSbD2Ybx7MXJ+6Ld7ZOavN50ggWrbw8NdfX8Ltqurp5/SYy2VJ0Jd6NgrZ0I4VqOXsIv+EYBbSkXw6EP2RbnDpQcEiIbFegbHClCiABwjpMdYRhBwFUMhjGpfjs3zJoHMQSVHTQHOzxPWyVM7Yll0FnEMepBp4lIc9XUETE2f9iDB5OVm/xdzLg4INTkDEPo9QwiZoXsDOxvU40QgV6vmB7AjEB39S76Tdlisc780/rmRZK7NQW9Qqvqny7DsOtDoaW71dOFywT97WcjpmS9VAavS5wubZfz/GYrlE6vrb02xoxpT/W357fT3o6mdRuAZ3bB48sPWokA80i6BtbzuKQ6LcuvHr79dPzD99InEhU/qkVKP6oTF9PgqhxyCUcLuLCiAEW/CZKMQ6a0jREBueQijk0LlT0Z1xnkDnsEhhFPQ+CkWWlS2XBkS0OWB88Rr0J1AILEToNmpMg2qRHEo2UAjHZ7UwuS9EK8TK20BNBB+PUx/hDUH8H74YuOw/B4Xts/m3N3nfndV6cF9ZNm2dZIBtfEQHhHh9I3dszrHinDD3Ft9ANksrfa8a48nZ3r++3wmk3l6cH5gH9Z7Um7fZg9D8Zsw3bhwe1Lvm0Ms7nIXzofrp768WdoJwPdn5399vDM9OkikDsq6hvgoe/dkoZDF5Uhmf3kUjYihcAg4UQZ5lC5HFQaJHuFFDKGRRld5YbEzAEdltKjT0Xm4Lmexex+aSHlJpFhppv+N4P2oLxQoleHaOVKeHrowC0W2IzwNvjFHTcPuHxOFB7AtT0kFVIJDgBkyyOH8KCjunc+cHeR/r8ftMmRirpRu52qFPRGdUi23Mn4tab8GqJwit1e0SnVbeRGpyf/z2x+98c9c/XaR83a7X7/Nvk53C4dn02++O9VAs9KKCdg1tfPfHRI3tb/nh+XkUzVn/8QIUtg70UwYGK00uPBuFTI5Uq+ED2apsrh1faPLlHhm2pID7w6t4oPYBd59JNfiDAZuYyRif1j60hQwadzSwMgz2jEkt315SQfsNg5lYjgnLCeRKhQKyE0zhDv+4kqgSTVED7HD9WbQIgw5T1Uih+09huVIcx/ndjOcJjddG4zSlRaej9ZcZtgqgbRyLOcKvEiO3XbxBnD7dqjF7okHPaBdJePTrb//dW/nvP3enpVPf/vZN9DTeRGYtpHfyx52kOqNfSqrpsURfffs/54P+7DhvzoVym6Fvno/CJrmO3meoKBX7bBQy+L0DWj4DbhLmCJGGNZznohBCsDuZfQyFLJbJ612wixjUoel+4UNbSGPol1ZtEg6XDkXKEr7so7YQuP6oBYMrHcK8CupL45+JDycT/4tGmVkg14DGBpGGCQvJPkDq/8fbQnKPa/dkfxOVRx47NVK7qFpo7FKpP0WwIltSzuXAvO4WhaMr6E3rDatm7bh12j/eVDf1t99/uTn/901Ar8j955dvt+OJFjJ3ZT9TeKXlW3yzDdSJSOEmd3BxsrzaTZK6HKhEAyi8vnXyX+aZG7jS7n5rxb/c8xVC6IK+fhWLzoE2GoZCXHvmuSjEWH3EeCYbQyGHP+DwLI6z6NQBm0n6IDuBRFwzt+xUcTi0TujY4A70yewEqc2BtwcemFgKKwKQ/D+MwtxxHPGQAoJMwCch6ISpw6MiJlQx/3AUknuWjo92o+OPde3QPafbjeTOPj63/6nUBANHtXmBO+uc1d5DIW9xor6TaZqbcvRVMVK//vzxx8ustW7qH7/8991R4dxM0waT6bfv/O7lcf5I+OrDcSKczAUVgD+xw4WmACZ+/DX3SG/7E5is46ooksmKhXay+Nm2kCXSaSWgy0VHW0ugj3argIQp0BCLnUCrlSiv4IxrHC4VyIZYvYZg3kDRB2kS8zX2gH+QwaapLMMqPrO7u4x8yhLyFHbfwqBUwOzowrefdeMwQjJLiPB1d6D4gubqUSkIZuaBvgCD82g7FfHdCM0G7G+BiSND2RKpLELxE1PzQmMz3T1/NAqrGb5Cfi/+JAhbRqx1rTptt+npcUyEh7pJv9ptD5rvodCcGtbK9QZ70O6jVE39z8/fvEmkg6ThD7/++t9/fZtf8WbfvX397mh+UGSJQXyYCcdTmVd+tF1C6FiBqdFq9y//LBke/QJjWMUZ5HEf+d4U57NRyJNCB5nYaQMV5eJWuy508EU7oE9I6YQgET/YNGh59eYhz4YoJIKholFZWmfM3c8XsHhGs07MAuGlUpoiW8oXDM0H500yPoiQULGPxT8blEVAQKkMhjhpAdjbkNZzHvtUwCbSV8JQiJKs4qgMsHbQ+YNRWC0IFt6eRo1PWcKGXhujRjbarSsTc60MhdZpT5/PFnHfotDkhRc2Lb72upR8u30l4Bkkqc7/dXpwGF3mdvrf3VxdZyzG03/+/ZurtII6Gnv3t6uj1XDu6ub81DkIM/LsmRiQ/bviv5w9kb8/jsqqDqOWZZZWjCPqh1eejUKBTCnBOAawxwGhEJ9lwqNDXCYTtIPBTBGGD9fP/CwUooI2+ESW3he1qnhcGlM/phexMSN3hyAWDL33zWyGJoE0iEdxRVXER1EIWQeLWxRseoBF1mMoJCLePxaFteLw1dlp0lD9hHmpEk0rSD3DInr/I6TD0mvpHudweCriukWhzgm7GqW5a4t+UrgQdCYm50k9yf8U0vnYubOH7dwI2NppkX/+631u1WyJ3/xwvbsaiJ5+fHP1Pme1BKtIlPFsmFQ39uEH93PGn8hd/WLqyCOVeHFg6tkoFMlg+rIEhaX61LdirWCZivov6KWV6tUPTRPMyIFN6uEYg+EBcM7UHs2kUQKj7vfaahyudHwz4VIJJCwC9sSGgMdsIa77+hj38XEU4mb+D0VhrSrx7ia3ZXwKhCTa9DCpxWBsUWJE6E8cptNsSVjXHLco1Mz3kMjWy4Shw545CziylnlS4+J///m2kDoMTXeJZgJe29K733/919lC5O2PVym3f3s39+bHo9S3x1bzWj2JYsuu1OmO/33xrGphx6C2a1BfGb8U10r7s1EohbpHccscsoV4zQ4P8YubdLDgnpjzxSQaHl2CWIpFBiTeUDxU2KIRPWhx9vRILaMqUE0vyifgDh4UEXlDgZhvGH4LSD+ueEDFuLJHxkYDihMGD7H/OArxN/8jUdig3Xlzdb6hfLIG2Gq2t1YLBjvFA5+zgJbnMk7sWGPOWxSyXKOkVl9mNsD2ftwfsO1YQaLG9q9/v8ttpLLbAUe3zLkZv/jnv3/56Safivm9gf2Lw9Xg2483lzmryd8CKNzLOI/++X0hVlmj88kfRZvR1D0yWJkfWz+6Ie98NgrlEBWWoBDWyWKzTFjTAYchDXJLWEuCoxCJGJXB6JHwDD3Mhr12YrFpKR4bgzAOpLpMk3pOTzmIGcCw5hi866tTMiZqRt8dJJhZKS7koF0Y4JS/NC4k2t8vRGFNK6XpsepKgz5dSGfCT/NH6/Uz3aRuI5tqKCfyP3L75Uva6exw9C4urLd465URuyIcCgU4JHtqBsI888dfftj1JsPxy9d+t0htnlrOfvjmmN8+spx69eG8j6xIv7vKHllNG0xS08Tpd//4zz/f5U8zyw/1ZJ82zE1aE9M4VllahKwIz9brn41CpZyH9tgV40J66SxTsegLKXKxqA16q+Wa5o+jkMWXKHvVKnNga2saSF0wQay1D3NBB7F0qJkBHDLegMO3PKskWne3b/gYCllckQg2Vn0xCvELXoLCKgrsYoEp/1tqQdlda+yLv95dXX7Y4y99FVng1JOaDMNNKu1ncVp0fo49rfPdoZAkcQrHd3rqbedREPSyxadgjsn0/td/pG3rHms0l7pcjfr7rf7Tq3QT15Y9Sp/f+DmK9JujcM5qjMAPZPTVd7///stVMrP3BuU5X3DqRf0sjfmR+k7XQqiTb382CuVitFwdFd3w/8XrHXj9DbwohhkkyYFRZUDnF1uQd4cBrC6Dt2rLDjhXaG9odRqledWzbOdx+LALWWEfk+J6S7fKNlBM6eFpR+cW7UpYQ0GUedAXgneERIYYvyMGRdG0NNI+Aj3rx1EIlh2aeKhZh+SGaXfar3hJ8SUo7LEtTPMbKHJOd4UUuHlk7zKfcn6i+NJhnayqEY9284ubnD4Bg+FNijnav+C8o5M2mly+BJnqS7lAXsnkMa9iKPwhQFKtLKfdhkz08Gjnw83rgxhFt5kf4K8U3voU6bcniWO7OT1IIhn2rgGF56v7mfMvm8OrFZo4YvMj9rPeEpa1WZ9fqQEprLI7Wmw93KGQCfvge1jFDV5YtQRPDRBRAMlLs1BxuhwWKJHu4cq0OpXUsuxaGcMU4/jCsUm9AI0T3CkDMyAxpvMVE/N2NYY99LZIuRrE1rG3xauFOGkGqtQwyvI4AJ8IDu6eegkK9ctaObujBmQ7ejpa75myZnP+4+uss4QIWAlfLUPTHaQuo6jd8LTJvL3WvFE/ujM+P1UCe0nkaJ7Utxfot1SRNDP2zRrS0Le/fuck0+2ho6BpZmJzZ+Xtm7NsRGo7StabFm3HGXXmzeneu3RkL6Bt1iVe/f7bv1NGbzAH+P38U800qzllChIl15Jla/Zqtcf0bFsIs8Dl7FLcZGDWCvfIDNTwYIGmJTo4KogrADRA1H4Mhd1MoRyIXqP+zVA/KG6BPA3HaDVCKxmM4Z2yDRvWhPcw+hwuIwgG4+B+iEKcowPreLB55s9C22MvegEKm41DJIpSLqLWkJrZanlZqthqO4dtTpNC6pPdkFqtW0xqVGhqJMbPnIEbXamypCdssyVFnZbga3mN9XhSDihUulaSzVW2v//+fhhAQXcvuyORlNd9cfTmIudePji2ZneNB3u9mffvLz+erJjnAhZnOve/745CnlBq90vWgpK7jAra0GNksA7PGoVqtQw/G4X3Sye49cHJKHh2AqNx+O4HdEpFXqE5AsRsMIOVbSG1hwXr9HjDazGfGs2WQgQompzgM2+pjAgoLGDegJMWT/vtWqhGP4JCQvUNGifII/9VKORPIoZ7R5+KL+G3a6ylA5odzqufv8t7BB1CGrmls+axSg3DMQjqHf1tnbrPXQY/udVoTViG7HehKLlzM9PY44kZEQpV7kCitXX9119PcMZ2Ta9/72+nh28KH16duAPHr4+/O9Kl9hTpb/92ugcvb+ydT6XdR5Gl0MaUOzXx+ZaQ1N4HylwVlGWxt6gdCcnrTS7p0rNRCKIxpfeVIBGULkPGV9kQLrnUFiIGBEohHkMhFLfBeJpjoXEJvA5tLOuwOBVU+Ly7ri/yuWCMBbZl95CUcPQPbSHB0cEEWyspOX0BLp9vC6v6pjHzV9U24BimUqUlk3Fd89c/3uSDJnptS1Mjh91ErbycuM08WQ9sGFmD/AmCdRk0yPY4xRZ1Dt4OiVRRDL5MiG3YcdMQCsWz3lCX+vz3nzNDQqLwM/bu3cXJ24vD/EI0d37xYc9xtKdIFl7tbcz2ttUL5jJBcyAScds84cjjFNwH8GzV9VK1kkdKS6CkPUMWuPota89GIdDuy6wLbvRwGgBete5BK0uYDJxKinfUiF1zaElOd8+jKIQCD4MltCaCOj7y7uCI24zOASodKTeg9VE4doCCxWcLLfOuMSgmPmILCdIWmGToLP9VtrBptKgGQzfRSRTp3RAb1fPq47vDFROvg0tnd3WS2nUVlIBhUlNnp5HqJZo6ruFzlVTJlkDHWMh7i8JGbTCd8Mw6/AduEkIhbdQTGgr//L/fnEUcmg6shGRKOc0zqcuTXGD34s15Np0rHPQlUtncdmzN7gqlk/5IMnJwNLFUWP387kmz1sAwDDz2+i7vWlvb5Iw08PwNZJ1d5ZnFww4eFAvBbdIeah4g4iid2g017orZCVrWyGArHLGtflipA4VwOovaazXzenCOAoF9EN7iMrulZqdrth93yRXiQtx6IlUHCEz/KhQyx4vNjo4BcXWrUELclSrG6psPP7zdMPbQ+uUMLbuV1CI3Dz3szlWL7VISmWHsadM/TbAusUTVFj91yOM2FG0hNfY/WQm5ybobs5GUE1WwSDmQyP70+7cn32cCXrMYBZtcl8Ns2f747uTw4jSxc3B6Xjg0pvMJp9+/fvLNYTgSD0WzZ6dzkYPPbyQ3KgeFemPl+hSwzMxRTbV2jm8LM55tC7u6y21hkc6Ak1HgwB8AQ7RujHKD9rUXOfmglwo0UtjDiC0NKz2AS6wgA5wcRt98OGYBIGPBJV06bNPSkLlFsSembAMRJ1AeRGaH220WQg4EBBlULUI5MrJ8uHnEgQcohAwHEw4jXDrUg6DSA/2ekmIR+iSc2VMk96DV47fQfb5HVk0VM4o6g5PLFA3KqCj+g/0R3378+DHT28ozqahKWM1ST2pSjJl67tcDqbYRMonSr6zm6x6LGx94wha7lznumuktorAz+mPW3VtvTDpZJJ2jitQyuJ794bffbzLf5E8im/N6GhJ1mF4MZK7f35zCGMBPl6HdwoF+9ypjM7C91x9iyVAoFRzbOlrb9ZWYNjL5KZ5jvWRYqJt4jAhWpYo6yFS7WeIbfv70E/Tmyjdr4vkrxrVGVGl6F6UDrbrrQvW3crgh+ADY8FO2tZ1NPEGjUI3ecGSiuNe2W2yYMsG+bYQmULZBk/cEwPrtLu8Yj87n0WH9CY48TJif4OyXYBytNUHRK4IjtHWonV3dTESeJUgSAFNsS1lJ5ADyiIg1hL/Hs1FYPRLsJoBVPRozdjfwjBpGC7laEPn+Y+EiLG1SjIqpWnFVE4tWS2rTWCzMchi2jlpbQLptqAEaJ5+dFvS47PxprwcxA7HTvHoTSUWs7pStqskebCSRlf6DX379/U3qJrGXSMfWp5RI3r+KIh6N7IZW8z/8PTACKBw8/S5noik82d1gKLmhbbLfHO0dE0p2oGdsHh416lUPfjXFL1nDMyvklRmF6CWdy/HOhkEXz7XS9PVQSNgQbO6EQCGs/ATTBhWZ+yjkwKuAT19SdyFCPQyFsLu7p5M+6A1tjvV0EhiQqCxmCfchCukqk21hSkAFRnRxcQ6OQqKp9xCFWLIMhhOpQODAwwNNsKNQMCfCh2L8ignY4En+s1FYo10Y72dhBoTMs+plFFJNl5jerk7/+PfLuLO1STkspJuQz27mMRtrW1S2ybL72qB3cknV4klG08AX7LMRLFlUc54VVTGdbZi/WFlNpRdddp5xIWSmkiXeo19/+e0mmfWnB62pVGzZxEBfsZZlDp5evP05LzbuFvYEsZxdYA/G3FPJ1EBtrTjzbTa3QphCinN/Lxmcm7aOamkVDSK5e1DNm3jUfTeMxQdIwjm9KQ6b9Z7tke/bQqKDV4JCROsCvYYKKOTB3rt769rxhAO3hVCqofEs3o3VUUYnXgpkCcVmm4qNWbMyW0jjSweXXEoqHW1WKbWFeJmyNBQkbCFSmEML5ZEuE6oD3aIQaT1B/afEFqIJU7Cd+EPPRiGIRetddgMPK9C0as0oACS3jx7/+8cPB9raVoWexRjG7xVFKe5pah+wGtvvrCGZPwvFNuqYniQwV06gK9pH5Wr/gGdySV8s7ZFHjuMrm6tT5oh3Qq73j1GZ1uzvv/363cZ8NCohCzf2kiFbL6WKOrK8e3pU+PdHZ40pd5Mks51eX9hjcYbDuipKn++8cLZX7PFoN62mCUiw62WzVt19rQX0i6OaepnmR3vjZHncV9M6MdPjXYVxqK+FQsKVsUpQ2IloXfSehyjkIIXzMrY9YbJwFNJBiZ8jnVwKzg8wCappD1dgduhYWHxXhkIYtOr1+oaEKOwkIEesysHEXDkPbCHaooN2l+KroUpQiHaVwgeX5vLo74SUmrDzAhQCDvscU0YB1sdoFGhZ9Q39R//86TS11EQZ0HbQjSoCdRRtr6i7WWVRUW5rGx3j0G9rHLDUU0yV1x5XdtLKef7wsnlx+Ha3U4frLL+5uR7JJ0xNAJA+7Xj0t/9+2HWP2NGK+RZLem87MGufT59m4u7lH/ck/dPBbRskDuk1r2fJG1tTyKbie4n8jZcITasnw61VDJvdIGqCH9kU/0ExnTI4yLY8mh6TOhZTwirtPH80ilRMvhYKifJ0KQrBFKIO80MUcmHCF62uxVk4JQdHIWS/Qo543LdqlyPXiQ6VxzdOG/gPbSGT3S10BZ1GCUqF8XfCUYhLbpdK2OC2kCdCurAALvC0wB+7s4WICMTgEmtTiNwG6XN+pd1P9VKbdVCM7VaqaWmTRV8dpdP5eVj53ME23GkGU7Qj+vaOgUE1lYBhk34CijO8cVq9dvRzCF1FTGoXucOrtiAxeIcebTDsXqVCiUR+zyWsqqeZrY7Lfb/DNcvD3WnP4kHq/EM+m/LSyc6/70/Nmzv49mA0tLx7ve2dCSfs4d14LHSRK67Gpbrd6K/Ctzss8mbKkMt2T/i4VW/kjRgeXUtRN5axkDqnJhnLi8jDfzUUElFeiS2E4jPKBHAqdmkSAtx76LwQnq7UaRK2EIDUzRrx+UfhVTiyeiRs+dioGvj4kESUZicsAZ09EwrYNUBhuB0jQSjEhBikpRQaAoWgkY2U4NGGPuAElaAQZe084EyWdBpRsi0kBJNfZAsx8DHM4/0iDIedk8te+3j6fdii6RQNl/AYyAyzSd7RLB8e6MYwVyu3AB2BMqgnM4c/PzWBCwe3GMPBySVjyW4nMjt4kQ8l9/Mna4OdLQYTyzY74xDdJryNusjlZXJVCp/bm4yPURkT64mwb2M7/yHk8ibO0unM8urpu7liCDiwgQsCg/Che1KvnU15ynKqJu0wxzj86PgCWZYINNX3O6iTMYyn9mwUdt/LkYtT8XAzoVADVRiYMgHooX2xiGqDowkTPMAECpEy+p2sx22jD40MoD1RlC6Td04LtUbiQhmbMWDRwwA8PIfepAhqFp/FGQ+AMeSiuRREiiFsIZJbEItxW4h/KhLPAclqNACPySFi3h2+GdhqbLs3+qlwoNOHJG1wLOIbvXGH/DKPTJgoihE6+y2QpLgCPld8Nxuw0PjDZTVAMnvcJGlp0Vr1NFRmY9pByLJBO1zX1PdlHOfJWPNwaHbJADIfd6d57PRNKpxK76YWhsYsw/bZspY2mWrzqnBQ1rfSxpajW4ubKZ/I+X7DsRTaTawHDk4PXcWqeePMZtE018lWN4dlVtjPc3caVRZYqf54HNu5muGQBC4dL+jGYP1sFFIZlTuzqOJH9E7wBgouuICjCXH+S5eNFcVliAeR1cSyZ1YXzbxgF1KLxSCGiN+tMOsZVARSbPM7dKnxuh4MR7kWXSNibEEUtqAW88i4+Azu7yEdRrKZUIwEolnpRgxCWhvfr0LkxbDyUUysUcEokUUT+2JbiN2jZmlfT1WD1uN3+s83p/rEJvU9HQZIoweUnU3qiWFFK4liGasjkVnDTDJ/5MvmL6d3SKb1Wc9dXIh9ep0ienW0ntrbO9+x2R33F6LcgqiqY2g5FnQtJ/yyqsbFDxt2p23Gkzo5XpPd2jtBYPYOcwOQA+m9JXSMWt5Ir3rkcaHDuoldC6ll0tk6G8Zf9GwUAmWmIj/gAQpL69WohlO6/vM2pyAWzwG80IgUFJ3ls5tuKYVWtKECLk021M/rogKmkIoW+NPiGj2OfnbVZxFBUIdmPTF5dIjmMO0ZMW5KcV+MbyAjNNjx9y1+KsR/fEJ/DrsWRGyw2dGvj0JwzI3VHeOjTebDiFVNouofsBNg8H1Y0dKkmDDRm4yzgL0OSEsops8kdBWh4TxiOWJet7lk8yz2VDvozoSip1eFpd7qUjNZ8ueqDpM37B+e3lhV1sDoXPJ6ZcK9kD7OxQfuVD2rzOGSL46wLnLcSfZXsYdE0mHEbGzoYVfgCpFF0UBDlXqOq4kQvc1no7B8JO4uxXiAwmK/AsMD0b0gOhS3XYrblgWGQmDmy0yeLa/mdmaPAdGgsN+ooHbxeBhHAswbMcTOYKnHAhs2GdoCjs22oHYdZg3hEChEOQvYTQyFpZSIYo0TAZfocWOWFERs8HDhq9tC7G7T7KYG5+WmsQV2wEofMKdr+aN6Fb2WO8jlQ+eO1Nhnaa7v/ZKtwzA23B06NgUPIoueyH1VmAZd8jKzmbvwPFJsrqIYl8Ir6gbdsrae3CqbSu6G3I742WlqpLQRV2eLc+888PBybZs55rrtPfaMG/hmcW1HR4vQuml9qEtD8SZ4JOq0pc0TIzz8s1FY3r97HIXlIjKVVk7cXYuabbAyD6xQ74R3Zb7/Lp4E0weL4vtZVC4fvDF0ZKAvg1NeGXSx0Rdy6gXAmsF24IJDBxjipeZi8QZfK4ah8OEMHpY7oTXORIqN1s3jNcI/CoUzZqYvbhYAxjqUDz1trdw2om+uR2PYZOjzDdFINOMT0jUPTVqTYCK13WNZc80GDuT0+zDvWbp8HU3sh/SVmIotem90Y6AZOtpCUqvIEkklQjMb+/ldW3mMVyP3OAb5Rds4GOCbPLCMS4m/qH1wiDeq5wq0IxKJNbsgue+ZGyYyFnLtiI+ijwwRX/7ZKORg/dyH574txJmpxGw8YsbipOzbQ6QtRB8FQyGfS1fa3B6nEY0+4VkN6MUwpSMWBZT0gFbY1UmhEFoQdBgZ7XUGFywS7L0xHQUEw1uHjewgih2QEA1CIVAobr8O/lVwBVoCsbhDx2veuOsnUu+vExfCf/WqBp5jTL/hNFDVbaQqruahZ6wVmnXSrpahCUgAOkxKqDZ+SakQKGCWwTlP82hoTj2VkprY92HYNJp7m147yE496Hk0KV3RiH1svIdE1bJoAyuJeMThy5zs2x+qyzT1zbusMhyHPJttlt/UOeqw6uE31TliZFkdepNS7bFwzGaRduCeiLVsB1qIrDlLx9JGsZLzbBTyoJ/2WSjEXSex+hMEsIrOlBjdxJ8oisRgHpnH7BBPOj3OPiqEgTgKu3o4NP6o3cjuoAETAprAHV0YDAHj3QyJZSEwq4A+MqKBoQcBVPdYCfjcPlLgwhvM+KfCg4iSC9nU7Z4AvAyE3DaG3j8AhW1cmcVgC1q1bRw5mdTZV6EC06yzmtRqCxjAes1oY7Vw5DPG4G9NYr1ynNlunep0JBbEY5tkpumBHSUzQ+9OtzKH66oyc9gong6FXbbIRVpIohtUM4GNdUcglTtYrFwjaupf9lkVyN9WUfVGNTTBqfZll4E9ZBXPRa0GSqM+6DTN9nTLtcUNzvhXpCymeKSWCVf7WPJ2c9WzUQgslrImHG58sBI1xGzgF9FdLqq3FkkLSB0VeVTslLMZ7l7L5PRQ2EOegENOoSDRGRhnolG7mT1Mg9Mm7ACJRESIQVjDeDHQaREZXQF3H/woGN1dHZ24MSSGsTCwoaAPAxxi0aBvjUg2+MQqehA633DFrWGHyBDFiKiVgpliFFBCZv+1bCFZYFDMTHhsUzIOTdVFqlUOVaDf1UuMWgvqLdNNNBJF+yWjl2SGiUnqnJ3iemPLzJkkpNj6h9Sqrpn8twebu+kSI1cnnFnfdE2G3/3vx5iQJFjw+wIeb7JwHFQ+lsbAXorA6pQCFQVruJZRHbOqijsf9k+b7GsOKrlRODFrlPXpeWrj8HhJh6/Okp0kVetX1bzI2m1R+9kohN5/mUfGvRuSXUP1ObA2kCxg9eqH1BkgfSFBGRyGhJHEYjrkTuGGM+EZtTdo4SMmLbhH0APDXiqxOVU9LAK+iHkAXFkQY+cLe+1B/wiXxqJ1Udop8Mb39hvjNo34Ivh1+L90w6chQXc8wsQQW+TUYF8Gmt3IMDJ7QM79a6GwSa6c2HF79XMwoi3uryd1aCtpZjZr7QqopFGMWlJTr+7zaaXQjOuF3i1nboTvDIaYzixo08gqMApqVMmbs2jqcL0Xd6q1nKlQfG40cPHv33/5GKKReN6A250u5DdkT23lJrcO+pdmsbX0jRLrVD+7rtmZ88/YuGRSq3pokM02KkeG+X2m4Slp8a9AlmwHm0lU91yDPX23geCroRB3gdAUu4/Ch9QZdIMxi4VxwYibjxtJLEKDB3vEk3YNPAI2DQiFUHVEh60bN3K7CTjhaIIrwKxxzKGwXQoDqF3IUWNxYWmw8DgK0WwMRAhlX4Rg0gIMkeIY+hlA15v1EjZDWf7AGqC5D5ZNQDrsUTP1YOW4lRbBN+mHwVvW9442kfmWL9owwh8E4yR2KQSu0DaGQhJvsBLPlOK8epcIH2em4N1r6JZAzGNwn/3vf//7+28fXXWkDs1Y8vw0qvvkrFWjbmXDpUM4bNK6Zwet2fMl6OWRKUanVddVJxjSj471Dlun54v62hR/hk+qH1xiybe9d1Scr4VCgs0ggeWMoMtWYgsrcGeIoflSUwqIwkI3nMAKfQ2F2chjQtkYWSfEycbCOO7gpJJKTPjhKEQ8VQjsBoIJXz8Xa7xAhIly5NLG4KMo7IGtFohYUQJZ3BbixhN9H1QAggrQC5hd5TlslcQk98VibapJUhNU1gGBFP1D3ZkamQUSAuBX00it+s9ITaqpCgFR9JCb4QPlbonKH8synWn4l67BisyW+r7sd4WtZG5Dw7b4N90s+tYPP//nt99/+eF0klzNmDs43TFVEv99kJI3G9bDLi0CekufL53bAW51FX1yfg5tpqpTAjBtSsukzcHDHHutec9eRRIujLb790rCza+NQqRgDi2LO48MdUV0Sm0TYR1Ln8BRiJGlgXHF6hYM2g0crkwiBM4/toQHr7sM2A3AosFrNBgKoagC+Q5N5YqGbVLInpGLxbLcz0IhtOzQOAr2RYgLiO42ttMZtQvxTjJ8yFfyyBStxBRcC5D1sOmQrqX3CUhVson7topMsyDB1LY+FblWXlEI+h4WauXeadyxN8jQlfrFnoFgeJ8ynUDJgxIBs8JhBt6+S0ZzB6HoApsMciE/HF388NOb+BiTYt4+S98tqah89e2j5LbBwLrTCD+bJpPPG3LK64QO/xIO4cZ+V//4uGZi2jaDrCFZENmADVPO1daBvdLG89dCIVF3xirHAIQSFJb2ToiMF5dYKH0CRyGwXBDvD6guarvbIubAtlE6mCusn4vaLDSZZURWFJ3GUMgVAj+HyRJbliPufgF0CFF4hwrPpbB/1BaCo0UtZXzxCg5DHIVA50IwxFEogoYe52tpuUrMPKtzUU8aATHKZgmfY2gitfXft3Ydgzoor9QrDPWkzv5H9oyVQ4NlJfpxHX2I9TLob9Qv+DNkK7ZUW31vR/ztpU3m/PenyasEFrVps8kZfzw4peowBnN705RPaRaXfoGmvpX4iqlD5FlOpX16rdsyWNxm2qD3TEyOaSft0y4FyAL4MkJITUIGij9VGmd8NRTi2QkyXODiSlAIbAZ0Ho4eFRmJJXEhB0hX4Aphus7ocE2pAarcnh6YciI2JdI7utVmkwCfdyY8MqbJyhQanQGfVcUFaRJsER+/bF344yhEc3wg9V8yVIV/W7R5B5tWRSgEWXYJ5ytpdjVp9X0ua6CZ1I8WOfRoqSIxmcS9p/rRZLQgQ0IDf9woe2yWtwyFVepxIvynGhEKLaEG2KuYwrBOIiknH7Nm1aLot/98H5tFx7W0vhNbBRaCP7fn/KJQFL17kymS8C25rT6nWWE311DNOuIzW82+YfOU1uZyL0nrLTlgL3S7nQ2ju2W/jGejEDgzpVIJhMdFdxXViMHU4aViVO5Ap6xQjT2C6idFcQ/U7ICLiEEPOks55nQ69HTo4EERG1MTQU9Das0asesAVIAPIEbfDoWyhAOzK0Gnnk/rhiAPy6uJRjEGUogqkbYc+v/wA0GfBUYTH1UFjwwLLoqTWQBvQnAdPhAVlUC1hg17qUSwzuLreGSBpcfgcAdIJGwipEGqpBuopOa+28IZunV1WhhRAkuphN4Ky/RZs58UUx9s2uEDdqn9SGvEGq0xrVr9PdZZ9IayRzwyeq7Tefa3Hz5+/PDm7YebwsX11dnR1d9Sn5ArqYzpFmM6w+nUsGuo/Gqwd7f7vxv6Fyatk1q71+GyJ2LdpDpzgE6Ppsv6y89GIaW1Hclowa3EYVZkQKH+a3EAEy/SlJzSbBRm4xm3sppEho02FbNA3kY77XY5jeCikZAq9glMKO90sDg9A06LkCfiYtl1kSgLTlNjD264DHwoKwLZFSngFL8UptCPf09s/pkQdMIfvF2Ugv0qWPBhnT14IRGbHcVTHMKSfhUU1uht/MnxONjBPmz9CG2A3W+uJQnHS5oTreoZl6CFVC9UVH1eakKqahmZ64JayWi/pJWqQbAd3aDYkg6n2AozHZCrWB6zhfB4rcQTCq0tOpxruzB7lz26+NeHJ0D7xBuRGs3O6napktopBLusdWFMSnQa+71my6xx2u27OIKiEX/ZXmc9Gi97p2ejsK2ltZMotBH1atykYAFciVpNGQpB3+s2EShDIV7zBtIXeHSwVOopt8OqgTYK3h/BbBngEXyxxGzt7WYLQUQTNZmJPh2HIzQ5lxwGIbYvAkNhsYiO7+TDQIujEP9uhC0krsfjVLzzQlTUEQzxpvfXRGGXSWXymeNgB0cwtku9yiicZJHq1cZiFFZNH5nQqYZVFDoakBdZnpSvIe5kjXB5lQFv0GEaM1pMSPrBnBiKXKY2mCIs4lR+jqRHvS684zENTcXf5uxfUiW/QxPPLmlk6qfHuuTQx+M5gRlJnGqt3zrl7LenCt4aUqt9pZMfj5Svfn42CsEWEnVnvBVXpMUgs4J3xm4lXe+ACDEeHDxzKEMh3sGDpyEs7KF2im1LTpOwk9LVCfU/QCFe/GZ2d9F65FNjLLqATsdfin8QTM7LTLMzBiF4eIgSEQpvv9Rtcg6wRSgs/W5EExH/B1wCdexbeezbmvxXRCFZbWOMz9vdgELEyUPG0MBSwfZP1ijRXWjgT05ATNYqlWtRTbfH9DmAqKINmkRYt7jd6J0FG1RtjAXSB4nUksvZC6axH/LxTx3KcOig8P3F+en5YfL4CwUK8fduGLQ3d7e2DttaafDVm6Z8d/Xuhn7v8KTLmYeMpEof7G2ZPywLQV7AL4R5XgJduPUoEv4wS1PSoSuzhY+iEL8CTCUCYTeVO740rWZ0UDoIFCLCAY3OpXXSOxhWtx6yZZB9uEMhp6eTJTY7huWEkD+2MhzbPYHG3HF6DQSXGArppd8N/+rFgz4DhyHq7BSbel8Rha0j4/pF27wWXJ4C95I14gHWMIfUoJ/A7xnLbcMGg6lGGeIy1+ofS28fQxUbiTu0Dm0lNzbXVrfWY3GQHrydB30Citrs/lZ09/AgHgwljkrmBD6F3hJTOK1k9zZxTYMqjr6KRLbES3pC1Uqf05M/AMvcs+Cp0R2t3+vIPNsWQmsXD64I80GMF2POr0ytphSGBMvgoS3Er0CuFyS6gAM4PGfmAGUBmsKYLcQlNHksKgiLDDjtShoieiO2Fm7pQOWfyTC6ZwwirgBGTZAtJJYNYBXs20ABobC41qnkq9/ZPzqRtiAbXOwDfkUUSl191i3/8jBwO6XmOiyrpeq5vRNNJIYFby6IHEY5o6aGNmLCuhZ1/UWJm89FA8PUXSNyLobi4WzU7pm0+SFLuJ2Nf+JNpKkDr9/ri+2d5UOBe5NMn/XZ9SZHt0Herekw2Lv7wJxLg6U/oIahre2zhRpSgzXMaV08Vt17y2ejkAorl0pRSDhHzLkRwHyQnCBjc0urKvPI+BWILdhDpcE2RJNrmI4giNCJoxDq0dBRZsCqqUG3CVcEQVYOQ5iQAXZywLdqVaLElonI/QSywBoS0olI7QOhsPQXcut/MfuHPh/jITIY1E6AIZE6fT0U1psDZsdyatLhglmSCaGAKVepxAYLw6ggkRV20Fqk1gtUPUYDtFSUmLEgs8dEnwWBEos0wehafZ1cXZhdTnhtZv0oTDN/DgrbQ68dq6GNICyND0IK/+WH79SqrB0aPVnnbNGNQCPFuV5d8i611jdpGoksXpupNu157jfGX4LC4k3EttKUzpo8hB/xCBpJwdj32MEyhVLmDYHgrh7RmG9KCDxCyEfQLBRql6CUGAZIuawuqd06oGJBHRLmkxESYVM37GZkGpaAztGnEjBYoOWFStuwjwosGqrGoGET/OOYLMSYgC+BHWDTIFNOrOtBSmFQLkRzUWjnGFbVwTg1WLnnxTlyNdXin5xwjThqdFZS5/CwXK0asVj0KotSNNJE6ppwmJ0OrUFIInfp9KgV26njtg0Pl97Jz4EGY5TD3748CEyPmaeGpHrrEKQBT1Vqiu/ZvrXfPmTTimSuYXxj3heeessibUTPG+0kCWdEeieMy1gipazE1vlDmN9qc6530rePHgzRPxuFkMCWrlwqQyHe9i3VMiyiECwMKgRj5Ry8pILoBNROfB0P4eKbqYPzW24trxuUZB5Wu+kcvXPewuMIxWx0HYr7hGw6T2icHLF6FuxaFhtq32IugFFAI1CIj0XhvWhsNxqRskB5EXFqiH1VGHUBPHqJpHVJ3/GlKGxXmDbjyumVCQ2yTd2mW6V+6ThtQF1HM+jl47PzNqC4VHUySNUUmXlhQml+TO/qUYx06bkU23Ysfny2YByfdhgAhFVi46ch1RY6HH33Zn5cO6J4Fgr57kH9DBVEayEJdrMs0COWB0sqPjXDuSVA5kB0sN5eQJPM5ecro7C0IFgJhSW2EC37Qr1jqMEUl0IR3Oc2/uxmwqMVAKWmwpIcWo90atGpFcDEJg/rv3A4UFaWSAwjg554xKmVaPu1CljfyBZL0PwySKrDYPsdCmHF/S2lFW2cRT8CjOKDE2j4SI62KBVfAsIX9pEb+YMWiWTSHvAstSIU8m23KKT0aS0Lff16mZbTBAuZoJCsprap+kcs/frRT++7u38/m1RKED3qX4hns/mTSayX2yT7jDU9lPBp+JebSdOckfMcFNabvdwpk8wB9e6qsc12DbjkNs/W3bgUJ7kHZFvqwnITN5F52Jj5yigspV9XQCGYRPC6eI7CQERYOlqhCBlO2XUdWs9WwqsBMjfEf6VIwP/MYGnGHdP9Ep5QJhMijKF/8kXGWX8iveU023xB77gC+CqwRBxtg8dWcN+iEDAGICQoN1j/hagdIg+Mui7YoDzBMiw1xC+xhbXsoTEk41dvDU/PYHGa0nk3w0Y1Tbome/X9VFJ9P1T2gHzQpHcqO3sNeuOD0ahPGzWRCSs91ptzhSSiKEI1SPvUcj3iHSnB3PbfjmKBsJkz7P/0p9x/Bcdp1LuoFicKICRuda8Nvrlt/xb9LfN5M5lUbwnxG2byFWroXxmFeAMMR0sFFKK912CM8MIxEvfCKKbFpbIEQZpONXj8IY8CjRFXmJZiADFWNOSaHtaIxXKFAng3fKlKwpGN+3f2d3eisWTuaCc4O6pXyuRoGBSTVihBIUSZwHYg1F9h5hTFgdjBUYhKjfAornLztVDY7Vjsl6kUAmM45dNSaWYndchFu4UGuaGjk2MyQX26ewiadqAczJqQ1GmnevVfII90Cwt6H1bobrRmQ9seVBuuFt8rzlXEGDUQncqMLe3GnTIL1tb5olNnXuRZhkUOLNGHQWMumlbQpYpaTTWmA1Q9lGzMVsn3UhV6kl8ZhXjigd+9CihEtCxcWg4r56DIEtNiIAwecTXN4PatTPHvU6aJF/V0QZYiHXU4pwbEEo1OoxByOdJenQ0GKY7z+ZN8/jQbT6eD9n6ZRAYrJkAOhF+KQgyERRklnFODd1DwiRNMSw4XQUZsnbvzElsod6kVg5bRgaVcLMTmS10B/uSiUtrDV4lhzR9TJmMLh/WoTKiwNkIUN9hpNDZWG7ySCkpYn8ZGgxAbLu3xnRznN9GbdvR9TuWbsrLfbxkzjzqjAU+RkfrpDyu+gu2x6py0ERveARr0txmhQ0fxx4iyIDuxB6a/xRWjtiwWoID54HxlFOJlEdzSVEAhA/wwlvmicg5kKkjLEqwhKpCgg1/NZ2rnN5cHEEGnkhg1VGwgBxb1OxanjXq1XKnW6noHZz2Ro9MzgGBuN51ZC2SOM8ujEqEcGUpoTJdkJ6gjB5QZDvZ5EDQiK4n7eUL+BiwwzBBgp4yk+CIUOrAxtKapiB1F7BB4aeb4fJHeYlIr+Yqh4d5BKBnC0U5BOGUa1DnFneCz6V/Crbq7sR0qGsCQag8nt8bhD81q9WcNDPQdBCkcjXz1bWH6iz+3Zsgnm5oQzxAkNNWSfMDdQCKPJ3FtpVZ3HkBZpQ8PVelz4YcJF7n12SgEugm+s/W284DyYGIE/rHaNRp4AxQW64yQlhDUfxyFeJuDz1Q7Qx4JLmmJWM/IZWJKM4BTFo0G0AQeA9/kdDum+lV9Fod7IZTK7B0enx7vZeJQ85pfShwchMcEAoUctu1AY7qIQsSqAXsLanA4x4cBkjkgIYdrjWAEGtTgQzIi2AFphrvzIhTCyhw46sCqF/0BUHgrLIijp6tfDjCsUoxCs39UZjfRJHX99vJW62cbJjJVywFtYkNsbx06ac0y+V2O8NR7NE5lTeTu4M2p6zOiyHtvRHeODXg5liJ8O+b9fBsUOiUb0+iFdSNHy/AdenzLDZ1bZxV439WiZ6OQw0c1DZRuYFU1fOlY2SEqIKWFxGJR5MFry0j3Pb22VZsQfwjMITYZgs2to9oOLE5GMkbg2PT2xVXvnHczmcrkzk5zR7ncXiK07PPPu2B+MR+3CoSwuwfJgxVtIbYoHN4CDv51AW8IhSV+F3jbmBL7w/MSFGrtyLzU2DNzLvQH0HMrFdNCd6q7n11Lau/lkuqVpn5rg2iMPjDw2bi790IyrV/WU0cZcRnrWgQKyecWeyjO6NRGPmX6chBWD/ols3bZfBFg1dPJbiNwGtt8SWTihek9iC3qxrdlNZbz4EPD3NDFezYKoZGLoxCn9ON//iQKiaJIyetKazuERaTqZtbtImIsCrOFGL8FqskYQR/xsplMmdZoD6R2s3u548Pdo5NcOr2bjW8EgmALN5OHxycph0omhRkYJA9GyCgh1kyx311qC/9wFJoWEPionkx0oV/WhJgMer8WxNRLTrOIWyOEiSeGqd/MIklnYG3ac1EIs0cavYTBAOUxmeGxXSMV3pzlCoXNn8PhuX9tz7xzYEFocd4CTLuu0zpqSVW2Iw1U3wOvURtSuO6qZsaPKzDHqUPP30CGhOMIW1jClSqFYQVbWKGpUkHgodvgDtnFBCSxLBnfgQsBGw9l4GyRWm+yeYOhWCZ3cnKSy8ZiyehKIJbOgMpeNru7f3h0sBeb1SiloDeD+PsYCtFPBWBIEGiIQPTPsYVGD0LhQChytuh06clGd+f0utNdvhi+q7dTYASGqwMIqyTBSLfgnqLBF2GyqkujkGp1Wu6XKG9+0SfcvbiqaTJicEwrbsfsgNoz7RJYwf71pr1VTHf+ZKwJGnrhrnr7WaX0m9JnebYtxJoe6DzaNK6AQtzwlWIRWx9RPhzFZpm9oSkChdjyB2zlAxR5mHwOnQOJsdm5HN45OD7MpHf3d5PhgNe7urwYTOwd5SBLPs7n9lLxoHtYoZLDCmcIAvGqNb43okj5womOf5JH7oMiIanBeeRf7a7SOlrN2xa7pN0apJXd99YeoZ7UY3ZCDFnXO8ju+xMA9EzclV3WpHRse/V+5Vx2UKtRKEQ97bXQvQtRR4G+Rglk+pfDM7BFj2mMDZPE2exdU6+Kb+9vJdHMGpTHPxuFNDSCiQ6oxqDzsI9cAYVFSYQ7HNIeDkfxJdaldauEKPdg/WOUQEDSzYY1w/2Ts+5gYj9/CjYwlYyEgl6Hw70YCG3vHp/mczko1ZwcxTzWEaNCqFLwkCYcEjNEKEQaXKiVjGXjeCOb8+fYQiwXYUXzoxAm8cYY9jxyfL2B4mgGcVdb1WKyZNYy1kXq1EtVn1Pk+xooetl7NErGXekD/YRNubUxZ7VanQ6zUasQOLPqIVggQR4vnOZMpBqF2xULNJImL0uIjo1z75Iq0tjZGuLXPBuFSL8ft4W4McTXxj7hkVGP5GGDGZbJI59ZmiGItQ7fiqWIQtTJ4KG8hC+SasemHKsJyEb2DnNH6ehm0L+w6FvwhXZ2tpNgCMEOHmYgVcmFJ8UCMZerkIHcEgCNQCEkvYjJjeEPn7SDtc1/SnaCcpEORzakrCdTBi3aaBbWP7Xb/fe0C7k2vVA7Y9VRScxhrf4lDvllyPr8qxsEVo9D7wn2e/gDFjKJTG7hSJQ686jell1ULQC7X57JB92yOrJ4JwUEDfNpsYyNomRfLu7izx8uoNrVs1HYfYs6ItBH2i6glYDKf3jQVTb8jsogaAU23rvDDtKrAalXENsHoWtsZgorxjD4+qWQf1iEqt8wFEqnIZlfoUI/Yp3xrIWj6dxRNpXa2Y6uL8FsykJoJ3uQz4NvzsL/paDk6gzs5uJuHZLLlEJRmIV2JGMrQaFWjUad8LYI9u/wMNCp0IN3ByiLSFKz5BDLJ16SIxvnSXWDYbvFKqdZrcOLqzY9o2Nq9Y4Sj9939YZvzjqoMsm69S5TJdmQcni0wixO9ecj5uu/skFkW/T3VRmzHk+EzyxLrevnspxxO6nNnprkzrl1osWYkVxTb3qFDaZip8q0l82FLZvZ6AYUr56PQkLfhajUAIMF6QdiGzxxRnVRlpLoyYLZKXYsivBEY3ygj8lk89EybjQYjCUhLGMwsWgUgplisYQcOkOokPeZZ73rke3U3kE2k0lHAoFV35LP51/djGVPLgr5g91MMh6NxRbNWq05kE3HAsMcoYgrEYMtBBQCxu8OLq+JBrSQ3D/W3it9GmJFmCMtPcTTL0GhJUimupwksnbV42JZAs1k3pQ7pL9fHOa6V+fNuiaeQthv7vmkLEKz1uGcfNaw3FfCY9vk/qlP3t1pinhX3PhWobszkjEafZLxzLGA1KCecgRG+2yekam3wdtX1HrfZd+ehA/2T2+gJPVyFOKVGg4GQnyP7KdQSKyVByoDkrl+gEKuyb81bxQLhDw6jcsWaYxjs/OB7UwmuZM5PEjFo+seh2vBvxpO7u3v7udOzk5yB9lkJLAw7xyR8RXmzbDX57eIYDG3XA6rxLHZ4kdQKMFkh8tA+oeg0LxKgmoGuXp4b6GnzgYlM0V8+wEISdVsaz+jF/WOa6mCT2nF1UidLo/X2vjFfY6vhEGIa4/fRGbt9inrjG/JBqvI9L0CVlcDkVPRPN7x6NJMMAL/Xie3mEJH1x8jwd073aZG527w448/fntwegk83K+AQiLIwpVUPweFxUYJ4lChMfp7thD4g4uzBimSqRaoBqe9y6FUKrWHEt9EPLTkcrndS5vJ/Vwud5zbAz+cTGzHohs+p81s6BUJFSaPc3R2YapXwOVLpQJ8k0BpDbrUFgJSMfnqkuf/EBRCs6TBtDJq9rnbSVXG8LDSHX1Ep7qBzm4it4r00k/IFJG7Bl1u55ZXwm77q3BoOvLwtGbzhMsHZ9Hj8XqcszaLedBs1PXrlWbnmNPEXEBT+XTz0MLF2W5+LYXNpWKnSTpu82d8/tReJv2S3U/dRY9MxyItXFEDHvwMW4gXZxBzAK2XfWgL+52eSZ1MINePTM1HMnvZ7OEuONyN5SXvvMPuWIykdg9z+cIZ5CLpzUW3Y2Zmemp8eEAN7AWg2Kht9knnotskZPEBZAhhpatxuaCZfeeR+XjzrhSkfxQKSe1mn3ccVSVahhadc9rHsFPV0kWTazmfgFZ1u1hqWFueHzfq5PRPOu+vZv7K3mj4oETygdxE7RFoDbAn2O1z2V1zdrNe1yu3xSH1qDW6JtY9J9n9Q9dt8alW7zM7PUCx1CcPEjA3+nJbyIAIHwwK7OMGS/hZKCTSVBDkQtoID1DINwc3po1DlmlPMHFwdnaciYU2Al6n3T4z5wuEoCp4cpY/Ojo+SKe2V61GnVqt0fQqpMCsQVoeIpnV7VvfWAVjKBUDuRBrBj9mC3nYkElxBSMezP4RcSF4ZKDw1xP2rbqD9RhwyA1UDk/N/xT9oKpL1k3pG50w0JQ8plJA+0twOLxbVKW+j/KqxlYqT64bHF7L0qBC5fBEF/tPC7nYHbu1dSHljMFzpHbvd4WXbGO8tYUMLJgXILYoJMhohulTcSGOChBWQnccQyFYLZS1IsMInafJRDYwH0ykMxloz+3GwdvOzMzOOD0r0Sz44aO9o6Pd7H5q1THrsGthkxiHL5EhwTq0IEIs77PNrSdT20uDKq0K1JaQ2ANBWsWxeGsL2TyRAGXHSLv17vwRKKwybylkKrlANmhUsHtYTEoTfsrHIauaqAIuQ9bL/2Tjt6pdzunQSapalSK2kdrA7lU8Cus/xgxi7zq5dxflVf6Y+pmtGlKTJbh0ZBPErlIlhLFO39FuHLvI/N17mNV7ti3EJypRhoyHXjhxHk0rYTNEyKxgWUiRPY+0ym9l9DGPjMQJYRAPW6qNKjRsEexq4kg0prl0LrOzm88fpOPxcMDtcDlnnN5AJJE5OjvPpeOJZGx92ecclChHJlVoIS3kweh3IJaJuEKlyekJpneTfrNKo5Fha57QAqe7g1dqIOaEhRLA1Iae4N3EMtZPAdBCyw/+SmDgsVgDDxtfkCPXiO2jw5YR/fCS16xWmPolbJkWHTlXqBLBfzaGiEdn9fBkCn1v92eYNXKHktWllyD6lkktBb3gZplB3f0p+/nV8eg8/dR8IN0DnBq+ZyvstWl2X5cKk7ED+TfHJpNxQDh6/fYlKIRZSzQ7Do08nCOKd0pwGnWRrYpVBStuAkA0Lmwyk0AmVBmpPcDcV5vs3mAMYkFIibe3Ar4Fj8fhWImEIztZiAXPzvLZaDAAulB9UomEIzGNyAAfTBgdQOUVWL7I4UmMK6FoJhN26Hk8mbgsLyn1y1gUATADlw3DKSV0BjQBAIQvYCWiNVEll7wAhUUAkJtaqkhUUOumivVw+nTafotRxOPJjVqjVaSW3Cq7PIkYMphBir4XUVlr5FauTA2sKYpWK/2zi4efRqF2RUKqM0Vim9agdy9YGupKAgcfX3ndrjlP4OxFKGSingkaGSJkEIoDwLgkAsFevps+LuWtEDlyKQrhEjpLbrTOr8d2ksmdSDCwvuh2Qqy7vBXePjw53DvKA4/6NJdcd9vHYfqf3gPKSVz9gBjMHKAQdflQAZonkOi9G/H99LIJpkM5YmEp8sr+jK/V+XNRiIGrW9v1kPBHNn6GiAeOzSoAYZdejpMPG1RG9qAK7i+5c0DbTvoz0+Vq99knlBWhm9xMYnj2E33WVWegjKimXE19f8CtrWqx5y9fhEI23jvBeKv4DBvWVMb/jAu/PGYFK6AQzJnA4FgOJzOpneh6YGF2wjoDVcE1EACHdLhwvJ8Fukwmue4c6ZXA0Dw0OBiMbq5WJ8RQiEcB4F4hNlQNz27uprx6qYjFkkkeM4b4QDTaO/sn2kIcOKJhNbW76daBVjdROEr5hBfF6p9zKH2SNs2t3jTF0Ccfwy6tbqd0qh6u8Pmct3zWa5pWTz8hctjkCJBqh48ylhrtuMFbFmro16N/OxpSaie28oUXoRAm5GBiCHXhcOThdJmiMAdCIR4RPhwoJsximUcGFrRgYjOZTgNXOuD1uOx218paOLF7tA8UGWCvbnidroV5mwlyQlhwAtkMDyTihPo+HIW4KDsUqEUSiVhiXEwnvQaths8UE4tmH1rEYnT456OwSWru40s5EpVENKBli1Vqjap/fkmuNLI+ixPdJBFT1KLbaiKZBfV5fB0KuUkzo/uMsPJZmHt4UWso94kJQZ7f1cYMnq82dRm0Exjr+vYYI5Hv886Z4Lv/3OzdwDTAs7MTqHKgZTmYW0YHd8KEIhvO38d5Kw99cQVbCBKZDKMnnIgH5z0r6wG/fyuV3d3b39tNZ5Mhv8NikMM+CRUP3LYA9sKLRPAb4LCl/QQK0TJcaFGzBUjcXdLvTSWXTDqNEFs0W/kI8a7Jn++Rm9RmBolc162zjDqTkUmjZVjLbJFbmbUsg+QzWM7NQlZrb28J1sjcCbVpECxrdZdEoMKEXP+c82kUakJrC46ThJgsmrRtllfpB0P2/HcXO6nv/n1xVHhJBw8WyqF9NDDDBKEhpvSBrB6ORUICBANAxcWhOEhLshMa9JalQ7NLweWlQCwFbjm1u3dwsJuK+hfnxo1i0NBE+TeEoSxMORsMH1BtZHqtALOF+HYJJksglUtEsn53Irk6qlXLIMd9DIUSBToSVFCERQFl2Qla3/3HZCfIH8utBIe6jjMTcFnwWc8akbEZMgzVJ3Vb2xQ8qkZZNpDSbLQqDO2kJo5WzZEYtM+YYH4eaj+NQvFK+ji27VJqrP5MpnyodXC1QxE8Lpyf5DYTqILzfFsIWSSwUzFNN0wUFQn1Ypq9xZXbuBAIIjmDScTFKIsHuU9ULwS8Eh4b4KoYsbtXt+IZyERymQQUZMK+gH9Er4XoDso4UPnByNIQEsJcPE/IZgvUOgXUYfAkHS3n5otlsGJAbvQkkhuTKnmvWERMI+MlF9wq4r5YqlTIYUJPDJvjy8gMMBmKs2/gK5e3/r5CjoxAOEGAsJFrdE6xjHrcrLVq1VWkNpUGTc89fsgUnaJVo73nddv0WopYIu1TCjgtPf1ftLbxefjDr+qKFxRCelvD49+4fXDOa+8RmMedmxmk4l1y+qLmhtoOqWlY3z2ZgkHVZ6MQtjGiLYfAw4cNnVQQ+4D6HxrKQ5qBBJ0ev+1greB+ArkFUFdk8WOFFTHMYxYXk/AlECY5gLS/u7e7m8tlwqurS94xtW1GKwT0Efhloa10tyVovlynFcNGnFtVLhBjgCNVmf07qfCsQqwV8KUwkSwFif4S6gyeHIsBglDnxq/Ani47xZ2gX7dSQ6rm21BCi2wiD8ZmlKSuASkeDdJA3ppUz+9nPrVqqVXb26VRPQj9mNY+hcsM82D1QBz408ixPaHrTCoRXp2fm5uxmM0GOYdKuRfZNsr0wOatZU1F10uJalBt9xSuPEZ2Zwe1WxE7hB/On4BCFBwiot+TKASSlXbcE9492k2nEpEl27BpoF/Bscxo0c4IQqGhDIUcrlSrAYjeoZAvlsARS02e7dS2q1cERWsJAmERhUS1GotWBWJkAwX4FX8WCqsZZgKELUKJxAIarqROgwLXiOtWwQ2r7tFyHg0OYVuxqKv3viVEl1rtUOPityB8sweelZ+Qq77Ykzco3Gvh1P7Bxc1J/giCp2TAMuFze+amLAadrlfIoOD6jPWC6VBqtWSSi9xhDqaOr3/66XRjMZBIHV2dLw51/vEoBBIpOFI2TwgUKtwno0GSe7ZQBGvdeXLDhA8aI4Hp0T4ZlKCBBm1xaXnY/kT8ulJbyOKINWpowd2hENbjoCPud0VTSXcvV6mUlKKQMHY4FmEUBZw5ccUDUwjTaw/Oyz1yFX0M7x+Q25SyTv0kGncjs8w8DAC1LMwqtopoj1nD1l5xA0v5EGQUvd4yKzbjEWG7+laF6UvcbYtuwjSByUN86WmxBwRai2Xc4Z/Tm1O7+VwqFg6FY4lU2DMHNBObazsTkFXfvWut1L+773evRfdAyf3tL7+8j2/vZnx/PAqhRwfdPa5IKpeKoGdXGYVCIdo6IRQNBpOROS2HBsUYLlckMDu1aHQY15UrQyEEmkK1EpBUgkKsHSKUm9zR1I5LB1EiZgmLthBCAHTwh2BBFT4iiq74c1BIppr7MfNA7tBKGxiDuP5HDdOI46aZi21vr219xJi1KqQUaufDJ5sHRlVut0E8hL8fb+CLrRpcRfFkV3c9n0yOKkC0fthTMjxaR+np4faZRqb3fjrbAT5e+uBgS1baWyRLwkkLpca0IBpxuByp//xPdNzYZYn9KSgEgUKWQAwcl0dtIWxJEUoFUt5AMBXz6EG8RSRhM4Ucg1XFRoqWuDEstYUcBkOgUoCrL0EhZuXAsfsT8CbjfSLY2lSCQhHmfiVy7EBiAnQbPFOpAMM/whZSjH3Y/ailaqU1LeriQkwydwSv/rZ0P1UwbJZLW7mch6+olkwqzDa5WSUwYmko0/icynXz0Lhi9hNF6EesJGtq3Mi7F0aQ2wNnWnJDW1tPr7Kcm9HhjUEy0uTYUfW5JsxrVwmVZYFEpr0EhZhcwiezE7Q/tovSDa1e6Hfc2UKBUATFnmJ2AjmpSAybTgZWY1G/kUllgFoNTcDWmJUsTE0YKwBBLQhpAuM5D53OU8ohbcZQWBxogpRcZJzZTCc3V302JZMjhnZz0RaKcPcMj8CRYdkJ4BBv4/3x2Ul1p1aOgbCmR8sjN8i0d1w7LrbKEJhfGMaq2qgVZkBbQWOBwa0A006jXmMVkljDIp0RGcqG3udoOoht3IHPkNqsCESqze/z2MwqWmtDQ31dQ2u3qH868ipWOb41pobhTZpcOefYxLRn2W02byLW27NRyOfSwESh8V7oniAxXrBU2L4QLEfGdi3hvRNEO+zsQEBC6hu4R8bZVGjFMqHbBi9jMUHTXA9sfa+2E1TU4VUCpmRIywTOYnG+D5+XIhZw09nqXlBsRWtjEXsHsbbR3Ip8dC6cjCwFQ/MjIibEopAIS7BKjQD3yNiIC1cEtrBYoin2UQgGDQoZy8qMGOeM98K4EPJbPFrvFoLrpGpKDE8tQ3bn1BpZauHDyLBVraQwaBX41y19Rsm0qRaWb1p6zTLkjHnGz+rBlAKqrmd2jmt8jj/G3qVeuRCKJHbi4WBw2RfciCbzP/x0vIxnXfdOo/f1CDzUaI8MLfhcDsc0cA+RivazUSjkUUtVhGm4MjBRP8YEUnELhq/k7iqVySQqOfAUTD8V29GIndhDG3DB6aWwWO10AGo3fUDP7mYBCAntaWy7N642zaMxNH0C4DKyIGpEFSKg57D4LIZ60rsVDTiDm0vzRqBo8YD4L8EcLCEHB5RDKHtjm9LQtP39g0aU+feoYCAIwX3plm6JE6PX1VE5baS69p4y79ckVhQB1iAaxLOVsoNAyEH7xe6fOtmQdGwMKcO1D4/wB9EwVAP70+N7996mSed3W8xfDF7iXeqYsNi0Se3J/+9vv/7y87tcMhQ8OzU7feYKHp4TP3MKq0g1owfBPrGuv1/N0zrRFqhno5DPRUOft4dQBsZMIRroJJg2QLDB28wVUIhPP+ESloiZ09XJYGhdS4sLJhqL1UkDV0ul9mr5bB6mcnR7unEUcnoYGr0I1F4RCsEew3g9NE84DI0jGI+vLYQCS2uTAlQch6IMnhfjlUIhOGIu7LaDPLgMbEQ5G9EOy+vYUML+CigUBZBYS2M3tamawqG3lrNfWuUKzA03dLKUFcbqEAj5ogogrOJaFH3TsM8RDm1MLxlFQ8wszRdSa6q6x+amrUT9vIIBe/qhWvGkCH0gefDt97mrd/bWalKVIW5p7F+20R5cadx3a6dVHW3DRz8Udla9Xm/wMNULf/Nno5ALOxvKpD4wZWBEJ0StEqQIU+R64W3mYtvk9p/gwdH0E5H+AtK6OthMrScUCduFDBbQcqg9nZ1inRJSmuIEM87iwVHIptI1AxIYXAEUYgu+URkdJjwHvIlsIhSKr/gSc0o0cAzrjfGBTzx6xAixwL1B2UmpIQR6DTaQAowIUVlygqNQ8EKPTJLaOkhN7J5aUi2N/8BZdWh5yBq2y/kVqiXNcgWFJ67EwKYMmQT2Ebw5RhZYxfJeeBequiRpvcXBExXBKr7DadYN6D/tkqvwGmDpqWaO67EHKY6Mu3v8yIXai/UWKFP3jI+Uivyj11TNnvTVia12f/rN33/5DZ1f/30THqHXPBuFLBY070oOrgyM6Xlg+xiLquUE2eYhCqEjgqafiIF0bOc7l2MIAK/Gp0UiOLQu0Njk6PUSKNvgtG3iEG/VRdMaZGilN3BckfAH2okMdRpLIHOQiKSOEuG9kEWnkEABkYgH8T4eDMlD3w6aKneBId7ZwwkOAiEwIspmQ78SCps1usbOpzt0pAZKBYPXqhBT+OJK9ZumXj19eKIoHl0rNnXxIRqrEz5k4jdr7TM2xWOjBFUtDOmQ3X5PKuKBIWsSmkZGzHpKWcTQacI36FCnNyyNpNaZHQN6uscNZR+u9f72ntbAAUCdGv7h499/+R0/v/77Y37Z+WwUYktISg6uDIztace3CxefxwkOD0wh2rmJuP440w9znWCNxsKp1G7YBLpIsPqGBjmK1qTlsGGfE/4uJW9F7+zRGBU4ClGHDwg1fCZPapyPptKp9H4uG82k/DZTrwgoDnheTEwfQ8VGJlegHLmsOM0DVhgcUGyDXnSpMfxKKIR929qSIWNy8yfHS3AYNCuU7RxxpYJytXBEoLUqb3OWZq1BOiElk1j6+yFelzObjibWPGPlanVf5H1bVWNO94xzNbJSypggyx29zGqwhFa/BsGvxRaG8WISWbJgah4w3becwm2UEDO2/xfQ94+by+sPPwEYf/3u9PTZKESruMtQiLGrEK6Kmx0I0OBLZx/KpKNNdhD149Ea9NQkCpVM4YhF1pPblh6mCLY0wbowhgT2qgmZFaJKWme3xqgCDSSEQrTvXSgTsbjKyc3Y8uJ2Nu7zTC8mYj67QSqQK1G3GJCHHbEIBkZVQGaQQrxY4pJ5eJEbIAqC7TDHjMwjUchB2cqLPTIMvQ/c+byqFo2hOEH+JBjqWKJ2Jq8iYqlDSpG9v0TPpseilY93k1oUZSToVr0zcuTn1DMnNhJb8ybqU53qx75KVYd+et6pBoPcOJiOE21ILA6gDQ8ZpYye3jHC7vV4/OgbVclt2t4H+U5/Ak0kK/O//PbfK79JpjV7Dn/67fd/Xy+/HIVItx/sIAzeQT6Bb98GvhRSusQtV1Ge6HanNrY3G40YYWva8QkQyBrg9ks1rk3XuC8yDfLpEDaCijqLqx3pFxZXfZfCGX4DcqMOOP5gUZElBQ11IUydeJIhpyuyPadVSIaWt6Mrs0alSqVQqFRq+H/on3KAo1KtgkYOEpTDshYcclJkH6GyDf4a1LCxAjjqB0qRODZ8w5fGhWU3uIGtHhiSfEaZuK6L2lYxMYFm34CeNjxe5n1Z46rekTYSt5TS0DaRvvkwjVmlOpE3GVuwY/IPX3JqGZbN40NsTSTgjhlIyMuupuq1esFtxEC1W1spDFavSfdAXoJsTSKEmm5++dcZ0XHpif7n919/jD4bhbceGdJcJNsvkkshpcAdL2xQQpQrLJgjpn0JYGJPoxUSoGuOmmjATMWavzgexDqnb1hh35xXcGQwCocOSzBgFN4B+M6xc7g0kdEkAR0R9C5Ie4sjUA85w+kV91oqYpXzgKOzkUyF3SMDOoCfUqPRqOSgxa5WoaOUwdQRoUeDp8R8UKUDZEJkCFk1LmADfRaZolfbqwTW4tdFodg33kK3fHoZTquI2SZUV0RNk6qfqrPKy1KKeo1NadLWdynvrqjSxyJ7wdsScmufJ7zmHWF+SRrdavJHdja8nkkefpU0GWmrayqNDsvaPiy7WSWT6SoIeLbMR8EQVzv/9393+4ctg73sTqbWmfvnb/+TfDkKgaAKMSFTKJWwipkwYl8hjh6hwYBuchkK8Z0jOApxW4g7ZvHAnH9i0B326flSYtEii6kwaMQVqLI8Hk1gNPfyURmQiynAcWVDnlBsy+Nej69be6UKvcURSGUiczZzn1woVPT2KmRSuVKJ+eUKKISEBQ00l6IQHpEDI1+OvPfXtIU1wzFTq8j+Sa2jJkV/j1BTsSVHZhjofHPfPe5Cq97EMwibZHfGiuLw+1JlvCpprHAQGL2fvj5uGxtGU4u8+tp2w0ZQ1k4H8FWZskumsQoq6fh7kHkWtDK8whGtIeW4luAvl3pSh8Xjsg4O283q9C8/fQVbiEaeYCCULxGzoM5X5B0A7MrKbqUoRKkKmDrww1BoxqMvvEwiNsz5pqwL4eCgUEzU7/gsgX6A0DIszXBYAh6NPzAxwGODJeXjKFRMridjS86FSMw/ppZI5SqteTmTDftcFp2Ir9Cq5dC5A7eLjuKBLQQFL0TxkpSgUAzeWapUK4CCKJV8TRRSh8wmjt79KRH/JlEvnSmp3Bdu7+W1a0cf8LzatGqxhdl9x2JRe2yx2RJEVAvmVt225fR8pXIOqbbMxOGXCUIBWb/BNKHTBkNmax9Ys3b/ZTAY/HRh5z4QR1Moc+Hs/WcHRYz1NLmaDWpP5o//2nu5LUR9DWhccEUiNqOolw/B4RMohKo2BI1Iaw7pJhB8P2wOZMDhNOomAxsWyF8JCoyAp+0XPcyxUYGapzYPClmoFwdEMTCIiqlQLGg3utPpRZOmVwV+VGgJZTM7IY9FKwOpBqkIMhM8X5Y/RCEyyvCCEhSC7pdQDLmNFMiw8q+JQqVVbqGZiB01j1qhJpGazhdVbmk0afraZQbNw0XGVLNRP9zNvHXJxqXJaEkJhsxeWgJWadNE6uEesKpO3cTU8Ki2EfovWojL8VCvevJkzTU/O7sWdpk2IzMbYGarDYe7iUx5cPgZcWaNM4OyLP31f/OKuuJfi9xqu/lH7uUohJ4HtQfkLmEsiQX8BHQgQcG4/iibILpkpbYQKQTDpkXYpggoxOuF+HSAaMTt0LLU7vUxCM7wWrNIzFcOSIvruO+sIQttYhT0m2VMtAsPR6FmLrzuNCnsoWXrgEYlA3Ry1PZgcjcVcg5plOgBIRrSQ0f2AIWokwL5SBkKIX0RyeRAnJXJlV8ThSqncYht+QQTsIHfS+OqK1vCasFgF3+kH68Xl50q5axYLaPeTkGZgq4N8KLkWpwi0THtoZJqWhpbPZH7uXJzrzeevc4dpUaMs4Hjo40Vq6yL1MC3pd8cOMBwtk7uhqbifpenqZXC2/nXuw3aZwAPf0lVM0etN1scqXX0byPv//l2uV9V11pPqmqgyq3Zb/9x/HIUwkZrag+bz4aJITZB3YLsBFlFrMpcITtBsiD0HlBZQijEgYWLnvPMfu+wVOUIWGCqBJ5Duq98Psz08Ct1XmB9p3JMzZLxID1H78UzgfrmkLLfs+boU0mBAMsTySWyIe92Muaz6uVSKSQkUJrGsiEchYRAA5adILPMF4ITBsEGIjtB+iICCcSEqLbzNVFIt5i0w7qniYANPFU3T/eI2+vQCzoGjH2VAssGjVnYb5AWL+xf9y5V1bRyqQ3VdVWkauMyt4pu0g8Y/Znbi6ubUGjQMbl9EImcx/dfZw9yiYvC7slRdoFrnE7kd5cGuRDoNYzuLzviMwG9QqIPFjZ7PifBIddTe8ecvtDuydmr8+vLUfgcsv2Hv50H/W6TZ8Joc25lj99++OfZC1GI7VOEATjYrQmlY7CI2EZrrJGMDShjY0no8IBnjWb2MGAiDRtAIQyNoPVzd3PMdKMvOGc2ewPD3VQO/loagNs4LEYu+XZdHgZJFiwi4yoseqh9M+DNYWO3fCqWcKqlU4ndxQG0S4fFkwDWJEOgQ7zptRr1OiWbScxDYSYP6+gVOWFIVhiVOgUIpwiMYBahoYxFrOCnpbKvicIaCkVofnrus0HQx+iSPTLY2aqRNsqN0iJFsdwodY0NSSYGi6ow0vW4o5EimBBXtTOqSN2uaTLT6TJ7wgfn45ghrWqTD047jUyyNBKxjq7Ew2fXe/EgKLPsXCQOX20sK3j93iW3BVVY6u2ZqeVEJKjQOOc3QFzmU6eaohjzJ0F84e2rXDrmd2/F0U+jxvmvf58szrncuejKydn1m8tvvvl74UUohMoMKFkTqvmwCgKblAP84dVsOjJ0xYgOJ0XjitYMbGqKyefCctqyBgx9wBcLLfmjwRE2IcTO5AgFPSbQg4a2zK1gNoFCQJlq0KSAzJyP2s6CkcVYwCzVejKQwqGsGkkGQyVcbXGtRGMgAGsdkbAlcuSWAYsYpwY/ZcwaDh+mSfliVE0s5+J8TRTCzWh5moxaxx3g0St2TBAcpPomjkFteKT7wrXJGM5ZIvVpsx9420RqE5/MUJDIpiC1ddzF7Jvxh8J2oOLUskZnna7FWHzNMemwyEXaxNlJ3DFqnNT7M4e+4FFuA4DTavZPmVBtkxnedp7vxaRq08Qm6MU/eWo6tTPR48LVWco/pReib1plCSDct638/I8Dv3tEsmSRB9aSub0PNz9/8yIU4kuuH0MhE219LfIYcBQWnTSGQpjZu+XUEC1i/UI0CgS1kMsE+h6YDQWGC31othc6zmALy8QeoGXNl+hMJjXwtHqoAo1lMbJh18hM/nTCMyxGg58CiRqqM70mqyuY2FkD2ZtBSI6lOMmwlFODU24I4g3GCYe0GxrLZVycr4zCp+9hHb2X2aV9pJJTxdB3NauMA3gD9+EhCyZk40GUjqLTOrdJkRsNvfCLb24a95NlLjHf4gmK2lQWrsbq9Dn5NVVdgyvp+NaGd95oPk7Z25vJ1Uy9dS+5mzg8QXz9pvGg1VQNfRP3gXMvFzYKhLLI2pN/gSaFM5a7LGR8BsZtdkVxYFo8vN1f/mcXyhYaj5E75YoepG7+9u/vX4RCpEoN4MIzkge2kCXgs6GgTWwSw1CIR4G4iDroqiPrWRbx6b3h8NpmaDM4A+N12IE8lz3s0MGgKRsWkOEBHHYJRqMRqA0jpl4hEBH7ppaTmcCgUGLypbamjNCoQzEdNEp0I5Mz7kA8FbBa52eMKkg0pDB1h1wu1CjxwLCUaQ0UHFSwAY+Orai44+L8mSisY6l72kWPsQs6jZI6Fl86+OhankatWWi/dZm6zRE+W2QYZVEU4qER2APZIbJGdEKrNxL0Lg8TDeoq6kR0L56NuS6DxMdKN8Kp/PkbL2oGU+1uPZXcJrfH3d7jsIHKp689gcKqriHf3vlJzCkF5N6d3gAWJahP//Mxu+WfG3ToNS4HiEVf/u2/f3sJCoF9j8wdjqMKKORjKMR7wLgtJBJiHIWot3LLqcGeYSEUboTW3W6vHaaJ0ZEKJQKTXQsz6kDcwrWLcRSiGJPFU2kNo8MaIeQ1S9G9vVUjX2p0Rhf1vX1q8KnALFQMOldDsZ3U3t7ahGVp1Tnaq1IrkYwIxqmB+K9IciCINygoBCAiJizKVTCziTO1/0QU1tC0vB75Y/PtTdqBui45p/cJMZBW7Yh1upiftE4kA0YGS8XjwtiwiKSxsQyOTe7szoc3cUQEuz0NqsDl20xuVaIfMfdRSDVN/emjwtWbnBxINHqvZpAhsllDy7NXMUMnt8vje9QWtg5snZ1ELbCXtOyQJ2LYNzLd/Hyd3phfBgXUqUVTIBu/+Mcv/3wJCoGXBQ0Swpg9RCGEf2jRa6ktLGYDCIV09BwHcU1vD1O/FIuubW05rMGwGeQ74IBqv3TArIIsmAe4wNosGApZKCPh8GRytck8qJNonaF4JuM3irS29V2/SqLSalG/TmpaTIHmXG7/YC/qdm7GtzyjfdpeKCSi7rAIWtfYJBRBucEKieCOYUwZ/peHjzffnj8PhXU0FZOieIwxXc0baGuVi2WYgOFjp2tm1a4v2sqO+cKh366m9ujM0HbutYmnHdPahc03IEjf331nrlp77fFv3qc8k9OeQGQRCBFsZ+Qsf3ExZ2aTxF7HtEWsG4vHZt9tG5oovKXHspMqzmIuv6l9OJzQaA9gZFjbjz++zgZBjmhGvuAypHKpq19++fFFKISB3tuF6g9RiJRjbhW7MFsIBg0/iAWLFL8Y3NsGC3qKbYDsZN7hD/mjKWcv5g+lPJVSOyAF3hfstMN8J4FCIQIK1LYVWqPFMjK1kYZpeo8eKAyZ42WNXGo0DxoNpgFH8gz2oWR2kqmdSCiRSmw6hga0SqkYeihQgZEqlHCgsXd3EJ+GL4GOshCEG8B9y4H7oFSp1b1/GgrrmKCfxHp00wRFzazjKxnaJ1tw1XrXoJVAApnl9HmD6bBDSxNYJ0mcKc+q3cxxpWMNCpfHMalsRuCo7up3Lq+FD09Dk11kUoslHZFVVbWOH+ULr+NJF6nNmXRapRJbJm5/n9RDDy9Wqsxa8lto0m+fbqkqVdppU5jCf7P/vz+eHWwlZ5ddfdBhyO4d3Pzyy7fPRyEkoWA1oHuGG0NEocF2dBMcflSlwR7AnwYUom3ZUB6BgjbavU2kpwSzC94KeNFCsy+yZtWZN+OpTMgiAUMrkApkap0WzS/x2Fxs7B0TowbdLqzZAoQwSNnMsyuJw6O9uF2ptq7FYgvGfpPDO+90eb1QqSqcH6XiqeTewe7BQSYV8tpMOgWwvIA/g3WVUXcOvRVoY+P8LxlAG6mGoDFSMKk6vX7ANGoZ/7NQWENVstr4j9JtWuQCMlXeLX7YNSmzi2yLHU0YoFMzeTCtkesWU9sLZrurqla9Hgl761TZGDzXMRnw2IycVo55PhhecS0n53A/XqVKw8qwavNePHf5zRsvqcqed47wZZZowP4+yq3lrYYq/0o67Pt7I2UYrKMplCxUIJfYsL8TL/E/3786XstMBn2m+KxhO55798vvL/DIgARYTScRFtVnMLDh1ecKnFa0XIeHMAu14QrTvgyoyPDE2unFzaBZAayEaHbXoxOwaVypSKzRq1HpjsPCUVgkQnN4KJMVinh8qWEuFNs9zIQm9UOu8IbPP2MHDdhIOJ492E3Ej85yu6nd2H4+f3Z+fHZ6EJ4bVYIphNgQAyGQsfEmDdg9BEOlSszDtL9A1kulNw2arbaZeT9sHfh/nnWecJsVn6qi8Lsoctpjl9VJ9A2tcg6z71Mqc/W9xcnO+vGEN5mwykS2RC6XBK2ONuvJQd9cIYF9BjKILs9KcMMT2Nt2jvViiAHbaMqt1JFo8/lX+febMLdlzlrEVIZly2o/9wutW8FHSpXek3C5wGud2jU+NqWH6EFuwzqC+ty7D+8LawnTpn84F3DsJa9//P33vz/fFqIqrxBi9zIUwqgmnAqk1E+hEPopXJnZ6wv4jGoZW24Ppzem+kRA4xcpdDopWhOG8IvTbzCfjvZ6Am9HLOWxRGZfcD25E1yYn3MspWL+9UBwzR+IwqqofHrZlznN7WVSy4njk1eXkPRdHiccKlhJUYJCPDPBYkS5TNUrFYpVvb29fUbTqHXWtbQeiiazB0d/DgqrWjnUZv6jiUcVy0iv5Skpik/qFDaqdQSSa+Xu5e29k7DJZEuep4PjA0PeRDz++n2WGG+uanec7rg2t0OeAWFLdx8X7wo2ObNyUnX/Qf70wgG/CVNYQukZDgX1K4WT6N6mrGLjhOo/9d1r9lDDhTl7YguCA7YT+1mMvH518cP5RkifDQ4cbQcO9z4CCr97CQqBKQ2WqazWUlwuVlZ/wT3yk7YQVvD0MKT2tWDIr1coGN0q22p8bXpAIuAI1bDaCmlWAwsMJz/joSWEpDBJzxfJFWqjM+j3xeO+5URyxZ9NheKxeCIY2AYFxKOEL3B0ngOT6NrKnV5d7e0VLgo5vx7IrncohCkUNCyPnDIkNFq9VtPXbzSZbU7vSjieOoTdKvnzVxd/CgoRCDslj7NVKHo5qVNJFeEqD08divauTV1FlUhDexvZg20b27G+GIxYh/by2zH3pLYDQ1P/bjRyuDbEpvbKujt7sdy8rtO4vVxVO7Kbzd9cjUDFeZ1nCx/Ee81X37+Nj1Yul7cvXK3ef4bqf3t1duUHFDZat1D9c7KwHv7pZnet/zCozabAQ/3r77/9/oK4EG0KgWiumCPjuMMRUkG/9RMo5PNBj0E1Fw7FgzqokAh4yvGtbd+4lssSa7QyNJOCUHjXb+OiHjGTDqJcvSa7ewU4mIlMOHGaDy2lsjuZ7Xg6HEjkYDVPKrB+kD84Okg4NnKnl292k8cn56cbRhUirhY9Mm4FZcDiUqh6NfrBYbN1xuWBPeB7x+eFwuXr/HHh+ubd10BhXevTQ79VbTwqRYMNVlY8TXJlVYtKQlF9WqUQk6IrOWxXMB51ATO7iQ6bHk251Ko3nAzMjvIbSHXWA4dQMu5zKVpVhjYqbMYFLbE+wzZMKnFWC+/PYxJYI3uUyO/NS2TRjwXLI8FA3fgFRqUuP+1DDse8HOXzXJ9PVNVgu8isXZ7v7fgKm2OwQO44969vf/z9h5fYQnx1U1kQiOsclDnpYnbypC0UAA9CORaIBKIBHdD9FQKOYjoYdI2IOdJeBUYfRCgsYc1yeRIRnak09ffbA+vBoHsufpQ9OMsFvYndnWQ4lgn7Ivt7+8fZwGLi4Oj4KO2J5I7P3+ZSaI93ZBASkzsUSvCJFFWvVm80DU863L7NeDp7mH91ffPh/fWrk6Pc2eXbmxejsEE4vuiflD0pRsPvaZVxHy3B1ECRpkZipIg+g1QlsNzLH5r1k5xbC2o6TvlD26uriYhnSqsJLqCP7Jhd1zSDMl0vUrTrlnOi+V4Sfw0CQz+VMld4+3Z7RDPs8gSXH4tIebuvKndzavCSEVkQ2DBKnGc/voqsbkY3DpdXzg+OD48/nLx9IQrxLkiJ90WNZIjZHrOF0DZD+9krZCfgZyVmX2LLHVjok4tgiI9BVbk21udNgBARjKhgEltE2xfvoLDFMoHKMm8fdYWDSz6XMwpLoXYTfkBheGMzkU4EwrBKPpMMLu8cn5zk9oI7uSPY9JLay+7ltifkUshKxPDeaNREplRDGKgzjZgnpma8wWjq4LTw6uL11c3Nzbff3hTyhwdHsHHqxSiUpd6cb7vHlcLHFQZbqa2CR3jK6D526bmkDhA0039qYSi8Vml7Cu5CXySVDAZTYW80uRjbx0PIDtcKtdvIZsIen0YWk791ZCYJE6fB9Jvw7Hpo1jEDq7Z0zaPuR+x0g/Pd+tNxApk1H4kcvLsIwAbHiZmAM3ycyMENi/7w+wt6J6g0g8gztyiEAiCMzXHRZruS6WEiU4GKDVp/jBZgEzVD4h+49YRMQzm9sRNwLC8a1SrYacfqFph9sah3FIJCqMgg8gF0T/B6NbZtmy1W9k0sbC2Mz2yuuhdcjghUakKh5YVYJhQIJ5PpWCwLMIyHI9kzkE/ej2eOj/MXuUQqkz1KOXXggUVCKFeDahJEgkaz2TI775lfXItl9g/zhavLy+s3b9+/f/fh3QVsoErEIpHIS1FIHjuL2ESUVu2wWkB5xOeSm/msxwlTzSoZuUnEb5J8Ys8IBhPF2GNuHXu8QRuMRXeiq9sJt/vqnHDw9PmZBuVIPU8ES1nohtiBldQymjh9882NC82pNPZAFEmdmXjkfXkHaNHx06dx9Oy7QsLjHBwNv8rMTlqtvt1ov+fdS3JkUCEvy0EwHQ9ohoC9I5bBl0gpFF/JEUqE94Q58JRDINC6NyPu6bWAAcgsqBojVE2up1IeA5cnhyE4bBEYVnuEqiOa8OPwZSbXZtQ3MRXa9C27HSFQE/WubSzHYXnjdgoK1LEM6MImotEU7Ko4Otjdz5+ewmbHXTCJ+149jJ3KpVCLhhVMRovV6V9dT8KLk3sQNZ4Wrq7OC9dvrm+uz0+PdkJrwcBaeDv5UhS2TdopGmMfv61VaeyT9FRXul+t4icsYaNY0VDD723iqCpee+/9JEgb65FTR6W3VJPZ3p1EIu5zr78+Bdta09xAqhqJylj9TVx9o0DdPRrLDZIkgdj+2U36bhpaFyiRZS17+9Fvjz8129einY/vpg9yXveU7zhkmpkeHg2l3Tsf/vv8eiFMahKBGtEdxnaCEigsVVIofRX4VlB0xc0fkevi7TugMw/711Yslq2NfhDpQFIxElhpt5XZmNIgZRlIksESEvvAMRTCHnmTayPktsyGQQR7bjqY2vZ71sNb6WwsFImFw5trMZAmXguuRVLpzN7BHuzzPjnN507yEOkETSqdYUBvHBmfdjjnlzeimf2jwuX5ce704jR/+vr64hh2LwMqI9FoKAiY3js+LbwUhfIZiPqbRHqFiNosMg5rKuSZLVLB4z6tiqVrA5/MoBqRONInj/BuF3H5a8mUPvPYtMOqsywFstf58NrS7jmtQdyv6aeS6KuLMDlFV1M1Wq4ynGORxFuJ4Nn/pm7tM3k8/Eg8UeP+Z/xxM05Ra7Ry/dJOOhHaPYj4nFaH1+NdD/uXvN7NN//+xz+enZ2A8mA5MQ/tR+5hYraw1EaWLeQEmgrajI2ViQnPjBOqhHK9Y3PRphqKRsxygCrUktV60wRIJy9aVFzUpMENJCrR4LaQSeOZ3BsbToszFPR6Xa5wJr7iDWxsbIf93oUFj3Pa4Q0EVlaQHUukIUveO8yfnuRPLs4AaXGHxQZytw73MpRiDmC3WeHi1Zu3l+fnF29PD/b29tKRzUgsEgpFAH9nhdfXNzdvrl6IwgYj3nmtZRn7pAqdbfHhmu4WubiCNlwRQx0wb9fSq6yTVqD5V8DkIx65jjPkTfkHTAvxvYvDRXcsl45s5N/0see9bhBUrbbFutT9FBFdpusRbW3UV/GCZ4WLG9RlwU/9uPcR/FOi/0C6C5VP+9SG3Rk6Ske2UoULbxPF5PL4fM4FD+wa3v3Xb7/859dno5ALZeYyYh4aJgGqF0JhufkreRViTRV1Y3BQ8XBtS7F+KhhzDSgmQhsTvUCGgWjNZNT2WVwbm16LGhtOVwCLH3srHIWsHvgPurXhnFyKbvoWloI7qS2va87ldDusEHBYJ22OhfWtaBwKzrBUHtY4HuUKrwunhcuzfG435vUEo4lkevcIHrh5/+bizc2bt28uTnJHud14aG1jfT0E/hwW751fvfvmm+8+fnvz+uyFKOSMF+t3tUzL3LTeUh63NUPM1SF4IqFoVGhrqoXGZqrq85RFKqKwSeXwepedCnZ7jWA9525t5m6kRkyxc4/WObJ7tkIiDUYNfaK6rq4OkTYQUZDq7GcHhVTYf4stut3wCNCU5z9vPIpCWSplnr94vxLLB9fPF8Ca1ssBk/sBt3Vk8++//vrL81EILpWY28BJeuBDkRQmhkK8sEcQaEpfBbMfApj5wBVhcBRKsZaFZtIfj81oLb6gf9ooF4kUerN9UCzQDi3EUqG5KaMcVlWA2htOB0QoZHPpXMtydMs5E0pvbyz7Apu+mbHRocHhUUh1bWDmfMHIDnji3Onrm+tXrwonJ2dXN69PT/NQKo1EApG9s8vrtzfQTXr3/sP1+cXVq0L+IBXZCG4EIbfJQlpdePPu5vrq5ptvv/3+4835YeZlKKzST98VYBgjnHvZQ5OIW//kXGgtF1x4q5TTov6MKg1Cg9b+ABM1bOvGYXSYW9fdCwXH5pldu0rI2Qx3dQaTcqvnIAqZsjZgUVNIVZ3G5d3sRHVb/1Y+EgyGZ27fqs/7GIli6JtfUo+VmBrHTk6Sl7/8eLzVVzv7Zs3YyDUtHO3uBiGOrDEW/ve/P1w/2xZia11LDybHgMT7gfxS2uMofZVMBjxmGDLHzB+ubYkJaMmMkGgErLqF1NpKcMbQq9Jbpsc1IqW21xLYzWwuwxJGLqM4loejUMAUWNfjMY8rnNj0uaZs1kGtRqc3jdmmnV5/cCueTGcPjvPQgLr5+M2bq8tXl9fXb8+P9pLR7e107uj4NeS/Nzfv3t9cX1+fHx0eZpLxGCzAjaSyUKs+u7y6uIQXXF1c3bx5/eosB9n2y1DYaSkR7O3QMEgycwlKWsS8DhbeMSGKa/cgRO7pZ8B6J1o1v//xOk/pNWTDgyWjNRKXe8w45nAZ2+p5fVRS98buhLlHl3JWmzNmic2Iyj/Klckecsfw1pu3AUVrpyG2935PbYrcCo6QzYHHqLXmj//NVrbSzRrHajqzGft4Zobv7vpY2LcvhLcLp8cHoE3RPJr/eL5hfD4K+cBxQYCAXAIdlMQCFxUwh/ptd3oLhF4v/iI0Vol0N7BlN0hiFU1wChVag90XXpk26df2g8uxFefMtMvvMyvVAwM6vTMWcrp9Cw6Y5ZQi+iku+AssL7bYBihccMFzNsuQ0WAcNNscng1YbJtK7+Xyx5AMF15B7+P999/evH1zdQ1wOj3c24faX+H6deHtu3dvCoVX5/mDg4MsXLKzA/45Dybw6vL1m1en56+vrq+vCqdnUGrMZrOZ3cOXoVDtLmFO17PYjZqhOzg1iUVNHFg00dReR5VXLCdSBhSkGo66EaqFj7q9sifI2qn7L2R6ZpDHbxoMTrbWMNWtJHk8oDfSY7sd1PUM8bammFEwHs6//3HPYjMHNtL7p6Ok0e3bXmCr884533v7qR++Tfc9/G5VFJN7MxPe3F82R3wI5853mVzcO2ZL58/fLQuHZlOFGAwaPhuFfB4DMbWAY1DKdMFVZ/BTps2A7yIh6FM4iUoGS+yEMCAi1Vnmt8KRuWGDMZBcmAusR6LB9ciG22azmien3FtBuzsYDrnNeqWYcP3IhkKHxbYKtOzZ6QnzmG12xunfikEQeHZ1/fr85PTVqzOwg6+uXkPc9+EGkFU4Oy+cvyqcv/3w9vKykDu+LpyeHOzvIxMIZnP36KRQuIDY8PLizWXh5hIiwpOD3SOwpQf7J5C6QOb8MhSyxgYUt+3hKuEwR65VE/QVUrOY39YNbTVyt0E/NG0RPDQpwKSpJ3VqGVXcJ7mtJSAgKx5MvZuJ6fgqecDWVCfW1jS4jl2T2mDaWKXf28D6fXVz54uJ4z2vLZp/c7P/BlbpWFpIE/FbGQfZ6ugjPwKy84fD2NL9J8mtOm8yuRY93svk1lxz6C9mPdlaHhhybe+lTv59nTw/fVewQl3g2SgEzjOBQkJ1C0tgiRgRt4Wl5Wn8CVwjkFATBJoXKPsKpGqDcysVWrFbrBNzfteswxeP+haCa8vBWDgYCS+HUxHY4pJA+f2AkCsp7n9ns5R237LX6XDYZr0rG5HE0fnFBbjd15fXF/nc6dnZ2enpycXFeeEKsPXq/AyA9QrM2/vvv4Hn03un0OhL7IDb3oW1e2fnr9+AvQSLeXEGruI0d3C4u5PYPT49Pz8+fQfV68vzl2YnrdoxY3FImCzzDLS2avqFXSiSapJI21k8KrWeOuhwTCjVfZL7ThcIhRRSo1RBbhd9rixHrfY+Cpvc20QZqNoYMZB6TIImzcGBe8oScJPqB1MrUniWt/f396+nOskk7vpuNOqfNaOPm4rfgssce2wWpsb9Y8Sxde/306p1R9ZWg5nMtmPquzO3E30+bzG67vSHN5bChf/8WDjN3dysgIV+Ngr5YMkqMF3wGnQp+YWgwOC16TJTCZcLZAqlamR+Zc3tGJ8FYqpzbmbcuRX2LUfCiyEwVbldvz97kMym4ru5g7hbDyxooujN5utdq/55TzC0uh5PZ3aPzq+ur96+uz4rXF/mYbX3CexVPjo9g8DwGtLfQuHsBP746uzyTQF2PUa291MJ4PnmTsBCwimgF12e54/2dw8O93IHufxB9uji5i0Y1su3l68vTo8OXmYL4b9/s8qs4+Jdk3YtWMYqigIlxU1SRRe/VyGVKm1Om97Eoch675P9W2UMUjVd2dQouOPJfMIxtxlL1ePQi2nLi8VrWm2LXRStjdUTBTo/d34TclZDbNNqNHgP0xlMP4Hc3tPKxH8MdXZ4Hj8109HHsvhaz09BkW+0pGJY1ab1RCLr/sTuikJidv7zbH4Be2d5OLHu1EksqXfvrhLZ3dxFGqjZz0YhSLYRfKuS0fLSIRKs3Xt78BcRQ2+4Y+VIFWKxxqTX2HzTM+OTFofP73Z558btgfBaKBqY8qYO9k4Ova5sPpuL+qDSdJKY1ilE2JIKOJLBxUg4EMoe78H6xgNwqa8vkPe9AMf6GjwoIArAdJzLozJM4axQODkAeGX2D2DrbXIrBgkKlAfBAgJd4XAfhZAnBynwzhkwgBdXb64L55CevAFGF+Bx7yAdi74YhYBDcZ9W2ILsXxVVK2M0ow0nTVI1XTs5oGCLbPZeuVrb19Uk620tywFalKCf3i6jkWmKR8fu7oOSarhf2xauFsnXIMDuckh0E7yu5fysmjK7jb4QbXpre92la7Lcr/q1T9/mOZ1Ox2Pgr3J952kwr4mKz5PbB2Ab4Xrg+OcTSS1JYXX+uDeGd6AFjgGmYGR+NR4P5Y/Pjk7ze0sS+vNRiCcKt0ozODSIPkop+aX0idIKI5er1iuV/ROjekfQZrfazTavb8G74J4YcSwuh6LLZttWOrO/53FmTo9yK/a13dzpkc8I1GriDUVDq6AdnMpdnANbYf/o7PUrcLlvIKM4vbi6yB9DdpI7PsFQ+BbIWecFqNFkUvHMfjZzlMseXV9eXkHM+BZeDxlwKg1QyyZ30gcn8PK3kDpfQGZzdgBt5+3NrZ3d3fQLKzXE3akX6CViGOwAMjNVxu2qA91VNXPEPyGgKIwDcmFzu1Lf19OpVXBKmmF1clinU88XkVtEn79Dgm25j0LpOobCemTh6m1xibSfQvXt2Xj8uS38y/E9w+AyR1fuAa3HeTvoJHNj2zIqHsdbK4nq9uEhJLldNxcOhhPHP//+60EDqVprHYjb+nEIawOTVufizLjH2euP+Dy7e3sxr/vZKOSjSUpCaQaRXXALVZzSxFculhycEIOLIhH+Wqgf1OmHxs06W8AJZ2Tc719ccLvGjPYFIPeFrdZAMrmT8jiTx7k9nyOYyJ7k1wZ5PBhHQZVGBm8oCE3hzC70h4FNfZA/gwS3cJIDYnXu9asjsPX53GH+BBjWV9eFo6Ozi7P9TCadPj5DiMwVvnl7cQ7l7CPIgHd3dyE6PITVlkfw4jfQPj5D2fThwe5OJBaPJzM5lGt/BVuIbkIda0Arxoputd2spiqps6/PaaO0akwyEWyWJVGHLQZKa+8YWumKnyqumUMiQ7G6hqP4JLf1FiAKJ+0eWJjry6QaCktoQF69P6ThCkmts/tOgTNO2Ei2ox+eeYBC4cJtR1o/93hvx1YAsPIX7fC9yW19ruCy37Pz8dfff/8lxyY1mqxVNdVmFBHUMuZyuwEbVDQcI6Taxhpa4DgWjWaej0KsFwyC1Ehfn1m0gQTXGmkGs8t2KuGKmoRUNLBiYNCyzzw+YLGOj2ptAcecx2OZjYT9Hvf8lDW4HUmk4o7pQCqdTHkdkf3Do0331hG0gaMToH8ExSCQPWLJreH9/GEWeiMQ/R0dAWPhuPAqf3i4v5t7Vchls7nCyS5UDE8h970+OT6/vIAGXu744nU+d3aaPb55dbwH6UkiFksCXk8gszmHdOYMGlYX58dQvNlJ7h4dgkuHuLFw/fb6zZuvhEKIrhgGDQcTyq/pVk2s+21UMkVvUAipWFBFHRzU0ruMw9qiGlHnMIy7tUrZJIr085UvScqp+ylOx2a6rdfS2xdEmSxj3i1k15FM+WT4ZIugw+IoHLvfAVEsFFmDVcYHNcg7pPdlQCGTrA6MUTqNnoDP64kdbudBO/1vycmqVgsgtNrkIjXyht2pY3e/STOgs9k5sCp9IP7xOBbJPh+FUJvGnTDSroZ/YMaOmH6CaWMmr6ymXZqwQGkbFn5qrTOzJqfLbtY7t1xLK0sTnlQi6F1cnvNkDlOp5M68G7Yl7+0FXCFotO34YhdvCudZlw6Nx0GREvoqtmByH6h/R0BTyB0eAmaOX10W8oDVPEp090ChAiJGwBfkv1CwuQYkXZyfX77KQRiZ3L08O8pAf3kvnT46g9YKWFFUSzxC7b4TIGcfgXGFvOXy7TffXF28vb588/aroRBbhadgt5IaaOYAyJZoyRSjWS0t6tZQhydHGK1y8yCecDZpYK64jiutbuDfBl0VXWL5g3qkmlp26j1HFr99eOUcdYXrJyJ9/FbS6Lsfvs0Iqusw/OMonN25d53eTyceaR27iywffIWeUBxwXy1ZDnjC4UV3/GiJr87//Mvv71b8qrbhEVovVTujmXY7ra5MaG6kf8C2OK0fHBkcDn7308Xh4VdAIVrEBEYRM3a4LUQiSSyYSSk5eDMZz16w/RLykQWvc9Trc44ZXBH/1rrXtpJNRYIbIX/g6CSbTaeCgfjB8VEu4osdnBT2Y9nLd2/enC7rgZ8v4PBgYl3Vb/dHDsAbHx3nDvcBNScoIIR09xT6xoV8Kn1WyOVOAH5vri/Bz0K+ewG++xQE0SDMO4IA8ix/DrPK0OKD2uIBfCDMBKWykF1DvxlVeN68uyq8fvP+/eXrt1evLi+/IgrBMfXIqVUc03jYMcChdI9Y9YLb/h2ZNmEf7GpTG5XI9FVz+lrBHyvbqpjwh88/hodkVGMqPDeY++YEg9JomEVprHfdHGyPktp5GHMLR6Eze+9DxsNFNyzzlEm5l7+uZvYYZeXkqdNgIHhwtCSuJfHWLn/+9f2UfUE+Mjx/MOfZXlgxN7ba9g7TVr1pxq8EDBjnt9JQnsi/HIVoHgTNhZTEhTCSAsVsXKK87BAdZxgsEQ04wwEXDM95bKOeWCgVWXSEDzLxSDS2ubmfS2dAkBoYBbuZvVg4DRnsydHxxVuoOEcHZSq1mCdWKqVyncXpywIKD3OIspU7A0t3DsEhIi6cvDpOJE6gOfzq8s3NzSUUDa8vC2dHu9A4gf7I8dHR6YcP0Dx5DXMl8Or97C5MLO8dHEDpEGo20Lp7e4Us6CXUH29uIPO+hpmpr4pCCPeq24168axWoOKPGRWqkiYymWkd66e3SoZNUK3r1NCABA10mlbtZzaQcXCoJh8gttMbNznCS4JqDIWrVeRa9c6mCGbVKSIsF8JROJMsv7B6Nk60h6vGQk/9DgSJJDKaY9vW/GlAWgVlAKPv4NW/Pk51WZb9tqOfLtI+GaWbIptLJTfM+n5vyGF3bRweuSyW1VfP33eCusUY8NDCTKgD4nwXIvwDlRdoEJcCkNAHxnomEkWvXDkeSAZdY6sbfpDMAc+ZXHGuJcPBQCCwuBhLrG0EN1eWFgPrgRCQ/zLAzDqEEaTrd28TYxq0MEKt0yu1lrlVqNNADnJ8dvEqD6WaM4DX0WEOdY8L53vZs2tIhIGycHMBzEII+fIQMZ6egpe9gubKu/fvbq7OIPLbTe/B++9lQOXsDTTvgNzw3XfvwAdfvX0LAH578xbiyrP93dRXRiGJJDS31DWRu03DAzWktrJxJtqY1djR2jus62rrBVJpnUxfXSOA7skXnIcemUTuj9k1SB0dTs2op5ZpjUelXZMjxXfFUTgRKv+UJmexXNg0i0l8PHZq7G9WwCfbdjdfj8ECKtqw23eQnP3481Yt1ZcOv/v5cqqjVTrk9q+EQsmA0+DP+v2buTchrYk94Hm+fuEtCpGcP+gK4XwX3OWCfwaZDRCCuTulK7JB8kCpno5m1udsm2H/3HxsN5sNe8cdnmmrzTZpMTscZrPJYrVY7E6XZykUD28l0rv515AjXCadI3rt8OTYxMwsLJTAEAfmDTKQk72DE2i6HeaQtYP6DFBWAXtgC6GWDd27sxPog5yenF1cXwHYzvP74HQL0J+DyPPo8vrqOp/JX717B/27b7795pv3V+dnwOn6cPP28uz0GCjYa3Ozk18bhU1KLOpv7tPDvaWIysTOaebRvu5msXlQpQEGNFXaSqLq2V+AQRLJOP/w5ZSFZFHRgWL3T0WzIRmpcWS6HIX3c2Sqr9g6pjkeSmGXfggncT7eSLKmAjdeKnvMGVzR+BYmfvr1tZKk3Tn+27dBkWzQm8iFfJOzmavo0HpoPnr+7bucz8QTKGde7pHBEiLtKxxyuHmEABD0DSCNKB6khkoM/QKFBrYGgmxwPLvhdUaiXpvds+h22y0ag3lA128ANaP+fqVWOzJrt7sDoS1guaRS++CQb95fX13sbsxbJ32RjbX4Hup7FKBRB/zpE4gD94GtegApxeuL14VjiO4An6g1B3NMF68uUfcEUhDA4sUFXADUmiMo8Bznj0/B6H384eM3IKALHjifv/jw7Yf3N68QjqHPnN4OLi/AT2NEq36Zlmt1K1PAhPLg3SFzja3kJmoziWcCC9IgUZfSosjd5klDR6tmEhFd2lUsUlNvH+ZIP/dUaR56ZCgYB1fxtbfkvsPTTMQA4WC95VYOs3Klhh8oVqqVzodznqXfp0qcfm1rnEwH3hysLcSdAyKFy2H/+fefMwJTcm0/7RrwnVxfRewet2Eql7HYVM7sNx+P3hRiU6pB+UtQiNeogZGA5sqJPUo4pwsJlWOLG5A8Ogj0SuXFxZzQSwapfZlYPRtNh5Y8a8EZ8+CgyWDQ96n7Rw1G85jZMmkbn5yd20zEQOIDBX3n4EWvrm7evQVEHWe3V4LZc0hAgKEP7V4AUw5VaE6PoecB2TGwVqFyfQ41GSDIHJ9DRfsM2DGopVIonCKeDXjwvUwWtVXOEcHh8ubNu4/fAb3mBJD6CkD6/gMUsnOZRGRjxeucnhgyDmhgTl6pfInGf3WbQKHRyWS9wN0rnkZVH6lVMSCjNCvQ8h2arjzmoplHdNRuE/jjRmVfLYlRsrzsc5AIFboKLyMLV1f728lQAl8+38Y9fAkKGfZK9ULFRtEC9s99olxZ5fz3O7t7B7ZvXXonelX83sGRGdh493N6Kel2BU72fvjtP4VULjLMnEivcGrqhYaNV/7c6485j1X7EhTikry4blGRZIAXb9B+McIOgjw0rGtQFzfLcTh8mGUSiXrtQCj0uF32sWGjYdBsGbPOevw+/8ZWKJJMRhOp7Ol5/hBiPbBpZ4XLd99++w1QCi4gxcglU/nrK6gq70FbLbWbP8/vHV1cnSJUvb58BZz+81evLwCmYAihqQd95NdALAQzl8sdHmD+Gnp7ubPXZ6dAsLm4vHiFPC+WxgD/5hTix+NsMrLitFpGTP16IJNJpApYFwVroZ7vkWuovRoYPie19Y/d8bJ6+jpI7CGOSkoSjCBjKLjXlqCaTHKOsJZEZg3TSCCR9DnYu3tNu6Wi9yQzXMt2s8U67SxuQy5BIXUcoXDkHnfLtEU0YWqHnqgW4p/s+OnbNxfvLvbWcn1Kg1Ch96/vQt36958/nG0Gk//87ffff/vnm7cnbp49jCl+NSzloEhX+OYm84LeCTRLcFtYyqkhums4CnFmNESMIpkSRyGaXuYIwU4KVTb/otvltI/Z7NNz/s31tXBiDwZAYDjpDEAEFeRCAYKzV5enkHGAusyHjx/fvb6A8krhOBnfPYZaH6iA7GSPz9/cXOQOzi4hOwEFkGsg7UOWewFmD9AI/P7z/DE0VKBhDB4bcRfO4I+Xr87APp6BiUXm8PW799dQLTxHKE3HQiA+P2u1GDQqkIvD9pSBvLUSdjfKXrB1p9tYHGqqu02FG8QyUpNMQmplNVMGkPQQXX2vR9wuZKONI+2gCVItNj6t6fAAou1GIE5XOg3SWe9W2nL7WSUopAwhFA64yzdQjEUII021Pz1bCtc634V2/+dfb7Yiu1o1bG5bKfzwX2z77G//LKQP/vbbb7//8o8PV3mXwpfEglxK6HJqwBbOffz+6iW2sKgYU8KsLkUhUshHy+YwaV8chSBiCFuiIKXmK6xep3NhdX1jJ5XKHIADBfggcwTdC+CwIBwdn0DQB4UUaIscn1yCp4TADl6Xgpn3TCaZ3Ie5uFcXbz+8ewWNOigSHsL/Ao/1BFLpwtkp5CPw6tMT6J2cAT0B3u8YDCCwWyGWPAeknx1Bxy5/CiWcN1dnuQPY673qX3CODxrA/ql75WgjI1pfK0Fimvga22fbwla97mFu2dPbRGIbOlvJVEGVwgygaJbc04LD6FwwoAHDTp39nzOBXAq6Dt0TbNj/t71vC2kra9/3ai5rO8O0lGEqQ2cGWigUysDcFXrV3vSiV70o9KqlYEFQFEFQBK2CWM9VFEXUqlHjWRsPMUETY4wmMcZjYqLG87m1nY8/9OL/vGsfo7FuU/t9M/Pb+/vGarL22jtrP3nXe3zeh3W54tgfS9uF36+msIadJcGVB8V6/guQSMSaXz6qfYUPtH1Fmfr+lLT0VO3KewCQofBgamTh/V8fAuOjDp+/Krl7CC76n+8lDjmyinqMY/7lr6g7gYOGc0UfT+PidmTOR404CTjeorkcBKJwvUvNNh++KGhq7zXZJmZBwgFgUPRiDqIOOyqcKZxwckG9c9lGKUnLAYaK6Qn7yPCIua9TPwKfnwuKom8W0RIXeAnhnJ50ON1zXs8M3H0oI572zUAQOjCO0gw9i16SjjM+r3scSatTCC7bh4dhX8On7baZBjqbqopyMjNSE2PAlvT8KTGwg/r6yWP06wYKUSdDDfLCReGFp7nHK0q+fxwf8XNi0q07ETfjr93IIAA+PtJN+OoTNBm5cDvlt4gfXqZ/yUUSChl/poVqqMyPjKqQXNqXynqF869kkj/7SOjvYn4L9/6FjPpTo9jVc2kRFy5EvDSZMxMzU2yA339oR0YL5FX32vtFh77bPuW1V6Zr+oDsX2Pz7GMZVX1Tyx//8/lrZCG3FfP6n0DTKumFnPMQcRIYMC/4TBhqfEeGyv1nea1mJ3mFmYcYqVTQ3mAkuCan4MyDPTIz6Z5DvRwyZCaRdW93z8/Yx5CngDSXIfuMD3VJczA3bMaRUbMJYTrEREh7XPIj1gY+BfyO7RiycAoG8yQQTHv8xJTPO2EZBkcu0rDHhkCsaTAODb57+waMxNGohklKfAnW9diXMLUeP4P4ewY9gl5hfF5PHoWLwiuJfNnahd/EVjgRv8X9fuFR5s1bVyKuxidejM+H5XrtWRC90Y9/EB9CVBLUxZupJ3JqniSbnuV9YQv/vkzmE5Q8M1cK3mK6uLdBiaxXi3nEXsn6QviOu41L9VMsyBhv0T1PfJFn+s+njx8P//PXf3D8teNxGk32xZWeCn31G0M/G584bi+ttI/2Tn36T/goJA8NM4K5PuwhUMh3IINkRB93KIXgW8D2DOoFcLA+fa01wU2CrCxocKjGRCmSzzfvBjHCDPwusGwBqgUXttopsCUAQd7ZCdfExMLihGlkYs4DX8yYZchkGhgyD9tc07MIH0MdRLL07BRld+EkJPDP8omC8wuememZSWQyzE1YUZGCGN7wkK4FudvFxXmZqS9hPz1EV4oY8OM8ekxtQQFERusam4AeeOAQgWB8HDYKaTv9+enLRzcellUJFBoX7kRfuJb48gfKOHiY9fO93Nv45a68B3vkH1Q2j8YmP0ZceXlSS4mT98fHmcHaXfDIYlH+yXNoeBTWBe3lv5UWcufeyT81dvNT1yIr6UoZakqNSSqa+Liysr//1ye05F6dNPWPTrj6ao3IxOuzWLiMiXT7UHbTwkx/hzV8/kLo7VziNGgVqJZJrBVGjJjbkTm9EOiEHoiS9nuobQdfLxQuSJcnT9PL2wbtkHMu9zQ210AA8QpyFk9556CuUbx31r/gsFHaPiA4t0DhjClINbtx2AYQ9Q+Yh/Tm8RHs1+5ZCE3E5KBJYlOecTmQdA3BClf0PA5KYPDimHfBynHahs2DxgFdc31NGZqAocb5+XNsvyi4pyJnuNrxDYFrE/ogUQzjbbQDJYpX6gcQriy8l/17xMOyzIp3vfZBA0/ucfWPXyKfZP/O9P6fYqMvJ2VD7t1MkqXz/5JIVvGt1N8iIu8ea/x5MvqEdx6++hL3er5OSrg5JguDUfhEw9cORhed1sE0IqpjQ0fun4zx3rQXiWUzq84J3+b7TwdL9l6d2WXrSPwx8nnvzJyppZ6Tr3l+dwvSBVyT7T1hy0JwXnGeat4hzTkE4ZKGuKN8BWGnJg507Gqgp7n7EBypscS8j7bsz+NeFVW1wvdsh9q2tLi4uDAHqTc3556fhVMPjr1x94LHOQYdcZpIYxD09SKQMTlh7jWa+vTGoREkHTogApHID93PgYCzbcRkciz4ZyfnIFUXVxa9SFdFCG9ubhaxZHA5wk9o7IUNXF355nV6MiwQ+hZRH6gXMS+QNw7/JrQLzrkedESD2esr+iMnlF2KeFiU3LO+uvdpqYKJqAu3X0Ref5X8B5es8iDzyh8Z2HN/iJWg89MLUhWjUpA+8Eu84jR/CZ0vcr+E1GwwEgrHURQ+LQ+ShUntXAbDhYTTW45da/LrSWznOBuSsuPe2kE/0oEQqLOz2zxjqeNafF/LLH98KY6ztt/452ZX5lqHvAvhZ3aFRiEaDwObaApxFIXR5CV8ERcXg3btL6PjkYyQhJ6ARTUtPciWBmBQ+gbPiW/e6Z4cI7MYfj3kaU3NIO95ARkxlMmPJJgJ53Cf0WoZR3M/5FM74U0cMw8OI1BiMw+NjJrMTq+fMqUXFyFbCboLcBV6kDmIpBlQDNRXo2T0VUpi7Eu4YaIpnsN41aPjY1CfivA2vlHHQfjiK1GYVBkZcaPGZFn469Nq720moi7+djPy2es/+Dya66nR38eQxHlYIAQnvr+LlJSIyMevrkZcepx0qlVwHHFfZuyK7ZJAKiXfcDsyVezLjuR6Kt+8lljWq7t7WrnBD7Wz+nf4CAWjjUZjdZXLOmRoG+/rMFgnhituyWTztSwudl01+aZhyjvSkf82/Jya0CgkXkCiCDmOQtZlOCEJzezBAZwQ8zw+PSMzI6u4pvmdYRS0CSBCgEGxMIW8VGI0gm2BnRglSXAULnlmfUseaIdwKrudI3ayd0lXtCIIjLIovRnW9KTNNI4sahesEbJ0kIdApVC0izutQ31d7XADFrxKSU5OQh8UNPJBhDAGzT/RoJY6fkIywzkdAzZXNIs6b1mYWBLxU86wtWPmU8DE725I6ItKiLnHmwGRMQU/3stAHPmHBJ7h6McbrET+9wTkdv3KMfye8TiRK4nNc7teyj5MLBdAzqHwTnYQCjM0lyOupbztGveOdpaedie5k1ZT7dWIyjnz8qa1YdLUZWlr7bdb9HmI18iO57WcovvW/eDH6KybSJ9MPOcdmaqQie7yGAqJNDr6eWJKAhTD2CSIo9S8kpr6uqb2jj6THSxFft8C0v+mncN2uPxc5NpzOQFOn28JRJZgUkBtHcxi96wbfkUn6DEtI7bhYSTlW0bGJmBje1yjToSJ4SREIBmh4xn6OTkG3qPGquL8bHLDwNKAKzUlFTAEbya6JQN+8cRvzTUAjUF85Dms4nNGYWRq5aVUh2/EvbcxbRBz5yPuJt+NE0hRb2Y+uppEHuMHKDCBpIz68/Yfz36/eDUhHkmuL09iavsiLh/RdCceVytbxffS64Xb+OE1YfNGRhAKc9uvJ1fprfW17bltY52n6AZ3B10a/Zur1R6Dd2dWN2Ju0bRaRvqOJgNdKTRV3L16+cefqu34gNzxTVAoj+DxeiGsz+hnj17GwyUXl4xwcWEpdep819EzYJmYhVsGxrDTanM5RiZmpuBpIUtlwgkm35l5v8dlm4SkhKnrdrpdVqvD1t9vNtmQnA+PM3w62IW9CzMsyRphZCiDmA/Vdsbe9rrywuz0lNRkaKOQxBwlBCIhrBPeU+zESfg6QBgi4o1kM3Qmi34JVsPQeuGzMK2Ty+kFP5ZMWsYDC97AoBjQuIrgu/i0I6OzIl+8galCwZSInx8+vfN9VExCdFI8MPln+llyW0VsfXlHjiySuti9ahIuEJlEvpgbmXKofV9sKq2rL8xKr264+lORrefL5VeRORN67Whly1Tf1v6Mtrm1f3C0Ne5oQtpPsR3L89riSq1u3CWypISPQiGPJtg6wY6M/C6mF7LmJOALYdYJCGlePIE/JBo9RHLL23tByzY0MqzvH6LcGGYpT0+MjiH+OzU/Ozc17YXsg3fZvQAvNEh9p1BGB5/O+JgTkTiHE0gcs8M9GEDqwdws9u0FnxdxOQRMyN/oHB8xtteXZacmJ8XFJmAPTohj7cZAykTuZ3iloymxB52fEjGCjHagDykLaFkWE08oJJMfXcl4OHJ6Ybgo/CU74+Kj4jr73OTiWn9MxNVbJHoi/3x5N1FSs+5k/3ktiXYp5Ndcz8on7yC6I5aT8fI4+0xphQIMT2Fyze0QZ5VQyGXGov+3iOWLt0qGx6so2vZraWPMT99njL777ffbF08Wsr80L/S3W6aWJw527FqLbbj22XGd9lFp69qS2eJBcG+tVvgGhI9CNNfkk2a4poXMRsbuBjHD+jiRjkUtbSB1KOXmCdp9UXZqZmFpRYcNVUtW64iJao+Q3gKAIbQLWwMhEIi4+QnnDJWjTwN9oEwA5cfU3MQweo6wcAoCHtPIFXTOLQWWKWF6BmYwHDMzlOQFMiRdW1NddXF2cvSDe2hDEZ+YCE0UPmhKSwCc0OcE1P5c7yeoBgkJMJcQoXuZkJaZhOzZWPwJc4T2azL+uR55jFMn3GyGGxn0VFOnNjb25tvuR/xKYbmIqw9egCHmj99u/n71e6jtl9MKLzzKgp/5l+QXL95mPLtBTuy0LLKn/ywK3d/mi/txxIWnMm6mEEMz2sRCqiS+2xNGpVG6wpWYBOGEqNRa+9JIdRqg8ij/eUbK5ctV7vaCkhMi1Oysx6apt1Vev2nK4Z8arLgTKuST2Px2fKJvxH/4cdXdcftrd2QKdHHIk7OCcD5E5Lw+fY4nCi8hE4SUX/0yMR19lEpLSquq6w32ESMIigwDer0BPJVukMJQCRPEHGQcwnE2CyIckH9E3wZOI+Q1oJoYnOdzfpjK83PzIOyYmkZhElw8SLUhUBKr0VBPa11ZHnrCA3gUeqMrswM9nsR2d1xvHd4I4f6Igeso/lV2EvcHUAiqMHiwEUHmpCATiuHmFz7Ipu97tmd1d32k+jqKHxkpyPU7Gfg6/Pk8Bl1g/njyIKP6xm/ZePoXbqcmJt5JT3x089c4rtHdjVI5t9eXsSe9+8PTLzu6o9+KGTxPK8X4NXPaRMYKF/w1r7ZcY3rXN/D24YXYoog/8p9H3Oqb0xqGvsAaFvncNNM+7NGN9G+MnNALIH1I2z6iH8bDHLP0Ch7SsGUhWmZyKf3BpEhMLoIW7nk0DOEnaKBNDppY5Ohl5JZUvW1uaaqreduo0+s6db16E1G7oQRpBpYvitJRmm5DUBgZhTZA0zUBQi1kPHuRgTXhdLthq3h8gSWvBxG/Kcrb98OgAQGhd9I5Zhro626uLQHNQwwZG4jksFaNAgqxp5Ic5MxfeZ9PiG3mdofvOuVVLPsDRj526vhjKAxXFsaXk7c3x7Pzyd+cjEx49gh//O0G24t+uH7z/vPnKYkxhamRSaWQfVdT8q+hQDQxIzceD/H7y5df1SivhJdQeDXpKD9IMH7/rBBl5aNqsa9iMAojk5pzMruM6Y8LzB1/xCKC8ijvl8sFdteSNSgt/MgXIzLG4g/sby/bpxkfSIgjqyuuVNvQ0FJf3zzUK0S7w0YhOtBxEeQgUiT+wQMLL+LiXz5B9cnLZy+SMvIKa+obmts7+nu6mmtqW3tBFTiEOnaYJJMUU3NQXZwJbZZgndjQF4dqOZGSMIskaeAOdvG4exo28gyic9h+kXeDLRp7NVJkXC5rf4emrDAvI+kFhbWJ6hXMYDGx4HCQUMhRhHGCkUOewComlOg/jUl4yn6HKx5my/mhMLaQtqXs6dVNw2NK7b/7w/eX7mY8P1JafDflyu+p9yN/f5r6moZ/n1h8LfJGSuqDZxJGlMpBGnc14YSWnfwk10vEoHBIFEbeuHfhtzqLVjvhyK1OSh/UUU30L2kZT7IsBy7i2Dp2XCe3E9165IP2UfPU7HjfSe0iCevXnsahw+a1vHZhqq9HoXxDRhtDOlgcLI5SROOQw5/1BryWut4ena6bWM9r6wbsLrsJTAsgm7aY9WCWdqBgfdxinUC2qnUc4RLKApxDNRx49tdWsSeDcnAWyAP9/iyyvyaQA4YULWzC5n6kY+VlJGDLf/7oT7SSR/4EeYmAP14X4JDHdT6Wo5BTI7isHxByI7hIDGI4qHIQGYXnJgs5tsyiQGDo2ZUfL0b8/uT6s7SKN0fFCcJ4Fx6k/Z6Q8JSpgVEv7159kFxdlVSQddZsGoYPKtr70vFjkUhP/aAihCy89DT5ZpnJ3luo7UvXvI0unun9JfLnP+Nepz3tmmVfk2PHq/offo7htvmr1396WZB2YnVAJjqMJve2NLfURktxm7BRSJ4XWTYDv9HxbZTiY8GAlpKcWVBWVQU9EJ13u7u63+l0SCW0dnfYUDJn7DOCEM5gMMBKQU2Jb4pS9N1IS0A/Y0pv9SAB2uub9ywvo1bO5ZyeZp7qqZk5SEZq5jTc19ZQgyaz6Um4D8i9J4/vgQwCMCRXJXZl+Y7MIiSceiccT2Q5aUQTDxHKZahBtiOjBumtR/TCcHfkp+SJvlizbnn1+AUIfF88vZHfVPMw6ohudeFBKizp2JvXY29j+I8x6T88zHoRnfDqVVgWcsSDbFlIOgRmLrzRCbGM+zVZwgBpR75w5UZabXZMdk2HJj4h8210v+tm5L3Mp7ExV0pHxJq9oHlLjD8nGo4Rd4bCa1p1xKUGcFn/Z60CgOSPsFGI5E8EG2ADo78mFHy4Oehf5CdTQ9cMtPLKLy6ra9f16kB93tzW0Q02/WFkU7td+p5RO7o06XqRXY0M/AnULU165p2gfpsEBOd8fjin3TO+ZS9c2WSJgFVhBh7rSSRMI2Fh3GrqA49INSgdYmLjo5/GRD+OfkHJCCC+JuIRsNORhRSkF0Iy00scDOl7EosNG0kWBF5mXbFYHp+hxjIKY5BkTWiUrJNwUfic8rquNc/kXbv5Iikh/sWdaw/B3PUQfIU3bj+OR4H/jeuEtCu/XEsvuR1xPx3KYeTdnAfX0QEwNbngy2A6Udw9yj3lxII+QSO7jWx7/njdfJH6hKVHRj2Ly6BgTsSfmvqH129Xl1S6y648jo3OfHAtwSRWS8mvHlmm/6Fy8suGOTc+qvrd7e81a2NTB8uFEuNI2CgkxweKgmCHEPgSErH9Qh2jaEQswiKV6CWAVjbvdH2G7vb2LjSmA+LIBLGYOnTDVlARWUZGqR3O+NiI0Wh1TNiGx5EQ6HB7QJeFGAg43ZCYBTxStgJq2hdA5QY7eaC7WVPzJiMR5vmju388hm8X0V8CEHJSkbrzkIpSeZUPqQkC8MhaoexpZusigIje788o61EYy7KCeIWRtmps6JTN9Swa3ynRix2m1zqeHs3vHeOi/wMo+/Hq9T/wHXiSkpeZkvDg3u07T5//fu1B3PWIC89JMF1/nXE9Pu72zcTMU7ObT8Dhy+JTfN2ZvYJX8FqxyAb3qp6+D79FP8hvM5rq70NaRuU05/3w46v2t0P6B8+uxyXdePh8iPEbHj1+qOqPrJtW4lSK7jbWRHUs9Dh2vakZFV8tCwG+uMSEeNA/Ij8BcQfko8BFHJuSmZVfUd/cDhv4XUd3d3e/GcE21BuDzMik6xno7+1Gs06wvDlBhDA+bOjX9xv7+ywOlJdQ2j7ytGCwIMUaKYOUpA8rBYWb2IudGNsLV3Tuq/T0pJdPUPFCDUlR28cO5CGw5B7ss0JWjGD+yrdhzjqhWGLsc0IhmgZISUEUThEPzsiKSUBARYgsh4nC9ESs9E2dRSB7OfL8LlyIvHzzWXrGvd+TYi9EXElABiLiKHdfFd5LuplCp4Z1JJSeknmQqheCiT8XCSi8kPYuDSL0Xn56XnH9wFAdzAtw5hQ/+ymuvbNqOPv+xfuJN+48NzSHRGFx60XNpJJk3KS32pEXZtSg/MebmnQOsROkaCWAJ4FaCicnvUAGa2xaTsGbKhDs9yIy0tPb29tnNCP9xTVhtxh6DHp9X7fBYjYPDVjhK5oaH9Qb9f0DhoEBi3nA4qJSYbgNJyZdlKiFXOmZSfR+QMGJG0VxaOHUoqkqep2WFP34MfyQ0Sh7fkhOc+Qj8HbvMRSG0AU5QwV8d8AhPJmgouU2YVmtNNevW9AhzwOFuX/iqT0ymU/rznXpUdadyDuU4fXrq5d/VmQ/y38ae1oSy4kITT6R7ZI/5UGrMEJA4cXfMvqdvY3pV58VYi+O/LOmvy7uRUnN/YyKK8/ammJ76/+8eCfp2uUkw/EOFpjzp9L6C9UTSkR3QpvRkmL9hHqUGcSrzkMWQgukWrWERLTUjI9Lfl1e39wN8PXr9Xr0W7KOIjpiHbOPmPq6Wlv6jdZxJB6gsdfA8IjJYkG6vclgHEE6AlIObJRHjQP5rRNEqwpyokkinxkbNhr1HXXISEVVJu3CEGDkLUf+7BM4xQFDPrf2uCw8JgP5F6gulQqbYETzaqGAwuNnnAcK3xAXV9JIM2dZRp6cpRV5O+XmC6j+Pybn30jMyyssuxVWBJldJkskDz4BqNcqBCZ0DoUXb+Vrex3mvH5jdSxTKSMfNhnbiw09P8ZU3fizq+2ezvDg+18f/XC53BSSOezXmvqIzOEvczdwtxLX15mZNDIb+OvzxKNk0Rcatl5IYVkohnHocBYbnZBZVFz+FgysgwMkAdF2bsQKhku9rtdg7O0bQNe/8ckFzzgI4YYG3hmAQKSpOikTC6gbG6ESUDgIJ1FuMu1G/r8HjhjHsMnY21pfU/EmIx7JBnC2UNYBJSEgBEwWBOeB4WxdrvglaEfmwiLH87QoqwFfnIRYZkXLZSEfVZGddx4oLKMCkMzxSu4Z/PSFnrKRNx4+g3C4+yYhNulecS5YhMM+QrDUBM91saiDf+FKblXED49K2/RtqQXan34tHep5ze4xMk6na7cbI6/nZN4zGB/qR25c/PHnKxkDb0MmcV99Uxtxo75FwffmZXfxpaSesnLPX86k4tvnIQsRoEXZZFJyQsKr4pr6xvZewxBoh0ZRqI5uroYh0wC60g2DCQl1l2br+ITdoHvX3denGwS9DFKsERNBJg0yWSfAr+r2oL3NDPj5qaoJ5Z8WQ5emMgcNO5EHCJ8J+BapofELBHTRngz1IU+olZl4CGiS6YWcy+h4hgyPQhaj49sGcTsy5KN0cOedBwrZzpczzmcq3/pintb1uD8ifsooeJD4242QEkcpKiOTT61UyhMKQCMztU/LewZb4n6IyNBejfj+Zddw0/Mfv78YcT1/aM7bFnEpufiJrv5Bv+HShWtJGudkWdz9qONAvBBfez8i7l3Bl+oMuLv/vbqzWKNP/iHPO6URkxm+IrOLnNNUIZSclpVfUl3fqgMNvxOtiEF1jpwCXf8QsUgjDIeNdsyk70dfJZ0BleljphEXwIYACAQhwOgEDFFtshSAhwamiBOuaF0zmtllg5eDeqIgCyL6GWJwsFrJzkVuKtJoH6FiifU843iMKWoiyEKKxxGCWOz4OArhtaGKksREynLl8n74QDHpF8zRxKMXaQ/051daJyyQlW/nN6s7XP78CcfDV5cuPCuOT7xx8XFSxNXbN3+LCk8zvJR6KgrTNIKrpmiy36DLIClGKIRXKV8/UJUTF3Eh1dTbji9PTGGS7vXdLu3PKS0j4+aO+prKvIysjFdJz2/wM0Re+/X7iN9r2v+4XDygQDP8KbOltf5RxNXc7irJ+gp7R376AjVCeOJxacUN3eigaTCDxxIhkJHhIT1oPlCkhAQry+SUbQiEM/gb7kKzHQ1HUFYyCVa2WReq3h1gn4aQnFvwoAhvzgFXYEdjTWFWZloyclKRchoLFRAuaER3afuHHkipgIz04SmVt1CohCcqhveP8nmo3yicNojhyZMWeI2PS/2hEU/hl36JfR29R8WoSjS2aRxIMuBqCtnmTzFxtrE/D5ebgfKXIwrtfBb1F1EY+az4wd28/Ly8C9eTnl17kJpXXJRbkI861aSk2Hu3bl6PVLpHX4rLPk1sPqsQImxVOzP6vvYStCTjUBhx4UGzxW28FnG3TluZHnExsa6p/2mCvqt53NkW89Pl649TcsrQZIZSh1OTn955cPdxRkne7Yvxes21O80NF0+7MPb6yz9fxbfr4veyjxM2ChE7wS72/HlSYdeI3eEYHTGjQTuoykeRkWAZhnvGah3q1VuGe7FRD5osDqRsuWbBzTaDABxxWsIYZgxvdqt9HlxGLptBW5mflZ744uEjyuhDPTCHGiofeMSJNrR3lw4u1MHzt1PIBD4aqhuG65pq6Y5rhEFEdhiL6MhjmUGM/Gs6eKcPueMpNxJ1q3CCfkX1E5mUV6uH+TLKL+7IV9J1LfWa5OqSiLtpfz6/dzM+t6hK26SpKa2uhZe+vDI3rwBlM+mxD367So/x5OOnV6ei8FaxYJ9WrzmHLVCgSv9IfstLt+8TB8drH11O7m58GXGjYcJW9XPtotvemSiZVhciL11/mVlSnPo8MbFUW2XQN2kGJ7IjMnsS71y7+qUi1BNu+mtQ+DI2+smTpFIDOrGPwAWjhzgcRWESWLTAjQoeGSMaNZjA4I6MGOQtgD16wYfCTBf1OoTyh+0XJB9TNrhsjD2tTTVFqc8QSwMyAEJYv9RVD8djhsLnTGmTUdGx7FniheBgKEMh48J5EKKM6QidIuQmmTW0l/OxPZbywEclmbuGBCdK478KhUURkTfLxs08a/WVL+nvVzPR477+Xmr59YSixCSprP2H3+68yMrKo0BAo6a+tqIk/3VRZiooHjNTwc53+/q1o2G+W29SThNJP+fzm/Zljbc06vK9vJbempwyoSD+wvU3Bl1+gVFz/efySVvZk3yzu/2EBgMXLsfV1fd5V1Bipv/+cZ8DfVW1VcWZSfiqKBXduNevQWF09JN7D1PL3g0ZDMMWBEdAo+BAEScYy5Fq1TswZGE9EcEKMQemtwlA0eOZJr8gGAWnp2dmJ0dNJpO+oxaFcalJiUkJ0NR4fiWi5+A5sEEPSyjkOGCDmLKZWAyBQmIhuff4eEln0NksDRyCk4X82FguzMdehoqJ3ZjqZKg4mXyi4VeClkb8ltdh6w0iPDgBIhf+LK0peXrhUUlqUUlm6GhY5NXr12/HpBdUlZTU11e/rS6rrnjzpjg3KyM1Jzsx4fmtX5h5gCZMRHyTmXdyIfsFgWbzZkcvibgf4jv6uzViHUjEpSfvkN/0NilLN/I2v6Kh+unJLqbftG7ruL5Ka5r49Y7OC5aWxdl5l7m/r6Mq+6FSvfbrUPj8xau3OgNIqJ2TNlAJTqAuGB1s0OB63DqCZpuo3ITlMT8/MTJkQjcwFJTAK42UGSL9QHVwe01ZYWZ2ehyUuJg4lGMiE5FVz1OitiCVWEEfchmZriZHIcdXJxCPSDsyY2S6h7DK0SMIhZx2yMGQRyFPMcbb2+gTjozr54jiUTp2+CgsiXiSe6usI+HuHzeuUV71l44L16gx3uU/Xr5MylMQN4m8fO3uS7B7lwCLxbXVJWgjnZaUlpMaXTptfV1c29TU13zyBbMpaIwjuosjX7jyWj88JKIw8npKlXPfkpWXlZpTUZH7heK7yHuaYbNztLxTN+W+FW3oLqwpbGzpR1TWOTVubjopvevoKnwNCpHDnFKqh9PPZhkdHRk2m4YRqoO14Z6nlkogjwHNEfmj0Vxp2IooCFwwyFbFn0P6bm1teV5aPBV8xL9AocBLBAFfcFkF5IKh9Gi+lzdDIQe5IFHIAZOjAgvakbEl3+NjKkFADEIhpSFS4Qw7OFnIRfB4xRPZ/glJcJQ/R83AV6Ew67e7edEVQ+UFZaVlBRBaGakvnt795eoXtfirzwrCSKb5GRZaQl4pWHG7Al5Tf1tOam3JySjM5J17SZ3I4P/xp8iIP+sdQk3cxZtZ1U3lPf5TLW0q5deBctlU17kW2LD8Wu2qfV2Ynfg6r7Qgs6ikpNukNFE8bBTCAIiJi44r6rFNTFoMRjAPUVfiKVQWozAdNe7wAs5MIHEaWTBmk8XuQl0m8hnGbdTcs7IgIyUFGfZPHzxLTkqMw04M0YN8RA5rLyg9n9hhOOsElF88GYnMNiEWCDp4FAKGgnVCKVqs0PiLshBjyJDmW+TKhvJYxE0kpaAeKhrFo6gbDF8WJmbefpWVnpmRUVzb3aurrqqpLq4qyc7OzMvPzcuMf3rzt994k+DnF0nR9369E//g0i8xqZQQG+Zx4bF2fMn6+tZPKU1VJwV2L1+7lKTl8hleduT/8uB56kOwDFtHS+jLcfFWbl1bzeOIatfpTsurGQar4V1tds3iX598Jemj5ryytMxXGWWZT1OL6/XmDqVlrGGjEIG0l/HRccXdgyPjRqTMDNsmpmemfMsrAT/rrolaTQc2YlSumweHKKPG0t/drtXWVxakJ6UmPIdN8DIaRXngSUiIfYH8FSpTIUfKowdPySqlpBYmm8hfEqwPcnx18h0ZFHYstZo8NeTMIaYFGbKEOArvguFDxfgSMauYxcKZJ4gODpfwFaJQKzUpPjYu8etQeOv1y6vfX4p69MfNJ0kZLyIuXb12Lys/N7+io69DCwbHsrLyssI3xYWvk4rb6qurShv639x+EqsgBnEiRiMrN3wzlqu/FrYVH6/8+PG365Hf//4is6SgupvLZ7jd3F9clVpcdTniTofPkXfj4q3smuaq+xfBwOX6cqosTv6tctii02TGpev2P24OvzWPV+a9ykzILsm8+2uBfmKy/ZHSL1PYKERy3/P4lLxmSECHGXohmiwhFx/9QSAHJ+2jw3296L1JEhIu7N7e7o6WepAEvs6GLzAhgdV1oJEeipRfRr+Mj3tBPJuxxJAAZ/RDTszxGyi2RrwhhyFf58KlIvBs7l+OIyPEQ+KVAxuHTkqEjItFhR6OBATDjxwvo2MTU9LTUxLjUbMMWYjvRJg5NRG3Xqf8Ad/FhZ9v36HaOuh9t/68FvHDjecv7z5Le1Pb2N3T0/cO3cb7zG/rNE199p6W6syUl/d+u3pFqWofDMgbfb52kz2tuvkIHyL1oEvPKq4oqyjNyS+r041w+Qw3ev29haX6vusRVzXbM23l+VWaEtb87KcO1ykdzy7cbnAMd9dFP8tM6PGv+Vx2Q13qqxcJr1PTEzM6nK7+TOUEtGGjMAY2bUxmlR6aH3qNoAKEeBHcs8SShbY2Y9YBHTro6Ps6W7W1FeWlhXC3pycnJaekpKZSkRx8xk/ZvovAGYQgSUYRhZwvmReA54dCoggmkmCGQiSlxcWg5JMc1aCtPnqATScRsjCZoTCBXDXheq3hqElLuP88Pj4zg6UJ/HjjBudPu3IbPdpgRKXF3Hp4Pz3/VXFDXXV5abNrvEdTU1NdWVlSXobmAgnPn/4RdSpblgyH195Od5U4XAPao9SwP7+sMo50lFZ0WcxpkREX4036WxE/XI54NHowUjnqBrHHhar13lt1pgLeqXTtnePLid4XH3Y5DZ3Vv/6emppSghoOS31GTv6z+zeTMjM6Jyb70s+SJv4VKIx7EZNa2A6X4NAISD0YJTCyolExB1XQZu1r1jY11FeXFuSm40EjCxFJBPGIOieRvsWiwsTUC/WfgnNUsy6ikE8+FYLD5yULGQjjePIFGMCIznHAPA5CgBJJGiB1YChEnx9kGYYrCyEGrz5Mzymv4fa3K3GFqTESnSYD5p+ZVXnPbl3+9df7qWVteVGXrv7+JLWkpqG5rbtNU6utL0evi4LsxLjH108XLhczJ8230q0Lw5RQJh0Xb+Z22KcszRUlSb/Edr1LjIy4kD+hjY1J+vWRaXuqrga99iIiypY7IrKaBZ/zb3r7F036K8l6p765+OfLT1Ljk9Kau8vLYHmlPb78sH7Q7uhOPgsGv8JfCBsSeEot1TY3YwcA0SpSstBymIqSkMtg1GtKivMykvGEYx4/eIKEaHLHxCQkJqIkhSIjSIdBR8b49KwkKhxA1owMhbzbkN9mzwuFdFkpzQbWOTLSWNT4mCSkbLWExKSkZIZC2E9Ido0JH4UEhshHPLn15ejC7CwUbCUnpdDECUmZr4uq8l6nsqbJ2Afvy7bByMs3yBFTpWlt1zbVajRlJYWFhUUFGbF3f/8xtNfnwsOhyYx7Wt9OW5BGdjmptX/Y9i4/I626pfL27/VG+IHi9CMdabVFv2s8U3kMeT/UeksiMhsFx+CfJsuXtLqf8y0TRs2rixE3Yl6mv8xKyUvJT33y8OfHOYYZextSI852hC0LoxOTMxDzrGpo7B6A6TFsQ4gOqVnIpxnqa0bIKTsh/tndGzfuPHz64N4z4uelIDC5gBklB1FwPHrwPL3kbUbsc+RkoW5AlIU8XbbAFHteKESpslR9wtKBoJ4ys+Q4DKEwQmiTGAQKCS1xsV+HwovXOIvj0oOMmxEXrsXlFZa09Laix1VhVU1dc8ZvqWIn2tCPLzLqUezrkvrGxsb2d21NFSUFBfkFuZkpT/+MYmX2wnGje6YmyeRbCEikXPRW9NBQwtVfE4orM/9I6am+/rC353rE3cp+S51NF3mvw+dMvYhBD4zDtyIyNQL07hs53t/Qx/UKm8XQnxoZcfURaFZSktMzMh4/v3nztc46XP/09Myao5OGj8LkjKLquiZdX8/Q+NRYv96GvHw7Inn69urCzJT01Kd/3rv1+283bt9/ePcPKEDIKcVOy/DHNDMohC8ePYrPK08jFBIPB8GTWSfcIaZdsRiGzEkTyjphCYbIL6SePtwhL0HmrJOXFGNGSRN7m/ZiMjr4QhSGQ9nWDF8hk4ZJEFbwKYHpJi5sFF598PLJLb7088KtLD7t5MqzvNx8jvc38mnmle//TPpTmQC5/PvDlIy8qre1iOa9rSzOSEvPzMnIznh+4/q1S1cr5g3F/R5nnTWoHO7HGnsse+5/VhTceNJa+mNsX2Xk9fIh58oUXILXK+yWksfXH9X2IbScrRUA8tQk4x0+gpoLN+sdw+06kGFe+jPueXp0Klqn3712I795eLjyhNKGL8vGsFEYm1mmaW7WmcyGYZd7uEdvAQC7GqvL37xOBk1qdOzT+3dv30KbZOpW+yfYhMlPTI5izhEClCBZ9dGzxFT45IAKlsCCH0Q8x2VrPeRcMWSmUJBDOvgUBrmNzJK7WJYWNn4qwxL9Ljwi2VZMAKd0f8olZHVN1O0eLms+/yYeGy985+yIx6+kwpIWC+UbakT4KPylvE/DK4UR19P48MRP0Rn3LzyoTGCS56fERHSfTbj1BeqNEA/xwuWom9FJyZlvqmorat8W5xYUplXZXb362obx6uogboY/dN28eLpR9PpKctnVqzXD966W6nvtSYT876P7pmzNZdV0M2KJ8LUyR8tJyLn4pNNh6mnOwVfr2sN7dx7H3rx74/7Fx/X9faVcq/EzH2GjMKlIO2DsN43Zhscm7fr2jnbt25LXaFdDuv4zFJa/fIpYnHQAggwk0oHqPQqRUOUeXDF8EBfuQuQMMlnIx+BYApYgIAUqBSocZmdwkWD4rFFQh4PysIiXFR5HnhVEfkHK6qJcLZKNTMByXkbOagbDZxK8NrBacMCJGJdI5nxqajocNgnAZdiyEKl31VquMjMqJZ5Tu35JTIXM+CGtmjNInxQiv/nqH4zPK5wj8vurd+KyCwtNO5Om0h+z7IayoKL0pH5ILe64VZTyw2U0g9C/vfSqrVWoZLqj9S43slvkSoQv/JLW4Ro5iWXkUpzRqTcOJCE2/v2t2z/89vCPHx9lpzyoNqWd7Wsk+6RhozC9otfmsI6OWYwGbMJFeTnZGakouGWJok+pu1MQc8gDvjMtl/bHmQlUOgpmX9jOYDjn87iwdfN9VIR8BIZCuSzkpSI3IZdZg/YBKIVnyYWUGUgo5PyCsstRrhjXkIC/ImGQVULxKOR0QZKHkIP4LsUnpb96he4x8F3HgEEpXBReSKpN4fnxr7xI5HD2S2o626Kvv85mZu+VaGrG+P31LzHAKEFnht2U+X3ErbLq50GqWY5J5F+ITKp7FBUVcaXW8P0fufVC8UnE1ddmSzVaW1x8BS/ihWtp3a6pPrDqhDx+TB5yoGNwSeyliAu/Prxy8eaDH/6s6tV31JyaTnbyRwgbhamVPWYT3IF1FSV5aclJ5ACG7w1mZRyqlCDNiNpfdvAl6TJDIIZchQkJVDQgcldSMhWvEfKVcVRkghz/oOAd+4ObkHuD8AQLBxssq4gnFHLQ4ti6+IOwTsKYrojfqScV2555FJJzhgxiOkgsJqUSBKEUIoISE5cYLgqjCiozSpnf4vs7zzgQRiUl8mG7P0u4Hfp6zGlsvUpAGPHjTbYjSo3OuLOKbRKF19VcTSpciXn9v39/VapKB1uY1tkbf/lKbkXE1aT2iSl95klOymv5QyP9XdUZTxAejLx+I+LqnV+vF/VbPZ6GL7cM/eIHCBuFz9PKqkryXiPhNjX2BehASA7GxpL3AxoYk05P5PRYnPLFZZIKgTM4REAzjYdPzP+8GwXmCYJ2TCPkzAyGwhAHNyEXbGb6HdM3mSku7cjy66FeHyUK2KjpivHMScm5LHlzBqHEpGQwb9JBBNgpaRmvXmXgSE/B66/CROH1kp6udi5YduUmk3WR154/E7xpl2ILuNfup7Kn/v21sDe1Lzzl/BHIwks/Xot+Dn0grqvs9oWrGbUPIyJzRVOEvgglwyOlt940xGrG3QOvTtQNrleOmt/11qcmUHTuwoUL1zK0FYXGyYkRX3t4sR5232Gj8OGTuEQmPcCHGhOfhEADOTTATwmlCsGQB8gokO+HnJ7GZdVzBzR+Op+sAKStCHocZBTjfpPYjcTEfDmoEehlZ3BESBRthtyj8mhY2QyF8Exy0ll2QQSJSTgyu4PVu6Pdp1SaglAi2g6kJrODk4WpaZnZeXl5uTl5hcVhovB2eW2dhkscuMQeU+QvT2XskldiUhj8rj1ntuX151+7KYcCY6ohN+JaasrNEi36e/5RW3sr4sabmsTIu5qgLp+RLwyOLv3UmMuQcbJ+erN+VK9tKX6V+pA8T5G/57SOr3uNnpXO+kkldaAnfVXCRiFRM8BVlIj8Jzg94si1AWRBraLIGLwvz7hqIuHgfCEcNrgjIY6DA21/lFPA1R5xpXYizxtkIbUQ5eUVx/VL0ovxU5P7hUs+IIsjDuoAXCoETOQGMnFGcGKbK7fPwgDG1yCeuWBwTUhu/OTCy6QrxiWlo64n7RU4dgqKkTxaWlZSUl5dq2lqaABJc5goPLbuV+/elNuRt3I5Xo0o2pIvPs8Iz8b84nYX8ehdfURse1VxnxX1zj8VdMVE/F6qayjp7z0S5fu91uFdMr0+uYVe5MP2cV1Fzv3UxDvYjy/9Udg5YjIHVqa83g5j49ekYISNQjg2ENp6+QJWBvAGbhAmmxinBlgz4yHngiQRhcv450+QYDgg2MISIEAmp+BP4ISc2ozQiHV/IEZ06klCFgTnYaGkF7Jr8B3ABWOhsbFEmBcvMTkJVYhD3ACkGjyp8DhDnGFifFOATgTtkCGTDF2P5DYEeFxSGnZbbLbZOVkZWfACF5aVV5e8AfIaunp7enr7B/S6d31IWuvrB7PEuaEwmKXh0mPGS4QNE/j7NUMJ1cuXIRfi3Z+ahq/HVhS414fB7RaZ2fsy4qf8cc+MNeuoe/lKYh2nIYQ+fkzSj7aWJf949dGfP1z64V5xr1lf/GvmwnufxVzd8xVa4VfsyDEkRYizlawMoo+W2QGckyNZJvgSoeADJfx2xzQvaP6QXVxaS2J6GtBCKAIMuWBGDHOpcKWYACDR8FMNfhwiz0S8BfEVHZOUyl2W5DITeoTvlCQgMQkXi3mZlA7MsRwKCgbD+ZKclplfWFRUkJublZr6urS6BtVk1bUt7S0NmuZWbWtne2dLc0eXbsBM9VvWUfDooNMeGu4Nm8xfh8Ir959di7hy48bxve6Hx9Gi/HuY+i1EYURkiSs/KrGyr4VV2uf23Yj4vnje0aA474rH5JUMk/VtXswFUIF+f/V5Vd9QbyY+TsrsobWwLrX2LCkXx0AetiwkFDLBFUskWKApl6EQWiIOkkLS/gvVn3PAMRcc/UwjQcUDMz09GbIwCIXMpQKQgomJgipgWE2ECYvOYWRiREcDkAkpr5LYRo4UGGz2nJeZkEdqHVCenpOXC7UuH2m/Jei8WFpWXlGNcE+ztr6mpqqkrP5dX19ff39fn2FosE/X09eLWokOVPYPgrzEbDZbUFZoMg4MWceGLaNW+9eh8Ke41N8RJL4fgtHt+jNB/Pz0OKzAw+my8aHReO16wj1O9GU2XbqabjDcu3j6eUEjLiYZDGWviPH/xxtJjYOmrkRmScVMfLSkVSRXnHG24OFfg0I4+ggoLPgVlJgiAEIuDGFnpqZxB+zOV8Ahh0LuIK8c28QlWciFeimxKvo5DCEYHLTNUgftWDhaYrCHE2y5PFUiTQR1diYdufn5BQWFJSVV6ALe0tKsFQ4QGnd1tLfqBgy9bY3axqZmHQql+w0GcDaZzIP9SEMz9DY395lGLKZB8/Dw8Iht1AoOnRG7zQTKk69E4Zee0bUHd1iF+YU/eZ/2Vz3QUCd/nz9SLHj/IpOqYzVTfl3+kSPrVUZqBidJkjOSnt+7c+uPP34Tjms/Xr10q6k3hzWMvJauNVnbX/AmcYJzf6bmTer/EIVM26K9Dvum3DPH/Q7rRXbIUZiZ8Qq2KJOWnJc4PhmdcRjvkoRCsrYTob7RjoziD0qHTUwGDOOSXqUlJr7KycvJyS8qQpZJYWFJWWlJWRXsCDoaNE3NHT39PX197TpgrE/X3dHezhDYBWnXaxw297Vo29/16o2DyMEdAa0dOCXsY6A3pgJqVG4hO9LhRDEhGMSILAI99ByoZP06WfglYF24/vwBPd3LfwanY50jGKPqbK95GF6vtjnmJ4da2Fpxh1aL/zS19dr26uoaJDdCUanIz8nKy8WmxR3xj57dztOXwJ6/cD1TazS+fSTW5D3rnVoaq0zhG9iGec9fIwshocjlx+XfyTNTOLcL7y3hkEgGDPQzdsARB9GXCLcIZCGHQpbRDPVSQiHMGY4Dh/ZWaJBJqa+ycvPflMB6ReVeboWmqbG5Q9fRyo6WJg2STXro6DMM9KFn7ZjJNNjxDqYFiNz7UBs9CIoIcMdSZaptAPQl2HDHwKcNeIEZZ3oKrNnISbOhh/e8d24GVftg0Zma9Xrpl0nX/KLf/+1QSG43UtguXzt7MorSp/5AZ85lOun3mW70MLl3SX78cOXSpR+uRV1HQPQ+RUV/u3yTj6gK/yBE9UeJteRW5O+Z2qHBkusy9fWnzJ6B3uYssXWF0jsKGvc1KIQNwFx+BB2eGIaXglwYjPfIwBQGLQzxvQrbbxpifTGJ2Jdf4TdofpiENceB1Q1WTgI0S0CNh5WTjRyoMiQel1fWaDT1jW1dne1Nmqo3lc29/dhEjb1dnd3v3nW1NjVoO/r0A+DJHhq1Dg2Y7A5wQwwM2caowSj1s0BGuB1UJOjOMzNps6Iy0DUJ9nYv+jYuosE8MsUJjU6nJ7ACIu1F9LcAiyLaq3hRTTg55V8NLH5DFIb14M520oU7dcb61Fu//JnZOljKZ1OfbYaIfE9/TF59Z2feEd32Tv6rwm5iQv6KI2wUYgtOQOITufwYdnh6Iuap5vZiZrUypQ0j4RjBUCbVUNFB2EtB3C/1VRqkIBm7UAwTqGMdykKRahiLlxJeRie+yi6rQTVGo0bXXt/S1dXRA6lm0DXX1bXApDANDpoGgEQwkwwZTJYxlJ6C8AHdGB0GvR1d41H0B4GGDmU+L/qUoX/3FPoko2H3zIRrfm561uNfXlpcWlpaWUJuLlqFL3inJqZ9S8t+dBbwg9B9Ao2W52c989OzvrWN1eV/NgqhzRX092rrquvz+Xzas2LmQsaUu7Oj7sVxuF25lxjzlSGfsFGIAL/ggyZZyO/IXAoL9w5lEyMxj3brhGS4ZKAZpsEqYShMTklPS3z+PJFZKq+y84tLivNf5+eid2c86YMvn0ajIcaTpPwqbXvnu+6unpHeRlAhDg2PjtvHLfpeg4UknAMdKiDTpmZmnONur395eWllGX14lubNetdawOu2O9Bg2QsYgh8bg8AQC6p236zdhten0D4P/fPQuse/MEWtcMEY4Rh3zxOFjnvGM+NAez40RQOxrBNd6xd93jBR+N3f5oi4nlHbkHMz7Pu59kpTcfdC2Kd/8cSwUfgMley88SFDIRe042Uhh0LyoySmJDJPDfID8GI6TGTALzU+MSO/qLioqKy65m1dDaorSopLSksK8nIyk549S0iOTSjS9g3BaWIyjk2Z+u1gHUbLJ9/CtAPmwuwMyDbnvOiAPDPnnbUNuwAov29pcQEonDX1ORa9aA6PLrdoXDEBEnd0OANDiXvCNTUzPmC0AbpzXu882pnNo17L7bTbQC0xYRt1zaCVBeQpbc5oNrowAy4J24hzBtrhPx6F3wY/5zNr2CikFknHUcjphdwbvCyEJxFBDDgG4ZshL2JKyivYyAiT5WRk5JWUvCkoqqipae7saG5qbmls0La1tLRrKzMxPqWoywqiG/u4FXxLJjMaNM7MzYN6zmWz2mG9wqaYmp0GNdOYY9zQZyWMEVzmfQsTfa2myQnIShdMXDf65KGdGUlMsHMCjKODVnTy9i0u+RfQ02wBDb29YHSfBIXs1BRgjC0Zjc2o5fzy2noA7004pxcW5sK1kc/nKf3bZwkbhaF3ZK7QnNuqORRSCjP2YDhmIP+wEwOIaBIPFObmZaRl5eW/qaxtbO8cso5aLDa09Ow39OlHRvrqirJSM+tHZtCr2+mwjdjtRgtkGrbfSZD4DBEPkxO946EHuuyjNrt9eBh9edBdfnrGPeedGX/X1E9bLFja3RNTi6vLPsAKW68PfcBnALmF5cVlGCHzU+i5vOCBdJ3HRgwhuuBbWVvb3N5YXV1Bu9Gl1Y3NVTRAm55eWMJYVRZ+w69C2ChElEyIjch2ZFbgy+uLPArhE4QVkortGH5RJhEzMiAUX2UDhdn5hbXvEKQ1owPUsBmtaoeGR/p7hset/drq0rIOhwfyjkpLJ5zD42776ChEGUTghJ10QmLAoQ61DpjA6COKyitgDO3ypidGdG1DxNVuHbZDInqpv7IH/VLm5t0OEBljB/fCWJ7BVmsdB8UY5rLjBzbpiYmpGVgpdFEIVVCMeQHPKcf4BMr8rSoK/44oRCCDi3wwcgOkDrJDnjTDoRA1j+TrQzwN8g8bM6ExLQUB3Zz8rJzisrIGg6mjFW4XfW+3TtdrHHUaO4wOlx2t3jv0DrS+w07rghUyMm4HM+coHC92yEar1TI0OAR6MCB4YAi6o3V82DSKOBvQNDE+3P/OQqRgA3qrY9yOeoTeYaL5tDvGLHATjgO/KBUcMQ9bLcPksyamJ2L9HBtBOyALOI8tw2MTk9i9AU8naMjAcgKGWhWFf0cUwszA/1kqHtEb8JwvXMkQpy9yeTOUeZiMjTgdopCThYBhckpBFTz09c2aitqBfk37AEi9bGCds1hGJy3tRrRDtttHQbIE/jlwLNlMNqvJMtRjsBAxGLr09MNNA6r2AWNvCwIiw9bREZtzfNyF7Xli3guJZ+kdBk+s3TqKht7z0zaDyTU/TYbvLLZkO6r3vUsLE1abe849wdrLw1+N0dSaFJY3RKrDAWVyhhRJsmhcJCddEyoK/5YoTIrnYiF8knxQuI5HIYEUdC+USIXcBRxkm5B1kppR09nVoRvQt1VrBvvaLXjO5EOe8045vfZW/eTkGIJo6JRiMqNBPFovAiN2U78FmzDkExRBbMxon+ewDxlHxrDleua9aJbsX/HPeFZXofA5+k2wcxc83kBgZc3ndMytrgdWNtcXAyugz56e969ur3rcc8srPg/ajs7OwUDxzBCxHYwZeHPIRvZ4oCguB2DBeNF2gA4VhX9HFCYnxHD5MPLMmeDIsZBBQyikRBrgkaEwIycjr9lk1A2a+xsrNf2dOjvIhR1Q3vwrnullV3O3E366GfQHBfYgq6AZzng8bovZCVKwSUR3qUHFHEyPCZt5eMw5tUB9G4mlaR78iACNZ87eAxR6yP28tLY2Z3ctwN/nh5HiX/L75qbnYJDMoQm414sNH24c6Ipzs5PoUu8Ys1oRNqbupIi2uGC7eCFDEUSB8hluNsM3fHT/oqnDtk5Sk+L4gNxxKci9kszJP/gIqYqDS/ZiR2ZeTkmvY3TAZuvXlNV1a985JkYtRr0NjhK3w+du1o66YOKiB7zVaoMrD12g4Mez9RmGsR9DPI6ipw9+GxnR6/RDQ0PDkJZzHvesdwpMsuMEKrete2jGs+AFY+fMon9ibMo745qYXZifhnsQhjOZNBYT7G6bbcw2Cip4dIm0IYvLjEY/Rsso+k2hSYuF10KpfxBUBcOAKgu/IerDRiESErgs/5NAGIxCLr+VQyHyYaoHpxwm53i/trKht0XncFotfR2WyekZ6+CkS1s9OD6K/mXDQ8ZBE1oHmGGTTE4Mdg2gc5SJNQ8AZewwGBN7+0anXWOwNqZ93qmF1cCcw4X9FNup2zDkhytmyuWeX16em1tZ93t9gQB2Vx8CxLOIlsyx7vOAOqmFTNThgA5gsyG9ZmRkHO4hMHFDYyQKeJjgMOBVFP5dUcjSsk6EIYxoHBQv4QrbcPBJNRn5teYpx9C4qbOpRKtvbx+xDlt6G03o/mkddDobSwzYEPHsR62IaNjH7HC6zLjQxRE4gXlLuAB0YMUOW+eWvWgf7yX/s39t0zc5v+z3LC0H/FbT8saKf27Wv7y6urS6v7u6urW7sba2HFjzz3mXV5cXXFN+H5zg6DwKoYk488z01PQ8MY5Rk/pJtMKAjwaYJU7QBdrs1djJN8Tgd9+FLQtTEqnmjWW+nHDwwOOsE+7ghGESWq5Z3eMmm6GruapjsLONMup1DYNjIw6HxT6mrTajGwqhcAQOaTSvQPhkYlw/gA63tFHCv4IDBNrDxiE0t7W6Jmc9bjd5nWfG3QtzbnioF21Dy5sB3wwkIYIjS+sr/qX1VURFFhZ8sxPY3Z0Wg4Vknm0MLkiCNIjGRtGigGUVQjQieudG1s3U7AIiyDBU0BlDtU6+JQzDRiGox/lACSU8C0lbXBoNHzvhxB/JQjhsZChMSSt5Z58YMY8bdF3dJnNfP9x05t72YbvN6Rw2GzTVQ3jTZDb26nr1/UgONAwYLSZdL9qa9Xa3dQ4Y+vp6e/QoSurVm/r6rJPo4j0ztxhYXpx1TnrmXD7/rHfY6N9Y9Xlgkcy5kCezBGCiv5QPaCIj22Z6165HewzKBBug7H54gJCVYzbBB2kwmkfgVaR8a9u4bRwWOboW4I9JdUf+hjAMG4UJL1/w4WIQM1AWNLf/svRpIYLH7cisDk6oOWF1J1lV/XaHaXh8QNdjGbcOmcC/PqRrH0Ze8yT+bK/VOyDvzHAM6lEDAkgMj9hH4aPWG2E/wGsDnZFsCwv0tzH7vN/jXVpd29rdDNBvi/Or6ws+c/8sgsBLq9sbC27vyura+qofjpxlhIdhDiMSYjYhtxpTwPCAoglvkH18bHxsFNij9OvRcY4RfhySF82EdF1dXQY1gvcNQRj+jpwQE82DLQiFrDj+CArJQcMXPrF/MvJq9PD/mWxDBr15bNTImuQZdGZwEiOPatLaYUSbeOACiS4Om50lDc65qcvjOLpWOKfcACtibchAQEeBhcWAb96/gvDv6vKSb2l1xb++ubJq75tY3lhbWd1c9834VgOBtRWfb3V72etf9PqXkMMKE2Z2BqkMEI5utxv51T6EmpHuOkUqp3Ni3u9DfyAYLcx+ccBMngg3v/BbPrt/z9zhy8LYGD5EEoRCpgTyb3DSkffX8JVP9E9mUaPJ4TQBfMMDOqt9sGdo1AHNzIGsUsewxTHe2TeB3raIy1msNhM8grBaEJaDUwb6I7qamQaH0ecH3hXrqJ2MiGkkzMz5kCLt8y4GFv1Ly0vrUwN23/raEhA3NzmPVITZmckZf2AeCh/MDySuwvpFKgRl21CUbnIaea2LK2vrK74ZpHOBI34RBxKtPUhaXF0LAKKL6+qO/A1BHz4Kkc7AhUjkKKQ0ViGawtvIYL5CcRwRvghHdtm70Qm7sb0RjHftQ06nDRlZpLUtwLliRzy3VweBiM4AekRwzWY0kbLaEeM1ogW9vr/fQCg0G9C9ArqjdRYpWl7YtfO+wOry/LTP74E94QvM6ccXtzaRo+WdQgPSGXLFOJGC43KgxIl0PepRT8aJdRgJ24ODCEPjfYjXCYSdp52j4wjdTE4jiAcLGvMh2LK6qqLw74hCKH9c2CQIhVyNp1CfzslCgDD7NSvS5I+8GqPDPtimrS+u1WjbrHDrzXgBoyUYsR5skt5RvXt+chRKmc2J0iPEMSaQSbgw40acGKESZLbCPYiMF+TjLyyt7uyvr26sLa9sHez6YBMvrG4iRrJgdKzs729AG5ybQUYXgiRT08iJmIN1POaaQrc+5Co44Agas6KLqdk4aB6xUhY3QtlcGTIlSMAaxwGfucM2FVhbU1H4d0Qh1dQJwRMUy7HEhuRkkoVCOTxVmZAtQijMhhzMzMyCTMRfBRqz09Zd095bW1ZUit/HxiY903PY+5axcSLMO97jwKbpHDcZhoAJ2KgWhwsBYpJ2U/NLGzvbu5vI7l/fWl1eW1zaeb+5trO5HNg6PFxd2txa3T3YWAysjjkXt/d3d1b8HvgPyXPtRz3JDBJlJ6bpNxSg+BapKz15rVk5AMQpilHgn2GJi5SeTV5sRG/GYFLbfSuqLPyGIAzfOgElDef+A8sH/Sa4Yjh+IhbBI/6/9FdplEyTQTmu4IN5BSLurOJGswtdCvTm9qqSN/VDdrPBPjM9619Z8XGB3f4W2xT42kd6ausb21s7ujv6R+zTy+ur66sLcz4Iv93djZU1ykFdCizMLu9ub+1vwTw5+Li3vnOwt7O7t7a563LMBXb293dW/Ytra6sBr3dlY3MN6h28N2tb66uwmrc2V5CrAIc1LOzVwHIA/4eH27e4jKpP3wLldSPHAXojeomPOhcCqnXyt0ThS6RQcygkbyExwRw9kl+lYz/O4M2SVxlZOXlItk7NKijXWqZmxtCNor6yqqyq06RrMSGlBpaF1+v3z9oMza3jE3pt36hB29qu6zGYzfY5X2Brf29rdXFxff/9+73dTXhmdrdWV9YC8/PLq5u7G0DoxvsPO1sUJtnfe/9+2j4V2H8PGK6vb26srwWW1zbW1wOopVvd2DvY3dzY3tvbpqzqleXllc3tzbU1gHR9e2cDMZadzXUUfsIsWV9Dfg4qpDwzc34Vhd8ShOHLQqCQTyY8EYVUaodaT3ZkZb/GkZGRU1ReXd00PDU/aTW+q0YHuMLajsbaHieE3PoKNuWlKYu+q3PE2lqpm3Ahnmu3IzSyvLV38P7DAbZgqH/v9ze3Ntc2dnc3V1c21hAhJt/L0rJvaWcfSIJLZmv/8P2s07P18ePeLjC1trKBnxtryPLa3FzHRO93N9e3AdDd9++3V1c39/YIhLsHuzvb2zs7e3v4d2stsLr74T2k7CYwjGQcVKKEqRd+Zseh676Cp5i4/Xm7m40zHh4aj51AE2m4VzX0u4IZ/ylDwraRCYUsYsIq40PJwiSiXkDFJztIJ8zMyC1Gx3NNTd2Qaxob3UhvdX52dlGDrtdgd88vUnnIwuSIob+jtb+/ofLdlB+2qXceGtzqzt4+0LG5try4srW3ATGFPXWTdtZlyCxs5DN+xI83AcsVROlWt/b3PW7/7oeDna2dnY0VEoEwnH3+1a21lT3s51ubGyQM9yE8A4GtA1gxq4Dl3tb6+tb+DnAHsbm6snP48f3u7j4JzlU4cDxhovC7+wSXxMDnnFMREWX8Lmr0M6Fv9DAqatt17ITEz5+3uRe3P39WAutTL/l3GfA1KOSKTIjlKDQKGZ8RT5H0io6MgrJKkBhV1hkpsdlqH39XkpmeWtGPdC2E0cDTZhzqb23Ualv7+pure2cWlzY24AWEF2dpZQXl6+vIRZhbRGEcdMTA0toOZCNK5ZYCPvcsfHuAI7S7wPIyba++Sc8aapeASuZA9Lon3J7FNXi2twFVvL+6vru/t7+/uRLY2MN+vgIYbq+vrGzuM4iub22tre8dfjzAkA2/f3nBPRk2Cr9jQuu+gJ8vPHcm/RhmSeSVfz6O+8+ez4k0KNHzr5KEX5HNAFko8LSehEI4EmE881nW6a8yM7OLigvzC96U1Bss8Ib06m2m2uzUxNdo+dbRXF/7tqqopKa6pKJRZzANdjeYUA7s9SKUgfQ/pDEg1OJ0jJoGETeGSY1k/Wlkt4JSYWYaFcqz007XLFw5U1OUwzo/i5Ll6RXYMgi5OKfhevbPTU55/YH1wOL62iL+hR65s7uD/XprY3MHWzvURfyztr774cPBPjbiXdg1q/uH+5CFa7CyvQ6rM1xZyKGQfnK7KPcTQu/zcWFH4yDtRglr90O8/7n88yhNNlrOTXrf8/mwm5uR/Yhyff4cuC+7kOySn8s99B69SXA3cqoCt63L93cA/LPnu+/oH/G4bzz8zvV5m8S57BJsOnYuf/FDfkbutuRX4j6vNLxceoHdwNfIQr7WhHZmcPuzQ84jTdQhkJIoOKGGDQBhXklZUW4OeBiqu/vBt9DdbrJ2FKelZOaXt3VqUYVSX11RWVysHbKa+9+1aoen7Igd9/a/0za3aJvqq2vAb9nZ0dZrNhut6LU3gjJkm9WBmN/s7IRzBEVQeiIj7Dc54H2xWywza+sQYXaLDfBbWVucBzr9gcDiyuoyzJnNjR1ogzCi3+9t0W8wmff3YV6///Tp4/v9HRKGy96V7Q0IxG3Q1rgNrR1fh8IoQhfbRrGt4udhANsq/jt6RBFEtjncHh579zP/1jYvYA9Hv+uGyHRhxvuHuMHtz/cTcSEoAbgE+yldEqDOoZu4//mQtvUA3sGIKHaNKPkGr+HE9iG9zUEUv0A6R22TViFdgpsO83FjMCMkOP1yn78t2ZW+O3Th5UNcDZciBUV64atRyO3ILGoseGdE+UgpX9TEi6v8RAleZl5Gkaa2ODe/sLSssqG9pblb36sf0r3NeZVZ3Ew5DaB0M6B1dYfZ6Rx619XeioYG7e90zehlXVNTV1tdVQ2C6dbObj3yX6zjSPJCDjTyHGyWQeu4ZfBdk6apHg0LazWdKE32zk+5FrCbzyBtcA6ZXqu7a9jZl1ah4q0EVjd3drY39w9Wfat7sEDWNmAZr62v7+wd7O0efPhwuL+zHYD4nJ+YX1kJbB5soxh5qLak6CtQiG8+/4i4p0rSDjDRHIfZd930pETpeRSGnwE62qxJ/uG9UQYAwvPn+x4SNAEGdfkE0lQEOPbXZwZaSE1hHH9P4sXYtl8OoSs7mU4sJxkpvwT/Pn8+Nzn7cPxtSVfqZp+XCXLuJNkL9OfXyMIQ+a2yThKU4MUS/RkK017npZW+ay3NKygorqpt7tZ1dA4NdvUNtpfnZhR3OxaWgJIFCo6MO11OK0J2YK5Ey9sRxO1AOtjf193R3atr1yFuZ0e2Pki9kfNvHhkzDQ70GYeHh3rbQYDe0dne3KE3jU35EAZe29td9UOX3IBhvH14QD4aeBqhK67DPN6CWrjiXd7/eLARgP9wBebI5t77/d2DffhxtrYDUEWnHDMBqJBbG8sLjpaC3KyvQCFESYBOZ2KAqXSHJxm4h2QEfwGFbMcG7tgQbgfEb5A6vPHDTR8MH1GLHGWqJrZ143dGtqeL2mWQmllOuoAHSDyCQv5v8RIaQiVG8XeM06LYEPG2pCsx6R7FpDs3qeyFb4DCoNYOTBKmcyh8lZWdWqXvKAXTalF1G7GnguitfWjC3KGpazXa55dXVtaQeeX3zbuRZ+9d8s/MgTIBsTeweYCLBpE8N+JvTg+yXVxOxEAY29ucz20bR/SD6p7sVBnvGCfCS0gyGB3w6MCTCPfiwe72+4/7m3DAwDyG7ocXsA3DJtn68OmAxmysQSncPfz04f0H+G924bqB53oeNQRweMOTPWWpR5P7r0ChIGU+f070eLAjyx7/EWk3ynRFDqMh7BkmaBLvC2JKws4o78JxHeZw0wv4lC5JrzKoQocMAMjCOGyfR+9n+zNM9KBvg+x7Ib8EWxMBhSTw2XdCwrZ4Jdn58q+YOPKcZaGQVC1EUii7kKEQGddJVYbWosy8AqiFYw7bqKm7w+CYAYwm3E4L+IsQLAYXErLrZ+dA6oYULGyIK3AHrmzAK7gAY3h1c3URgiuw4F3d2oJ7BbjdWJr2rAWW1jfxYzGwtozMf+RTw/zY2t6Fk3sF6t/+/i5cO/gBJwxc0hs77z/C7U3uQmy/kH275LmBfvj+r78+fjjcwxjyda8G/D4Ejzc2VpcWnMZqBMLPBYWChDkMYQDTxsRpirRlQn88br2QLP08OiqIKR5WZKV4mOeGzJqjslASatgGyS75jPkTXeK4bpJoQbIQW++oMVgm89DhLSfhEkZ+Pv78RMzEvcULZulKh+z22PeKm0r2wjeQhUEoJJIujp4LBCHQHav7Ndnp5Lbuc7ugz3W/c045pjwLi35Xfxe2W1DDGVHvBHYEVKgjAQbcSAuzcMIEUPyBaNqcbwPhYqBtbgYgXVlEtBiCam5hDS5m+PeWF5cCfuQLYkLwHG1tbMCdSD4Z+KvJh7gOJ8z6BqC5A7f31hZ0wfW9/S0YJQewRaAU7n349HF/H6JxDe8h3hJYCqyvkw2zPO8crM7KPh9ZyGQHHgMMzqjvEnnnnygP79MOV77NeWo0nFMm6KAHGGD7IHuWrs+BKCAQ2+d3UczkEOAReisV9EJMva2R0BpCNm9zltGRaXIIdEGXYANEWUgWF/fh+Nv6LF6Jyeqoz93ipLIXvgEKBdJgLrWQxGAGh8JUpP7X9NZlpr4uKKsfAp/M2IB+eMo57MIm7Blvr6p9W1ZdX1dbg9BxC2iou5Drj8QW5Lig7B18Wj6QzUz6AwiRLPjnUUmMwiUqK6YcQP/qEhJU/aiBh4tmBiYz5CYixqtbmwjBrSBGvLS46FtYQgBldW13f3tzZw8Q3aQwDGJ1sFIAPKB1G07qnV3k56zv7kKGrvr9wPbm5tbG0qzLUo9ek+HKQsn+hKnJPDDMjMTeBc9HQG4msxeZH8W1zXutPUEy8z5JFOZHFK1gjE+MwkPHI8ZUh58TsSOTccvbyNIlyyGfmNiDTYtbiqIxzAg24sUgGxmo0DA5HNm6idUAAEW3SURBVGRqj2LDJWhKl6D5tg+7c2goXdBziM/FPhz7GInyK0Ud4s1RzqRmYlF6gX3Nwt6RY4SU6qDwMVL+iQOELz6mfBpOFiLrMPV1g765CPQ0Za0jMwvL86ZB27jZ4kZ5ksemLal+W4mD2L3pv7dv6zTwIWrbmptb2rp6+odGRk0G8wQyYxbmQMeKSAnK5oio1YNcsMACpWYz7i6H3WoaQW2o0zm7DIOYZSks+vyga/WuIt8GmRAIp8BG2d7b3cLWC50R2uPaBvZ2hEo+7G7vbkBM7q6tri97vZT2ioIV5IbZ24rzwrVOBAWNPSpBF8PDCHwOABdBKERAhA7azozM4UYWqcyO5k0RZgdzcyEks017MK8KAqGB+4FtaJ5HlUP8rcH0HGA+02UF1fEz6YXcCbKDGTuy+/38ufyQjA/6EoiXwKlRog+S4Y4/hbst+ZWYTT5K5wuXEl/4OhSiJj5E7R01uaG+1nSg3Q2l1CChgXH6J+V3Woz1RflFdah/X1xbGDHAVTM+B/aYufG2mgZNTXVlSWl5RXlJSRkI+6tr6htq0RIHB+SjRgMB2T+GvGkPSFih+3lAe+52TU6Tk9o7MfSuowsexo7evt5OsPnr+gfNzsUNhE4CcA+CMm5xyedd2oLQ2z3Y295GyG77gEwUREcgANfX18Ekt7F/8GFraXl1Z30RFvMGwtHLSHDwE2Xi1GhHZV5muLIw6Ome/Y8Q3pyzT3LWM5htIj+OgPSs8506PmxZGB+SGoS1WmL8SKwFHVUjk3KIVOtXqSV6u62roqhEaxybW/Y79a3N3aYJxjA9ZR00DfXre9qbtQ31tdUl+UWQim/xCzUtAQzfVlfWaNsNIC1EmfoM5UBPo4aJqDHdKD2ZHevTNjS3N72tb2nTNmmxn3f2Doz74YuGUrjqJ8npW/IHEO+jrLD1NbY1722vBTYoP2dzY3MDebEwaOAaXF4/2FqEFN3ZWVtZ39te8XlnJ236tpo32Rn/GxRq+PSFU5/juQ5wMUEsO/6RKBSb6XAcwsjvoq25bMBu76spKdEaxr0+Z19tVbPZSQTTRDIzC4b92SlwwqEmbniwF1RKzc3NDSQHoStWV1dVvtV2GMZHkfaKijmr2Wy1I0sayfsTSMx3W3Xalk5dm0aDUzRatK3v6O6xou5kA6kLqwuexSWvB4zXUCkDmxB1i2sba+sb6wH/Erw5JBEPEE6GFERaAwJ2Hw/hL4SxQhiGae6btTSC4zjrVer/BIXdp+dAnCv8mBYA7+aRSXll7twvJU74TWQhn2zIZCF1lUC+A5oeViKHwaipLNMOOmadusr80k6wJFnHQHA0B14j78ysGz5rOyiAvdPIdbWhFsSKYifDALzWnR19piGLc7TfYB5CCxMi9tf36AZMJiqQN3bVVtdpm+uhS2pqaPtu0La0D3tXllZgXASgSKKVxCL+nfMEoBtC3m3vbK+tLPnW9g8Rr9t7/5FyxpDPAOwd7CGzCybyFnJg4flemJmydxUgUzzzf4TCb/fcT57ZddxFdExvPO/7+iYoRBU8HQIK48CunlP4RjPsmjQ1V1e1mScc/eWZWSUdIyOD+rG5Rd/crNfvmXQgqWtgEJV3Iyh5QvWlywPec8bQNYN0Z9SzI7QyOeNyILwCzhCEUEDPgB4TA33t9bVN2iZNQ6MWKKyvb2rpeKez+UHGQE5nSg70elZgaCwur+9R2HgfuTQBGC77H8ki2UC2IioGkJoDzG6CYQ6uanLgbCNDx+cYeleVmU5VW+F26T7v5/XvnO+boBA97XBwKESn9aT0vBJNs7ZnfNJtbq192z3qGmmDsVyiRVumIbS0WQGJ9Mri/MzEMFoyIZjc3aJtbdU2dg5ADII6AfWgZsMQ3kMtiNsNqmDq2AR6YCiJVCAASo9xqw2YhFvH2IcTqEh0dHJ5bWl5Ax6/HfDTBFZ24CME2g4O9t8fHuzvryE3DOVReG0VxsvSxmYA3sddcllvrCPHYW//418ftzfWfCPakrwstK9Fu6r/yY7878Tc8U/1VSikAnjRT02eG0psxY9k1nmb6qOQap2clFFU29aDIPCwbdzUXlv3zjZh6ajMLyip6+i3uGDkovCDkgADS1MT6PHgGEf+FmrgsO/2vtP19eo6Orq6mpu1jd36vj69rkPX19dDWDOZx4jxd3IGpUyI503ChYMkhklwYi6CM2kugOjwDjyAMIq319dRHgB3NFK5kE29g6RslO2tonqFVZ8sruwewH+9CVTuHcJ38/HT4QH26t2t9YWhqqzM3BxQ0KamqSj8hl+JsFHI2AvBScO3loVFjPQFlOIhm4vy/DPSEllPbKp7yqvpNHTVV9V16boMnbW1HaNOkPgXF5fU9I7PgUUVlSPI11+DPTs/swBe1vlZiLqFgH8OFsvUjNs+bLahHHlo0GIZNOg7tfWaxvqmttbG9j7UJxtBQmyxjY/CqAFpA8zmKd8ysLURQGL11h6VQm3DRb22vrOOzJqDw11S+SiIvInqKWRwbUJGrq7BVt5awz69h8yuvz59+oRYHjyJSHj16Utfv87OBBl8uorCbwjCr/Bag4EL3evihRpQpLRC+CG9mkRgemZ2RhJnk0Cxz9MaLJriouomTbVhQFvbbkM6oKakpLLehE5zCIZsbCEUvLe/voQsrFnvsm/Oh7qjtY0AHHdbyGnxzPuWl+CdXl6cB/+l1TBgRtdYJBk6bKgRtdnMaCnbr+vu5dqRgcrBDQyDRw71ooiE7CBndWttE1mrKxsf/3oPebi3j9KTPfhp3h8iiwYoRb4rrBPY03sQgX8Bhn/9568PCDUf7Cz0FkMSUn5kmorCvyUKX1JXdkIhX5UchEJqaYJ2nqQXZqQlF3QOW+qKy7W6rvZxW099y6jD3N9UWlLRZJ6ad3t8gV3skFu7awtz037fpHfVj8Zza0urCHVso47pYA+0gwjEwWTYXUckzou4iBdq5OLa5tL8DJqZIB8MtgroLx1gQUQdO+gOHW7/3tbWNpL9yUOIbMKdww+oM/nw8RA5/B8g7T7uryPD4RC5hEDb4YdNCp5sIrfrw4f37z8csgHbu/tbnt7iHKqkRpZuurojf0MYhr0jP6fmiRwKeS51SRZSxzuySojaH+UmVcbRwXqUfFrGnfMOfVOT2WYytFeXVdX1gZofZU8o8tze8LtG0dEJiVxw76FG3be9CRce1SjBWl1aAAfhAiQkAnHLM9PojrONPNX3m7BzD5GMtYniEmzpVISCcMkqK1HZR30UqkQh6LY2UcT08XCfLJMPKA49hKj7eLC9sYWKqg3UhSKNYWedqkE39z8cIt3m4MPhx09I+UJ11Vx/eV4udmTqz6Ki8O+IwidxCJEQCjleYVgpMhRSORQiypTQkJ6Rp7XYaAdut3t8Hmt/c/2AeWjY0FTT1NRpmQCNjH8FEbVVp14/CmIuIImK36e9sBuQBY10F2ymS0hfGO41T83YJ0EN50eoYx3Sc3+LchAgvfaRUONb2VlH/gGixFD0duB/QZG71xtAdswmEgr3UY+HKuWDD/ANwvr4dIgDiNxZ34CDEFYzPNfr65RW8+Hg4D2B8HAbWdlLM4bqovy815kZqGlVUfh3ROGj2NR0DoUco2sQCqlEWchoyChuG7aZtSVFzeO+hblxc3sN3M12W7dW907vxN6KuMXa7uGyuaPf6raPo1JubxOtPX0bu6jWRGXw5u42uEE8w5rqdyOjlgm/3xtAcTzYgZH8sv/x03toefsbW6sLS1TWvub3I3kf3j6UMIHBYXUZMERC4cH+wR7A+P4Aih+M4A+HHwho+HNnY2tzCyIQchLpr5gJRjRZL+B0QOmo1z1QU5CHfJqM9OQkFYV/RxQ+jgMrCHlqgEQccRyjK7o9sb7deB1Z1lzvxaJm05i9q6qkDYLO53V1Vre+Mzqd+vaBAfM0whvry8ub7z969S16EArbJ/3bCKgtLwa2tkA/iDxouFBWAztLY3AdjoAzc5Xcz4srG+v+5Y3t/Y8AGMrl9w7W59DPHW1MZqZQQY/EhE/vISL3N/1+ZCkQmcMB6XnIacUODvBB+YMg3Nk/2FpZWd0FKmFMA+qob15doqYUS7555DbOu2266rzXOa/JY6ii8BuCMHwb+SkqQbkW3cTRAP8M8xdSPzKOXRg6IdJqkNOQktNgso331tX0uvxwDc731miae0fGDL2gS50CCteI9uNgsq/DMGwDU5F3fW9r0bMEawXOls3dHZTHrSxvLrkn7MNWx4QHxJhL/jX4olF3vPv+40dsreCm2UBrHdQ5BQLu8YV1SMF9YA2ulw3PwiYEHVm/wB7Qh32ZS69GMgPSB0F47VuEgnm4t7sH/hBs6aBfQuIDZCg6o7hN7zRl+QAhuWpSVFn4DWEYtnXyIin2JblpIAoTgbUgjnWhHQ8rmo9Nq0cVU39758i8f25hxdtXDRj2GA2DoDef8PjAUgnChbXxwSFU1CFC5w3s7vpmVg62lpeQe7CxthhAbv+GHwyuEIU258Iq/tyDSQKlkKxdOPje761OW80W2DbzC06TexXZ1HuULvPh/abXt4laEhKHUAmxDx8CoPso8ESoDtYLtl2YNctb2LJxCmImBE44FElqrnpcg5ry4vzc3Jws1Tr5hgBkU4eNwuikuJgTUcikIaQkHYmZWkThUE/nXvBOTvvn+8sra2o03WiVbbMgKcYbQM3Iqh9VTFN2k8WJ/Nedff/syu6yxw8WBpRhepZWYfGiPRnyuGzj3vX1paXdDwiAbO8ChR/JwXfgN3Xoh9Bx0TU9ZrSvIFNmawWb9cf3m0srZJpQ1G734NMHFJrAUXOACqgtqnzf3YAUBv3wziGslU8AK1yJW0iN3YQve8091F2TD/MYbZxVFH5rEIaPwpfJCei+HVoW8ozC3M6cUagbNpqsYxOoqANh77S+Ch3h33YOT7otoCd0gnd6BZ3HLA4vtkDjGIh/17eWsbkuzC0ue+ZQZYKGdZv7a0RN7fdPzaBlxFJgH07lrY0tpGEh2PHXX/tzukbDoME65nCNm6w+1Cytrx2w6va1LbimoSB+/AATeXdjF7WehwdEtfQBuPsE5sNtyEwKmHz89IGsmY2tDdDZIDXWqatGBJkYaDNVT803B2H4KIxN5QInoXZkvlieFaGkZr7pM+n0I/ZJVNaBiW1uqK4o901N18iU04D4x9z87OJqYMMzjJLkObN+ZHoZSVegowFiYaPOr60tzs2v7GwFwAcHLhnUNIH1DaDa3dvdhvF7iOSsT582HO96rZYB5Po77cNDY1N+0MS9/8DsjR14X1DhCcTBAMZWDU3y/e4O81xTnG5nc5/JU2TXHOy93/T511a8CygUmNFX5+dm5+QRAokNWfUXflskhr0jx6czFpqQKOQYGrhEh+TUvH5Tl97qnPUtr4KRaGlcW5xXVN405BzpRc8xv8fuXlrZWRhxLa36RvTmqRWwFPrnkWNoR1PYBZR0rsN22Ub4DWbvR+LvgJZ3uA92OFQPfzjYxo8Pi8NDE94pG3WKco0b+szuRezh73dXgPr1A/hk6PgI58whZOfHA6iG7z9SoA7Omv0d7NyEUWQy7LzfArMXupStbCw520sK87JycrOIelZF4beF4NfohfHIXmWduhMgEeGzYRn+/JEQS96bBGqcHJ+QnNM/0jPkRDewpSUwuW1Nt5cUFRZU6EaG+h0e7+K81Ta/tOWxTK6s+6x68zQS8jdXUBDvsoM5fRXC6v0HoGVj59N/CDiHACEMWqRekcMPpZywe/fmTY61vQ3fpMPpnkbrAL3FDSsaPr8l2D2QdYAghgLC77eQYI24NahC4O2GFP0IQpAP+3twIu6h/ASGNzr1LML2XhmpK0CCdVYmAsisWkGVhYqASEVTOeFUyoQtCxMS4nhTmLkGU6jmGN4ZdsBiZt3GyHuYkPr6naW9d5yKiP3rKH7zvispzM97o0VCjB1VI/5pxPA25kzutY1lh9HiQc0w/HzUtHgVqQf7KAdBcHdrHfQKiJIgJoLIGpKw4CgkesL1DXgGN6esMzufPm15nXbwJI2BPcQ+7fUtLYNMeHXzAzbe/T2YJHsfP255HGio40Rz29k1ZNxQ0JiciVSijJ9rq2BoWAaZ59pOYKgKG3I29EJEkNPQ2x4/VU/N6UDcRpV1KA6oU88MG4WJyKDmTOHEJFTapZNTjdrA0wHeYKr/RAFoCuXXNBtraw1OH3ovIelqa8FQXVyUl1/d0q0fdsyiSdgCSordegeIWd3mMT+CGXD/TXmg0zGOhLW9/Q2fy+meRWPjOeRbT6Ps3bdOnDI7axtbOx//OlydcCxsfPjrw+osCNGdM+grgX7vLjRXhBcI7//1fgPuml2ETtZmqPHnrG9+asa3CIFILAx7B0j3h+Qk0YkC5ZVFygPz9VcW5KASnmCYztOAqig8FUtU38pR2531CBuFiI8go5A2XtS7Q2YAdKh0ghaF4xXx+jPyViSjpGc2GWqr9K5l1MMF4I5bsnfVlBUVlGneGcfnluE49swtLLt0FpDxuy2ORZAJrq2CuRD26ja4W32BjYCz921Vraahvqmh5m0z6NZ7h+cRVQF6tvY3kXUTcE741/b/+utg1W13oc4JVJrEvYRp1la33iNddX3z4MN7+GgQSiF5fICNnAIwAeS1YqP+iDA0kTgE/NuAImhjdza9vWUFuSBAzqZPwB8qCs8KrTOMDxuFVPHJ9TtBDiHFFzKzOIuSwMdanBAM8XJmTpOpVTM8s7K2hNgYNsrpoaaq0tLqRv3IHPizQPaLfAa3zuCc8TrN48hlQB4C0hcgq5Bzv46eYk5tfiqly4IBEakR+fnFFR0TiLyBQmZtC2bIwcrkhH/rw1//+bQ775jygyfpA3lpKDqMIvf9D/so7IRBgvK6PbhqYFkjbWsLxSXLS3Btk5lyANJh9AhYWaaxq9AINuc6Swry83LBkcQ2ZXYIKBTLyVFHLnBDstcYp6Twipx3kieQBEsWHaCR47guuYN7sVmgqZQ4LBMF2kv58OMX4gqTjJgw1BT8FYXrcFflSC6lOxRu7GgxPSYV71X61HxRqKxkXr4K8gp7kTlT4AyVnRNEB/AVXmui72cPKCMLnIQF+Vk5+UUId7EjKwtejjxIk5zcvPzionpjR4PZjapKF8gvYcma2qrLqjWdJrsfdKk7G4HFxeWpbp3ZMeMcHltAX4gA0SMtYsfc3Xu/vjKny6MmKhCqqCYFzLMKihsdq6tghwOfEXIUsBNP+A6Qmvpp3++eXlhYYYSsm9Ad4YlGSd0WEhqQavOebBDofwcI+e1i19/CZr+1D1chpYZRmtf66odPH7ZXUBG6NdValE8wzM2RYCigUOKWBF0Gzw1Jr3GcksIrWHCBd1J4KcCYjEArwxNRcijkWCWl4SKHJXgGuTnlw49fiDFhJro8xJfFX1GaQqCsJOiJt8iTXErjxRsTKTfFScWLC1yZIvGmjD5EZMiUsYTSRxNfFzlDpQHnhUKAMDePjvzC4rLyspK8gtLKsiLheAPPdEkRfpaVVbyp6u9uHnLOz9lNOhAHa3uHDNq3jTqTw+XbRZB3B/3q/HO9XXqLa9Lu9KF/J8TcIni4kCa9c7Dk6i/FPk86J9HekLTNzqi0rqz5EekF4z+8ziveKT9MYSQNrs1NgUppA8AD29E6PDDwRW/Aib2xhaxBGMpIneFSrRFM3gZ7P7zXsHkovwEm0NY6cLq5vrH/ccetBb9dYV4uxCE2ZU4YijuyxCEkUUEKHELBrzDeSTlfJHeqQEQpCENOJOIHo6mUOCx52sug4aEvxPEIHp9CzsUlkiIJJJfSeDkvksSHxCYVLy5wIon18eIyHPnM4jWl10XOUGnpjuzWYe/I2HTzC9+8QflICSjTqyreEI9CeUVVBehmKkDtAcIZ/Ev/FFf0Ggy2Gf/ccHt9dVlJdYtpbLC3z2SfnqQdGakIq6jCG0ae1whICmEdgPYSdgzqlMCmgCBGWWYG7YvEhJiakZWVlZOTlm9Ad89F1HfuHaCaCQwKi9hn/zr8sON1TwOF8GiTsxBWMRJYEZFbp9Ay3Dqo+UQRCjH4o2n8FpoGIKuGIicInRx+QFrrx0/70Eb3Pm46NfkkC2lPhlpBmdayLFdpKSUqSOKBIQgFvcIhQ84XKTxCOTu6/MnQ7yKHJU7naC/lZOohL6RhFoE0kTSFjFNBOFMkuTx6YW4GiSOTNzP4ez0ZhcGfWfpo0usiZ6h0gfNCIfqX5AOGEHZlZaXglQHgamtr6+rApABKj9q6ek0do5ipf1tV0z1kdfmW3P2at3i3trHPioaI427vrHcddAiwBlAJ7NY3t+vREjGA9PyDDb93CYxvizP20Y5i6JZUN0BJYklJVEqQmZbVDkvXh8RrOJup49iCDzGST0jQAvfm/NI2ELe3uuDfRtL0e8SJMdMW/IHLaKCD1LI5cF0b+42uVbCrU4rXx7/+859PFHTegTzdQ1Hy1v7qeMMbpDEgzZpZWKQPJEtZrtLTk//GNL6jXGv09/GH/R1PRHlMFnJjBQ5LkQhQPlxQ9IIvzWhEZBcSpwhCIXeLoqwKhUKJ5VNorSJcXEIhurdwxJvcEfSZhfOD70cmP+UDZEgMWxZCaSooKi5F54iq8tLy6rcMeA1Nmtoa8COwX+vxGniONPX1rf1mx/TMSAsjPmpoau63T4NwGmUhEFusCc76mtfS1tRlsbtRQ7x/uOmZ8m3v+O39zbUlGa+y02EIwS9OibRJIONEsliVaWJ6Zta3jsTq3cOdpfn5HcTg3h9s++dBGYd+OVtryx4fo+FahT0E+2d+yoHG2+iyaNRpa8uLi0p654mzC15rqnVCEA/+cEr9XyY1YMmqKSatkGshyQjHkqT8QunpSVSQ9BpxSga/gke1HcQXyZ0qcF2GQCGplgKHJX5ltJdBw0NeyCgjBmTaqThFsCxktwjUcLQj/OdgxEjCZxIoN/E3N6l4cbkslBFvYqD8M8soO2Wvi5yh6B4gEhUHScOvQeGb0vIqkBqR9IPMI26E5kZNHcNjvaapsaEeYNQ0gQCpoa1HbzL3ahg8mxo1zaZJFHku+EGXAEkVoOrPGXtfS491Aq6bnffvt/xz/p3dmd6assLivLyC7IwsshLSMl9TbgEEY3pxHzoczy9tom5v48Pu0pR76wMYhOFnnAdv4cGHvbWlxYUlxEQ+7G0sTjuG9bp2LTpZ1IDvpqwEYu51Tka1NYCwCxJcKSvnI8VRDt5/OtyhHJzdhcHqwsLCfL6P6ckolKgg2VPEjyOvEO+knC/yqBg9IsIYTSUJQzH8QCcI/0nQOXYhGDA8ko5McQSFbC6B5JK9x48/Khfpb3FS7sPxWBU+qSQCj3xmUdZKr4ucofLLnBsKi6ARst2XiT4tOkK0AYW1oIsB1rRabVNDQ1OTtgUAqG8EbUezpoF7o6npnck6gmTCifFxl8s5BkYQZGOb+4edU4jZHSIJENlba4Hxlrc1VVXoCFBcXFYJ+wdGUPGbkjd5+UUF5Xq0d1/eBK/M0uLunt/lDGwix3prwz+P1joHH6ib0/IaBV3e7y+Po9CqEFh+U0DKXj7gBY0vs6jTDXZXuHNYJI/+20dq7N4GoIsUndL8ouKC0CiUGYciFSSzm8EpKSOHJPct452U8UXy5jVPRMk9Bp6ISByOlzgOS5H2Uj78+IWY0ZpD/EbHpxAm56/D3aJIcikbz92YRLkpTcpd/KPIlSkSb0rLIF8FgSWUrihjzuQ5Q6ULBBM3foWnhtuRS0ga1jc0NkoorNM0ou0DMIlDq4V8BAohAxvBCoftmXsDP1o7+oz9XV39ve862ts7OobsNovDPedf3QOBEZIelhenhlAAX1cNDrmSyrd1JMmqq8vKqspLSsvKqvvnV9A07ODg4+rCxo5vEu0aZ5bRVizgRbdutGREkA/2LzH2v18eflsM+YcuKwVo+INf3xS/KchD5x8TnEKbSPyCRok0L7gNMd3eDlC45WgsIrDmMIfn0R1Z5vQSuSGZggROSTxJiS1S4J2U+CK5UwUiSmFD5qWLMBwvc4T9Au0lz1vJi8KjF+LmpL4REtOlOAV/QU7kCmfy3Jvy8fLPJOp7bFLu4ktCvx7uTYl4k50ofED5LAz4wloInKGyAeflqQEKmXECO7iOuIo4adhUD7aiZm0TwNfS1t7eCrxpG6EZgkcLvXPqgFf8CxTWVtRowTZYr4FkxKlabb/NDo5rhPgQUQNxwuqie1hXj50e/39bTq1ONMBydQX0T2CxorrDAUJgROAON5a3NhfcI84ZJ4hewcDgWwqgUSMxByPDENXHez4TGqZUV8KGKgYGS0qKSyqxL2PaPhdSCZH0yuwaoJBKn3dgGu16DTVoUXWiXhi0lZz4h2wvVHKCfPgxDkslE0hWB5NDR2kwQ0xxxjtUdhNhjgpbL8x+nY1tq6S8sqqmDkYJgEY4pH8h/RoY2trbWkAv04B9GWxaGghDSMLm1vZ2UF3WV9cCi9igAUCIyCZNt2l80ru8vrH1fn9tBc2MPaaOxuqySmiYYHkFMSGQTZZPXUNjQ11FRXWjyYeEaThaNlYp6jxsm5pwTfu2NkE6g4gI/H9byIGlHXlndqC5CWoCJGlFZTn29ZJy9PCBOV/fbZv3B0BMQ/2eiJMBpQMoBtjdXRrVViKvKzubuWm4MCQM9DNG8M74jOXDj3FYKnu0Z53ijHeo7CbCHBU2CuE+zisgr3Ql2Rx15KQBZJhZgn5hpCqirWJjY1MDvaQFvSXw1NTc1t7R2d2CmDBURVIcQRXcSpKzsbXX5EQrbbjr9jYDKMK0d8DTWF5RhyF19UB0S6MG+IPO2YRmZBXVGp3LvwYuhcONwM425Obo1IRj0rOOHP4NuAnhCkeBJwqjYOhM9eGrgOvUw3h/izmrajSNmtpaTWOL0Y0oIfzYSPh/j8gKeQ3f7+5vuHuryyALc17n5LBQEAWTcZwNhWfknZSGh+CwVPZkzzrFGe9Q2U2EOypsFCKOkUvCsLiUsf7yx1veR8Pch+SmwdPnAAlkQhxCFHbATOHh2tQEYJKUAw7bei0T3kWQ9S/6p0f0/bom+IAqK2vQVKymTqNtbda8rSesA4faBoBI22+dWkYR3tbawZ5/EnVUjnHnFPhCljf2QKyAPC0KJwOOG+4+4vsiYQ3Bi+8CaNtbtfWkRLwb9bGm8Ygxgz+TlVKhNmVxWFMGS7q4uAimDB3wXdNxNhTKNDIlT0YaHoLDUskE8vitsinOeIfKbiLcUWGjELGTXBieULbKyukg7zXMBhKMoKauwE4NHY4O7H7kucHzr2dQIBcOOzhVkmxp7MyQTT1G0GKCvXWwvxHTVMPuqaoCKSYzbVqb62vQ5g6T1GraO9qaIUxbjK7lXUQ8Dg+Qi2NCprXTCZNlY/OArI2DFTQ4Bhx319z61tZWBvXGZvwC3RXnaxu0rdo2vWtlFTs4MXcBsZT3+vH9NvxD1bUci3FZMR1vCgvoOBsKw30c/0fPCxuFSCsg9wdQWFlBB4dCYI/6RNRUlZdRHI8OmaQErFhgRTgIkmREN7C9vAn2CzQ4ZoTU1HDhP/ghGWC1eIfEJiwdTUtHN8RprabL7PYvznvRKGLeZkJx87h9KoBEVVSloCQgEKBC0fc7K5OGzs5u8GS3kzLQSfZ4Z3dXexvmaOswTiITdp0a0MNtjSI8uBz9to4G0mXZFl5FH4wMGxwqCr/hNyRsFGZmvc6HXlhaAnuTDvbEgEWEkqtqgEL4U2CRlpSUVlRV4kHCv0KmAf4R0EnwBCKBsMZ6prLhoIneItYMOQhrogoecQyAOGRobEb3E6ZKgkC9BQaQttNoMfWjomVu3mU1DQyYECYEczrc1yg6WYX3GuGULb99oBdHj667q6tbp3vX1dVJR7euFwxizXrXIuhc0RqPMhr2drbWluz9ba1t4GgHEskqx8FcRAiRf8OH8H9+6rBRmPU6twje5IpKElyk9TMUwhECuKEdPPxyqC7BUUSGafEbjC0vheAke4aHJ7ePV2D/qwaWy+GYpv/gHyyFVgbHYDHyIyqBxxpYt4SDeraTk6LZQHoezNymZg0a1rYPOifHTWg0PzrpRTDm4BBaHjIXKJvrYH3GrNMBg+86wQj7Ttej64RY7OjofKfT6bo7WjrM0/5lZDCgpA+FoCv+WaeBpGYTLkAedpj3pErSUaei8Bt+V8JG4esC2CZAFEDIJGFZaWlpSUlRAdK58HIxpaRwiV9w0SFcUVhciuBZQWERcFhcBIDiFWYBvCmrqixG6kABXsSbOP0NusmTQpafX1L6hlySSBErLSuFn49SdbDdQ0Cya0JgIq5SWtlgsNmGwajpmEYLPNSA7mxtg6QaZfP7u/7xvg5dT2d7GxTCNoCvswMoIwsJ7SiAy7YOg2l0cga8YSAG8bjtZj2Q2gWjmkQu0xfIymdYVFH4d0RhXhlCvIBXCe2dJO0ALBF5LEWU2K4o25WMTOzeDHoIohUghoH/gE8MQmJOMXITKXk1OxtpOjlwhr9+nVfAJqMZkCbLfsPpJEixoWN7ryK/cxV2eRKzJaVVzUYrKELGJ+D2xkYMJq41KIjEJrw6qW/r0tH+DdGpbWlta21pbWHxHPJctnWgqzLKX0CSbRmxgJtdBz97x7v2JohaSsIQDmbqqyj8W6KwCjlXOQjqYostBssfudVeodkY5+ilIzMLZLzIw0KWdHp6FpeFzaVioxwAvg8uey+3oLjwNUulRjI1JZRSsQChkav6yERGYRY4OrKQaMXlbucjfRvaJzpDFb4hnRSqQG2PbcIOEILSYZNa0W6DuAF8/bvI1GltaGvldvJGsq0bKZYNXRTbOZqitLe2trTgvzbISljQhE84cpoE44nTCFmKUL2Kwm8IwvC5GYqqy1DPWVVTXlhUiLJJVDxR/hO67ODg2zGmpVJvWq5GmaqjhANk5a8yoFcyFObkofKXSOZwgIodjCKIyhA3B1eNztCJTt9AI+PrAJqzsnKLymsaaksLiivryJStru9zzs26qSftCrL7ka64DRprGCqLLj0SeDRv4V5spd4A3a2NNJwZRQ3NHd1tFNTWIs4DFyS9pm3WIDpTjxwK7kCwpby8kuz+WhWFf0sUfsub+jvOre7I3/CphG2dfMN7+ltOraLwGz4WFYUKF1dFocKFCmeYikKFq6aiUOFChTNMRaHCVVNRqHChwhmmolDhqqkoVLhQ4QxTUahw1VQUKlyocIapKFS4av/nUZhzehWBgiHCagdTHaooVFF4+goYt5EU2/3FcQqGyM8PpjpUUXj6M2Aj/i/LQiMlZlN56smHgiFBJwdTHaooVFF42gpEHZ76FVQw5EtXAQrVQ9EKnPasTng/iK3wxDkY1x//rlARDJ41gZOQlRNL3DA8/aFIEMifgfNlXILE80ASip9VeEekUeReF05l/4LfUCJQZJdkPzQa4+FnD6Nn5KgX5eyM3CvHhgTfsFAWcxLVoSoLFaLrVHFwwjxBbIUnXusQ5AoCI7TEkIhHKbAgyrkFea5EiSAwkScSkTMqHpIxgYo+ga7zGI0idy/CqSK/ocR+6MK590kMulw8T6NAZyi7L/7jHRsicTfIyCykOz5Cdaii8BujMJit8ISLiQx/vHzipJSckzCY4ob9JWNGFIbKuAQZhohegTuO0ygKkpe/ing5kUCRMMck4CFISMBbAqYu4cPwHBPgyuNfOWGIjGSHI1HBdGyiI4w1Kgq/MQqD6AdPupbI8BcKheKjlLgFiStRzowIuceeq4xLsBzUS0Zsv/wlQ9EosreEU2nnZdNK7If3P3NcJWySKI7DSbwH4XXulS8NkRB3EtVh+PmFPGWJS5D4Ch/mycOiNC6Oq4rxm5x5OkmbknShM0/yhRPC3ZHlbIVB98j9wV0xmCchWO4JUlHOLSgjIqTBiVAp2UmyM78Dg1JAmlgufORXk52Ku2EfUiJQZLRbQYKLpzOUzca9cuwFid8w6Ddhus+fg5gMw5eFTH1JDPBseF//wANQYmiWKKbBQE8648GrU/jQ5/bFkN9BuCgMZis84TOJDH8yTIpbJLEg4lPJuAU5IkKJONAIsLDFk3EJguwICBMBJ70TjHnxVBrJppXYD+97PGwtA7Qjs7sQPgwPOumVE4eIGiudchLVYfiykP8w9xlt4/kc3Gcbpc9cfoqPNNQF+RUPlivnc2f0bMKcSQLTFyYQGf5CoZBxDB6Rj/SnRBBIX1k2QMYliP11WyOh8DiNInc74qkyWSoQKHogEejpdtPDuE8/hA/DBov3hb9OGHJELzyJ6vCrUUjXkTGCCU0Fwnpk3EozHSkqDHAHofBoOwWhwQK/P5SHaMzAt3bgPo28zQL7MOGiMIit8KRluc8z/LH3ZUalyDEYxC3IExGKBIGjHFEwxJaMS5C6B0RJZDTHaRTZtcRTRWZEvMgRKEYFIA2iiBnxu8PDxO9crIUBozO8j4vx7IziK0eHhLSRT6I6/GoUElyCbHGZy+GsUDxJd1E4jxyFx9opYJMfxTcW3UZ4ReJ4Ywa+tcPxNgtfhUI5/eDJHwShhABH9Cu41nh3HU9reMRfyLgSBYJAUduUXqLvGjFVSpqnjE1Q9qJ0KvuNm5YnUGRfRm4saeouekv4MBJXovDK0SGh/YUnUR2GrxfiDvFMA6TASvAJdjkohI8wjJtmm2maYeyrchQeb6cgvCLMzEYH9XYgTUDYcoLbLNBthSsLz7gGwcMVrQJvyrEPeMYj9Kmnsx8quq8z3MtXoRCAD0i08Zz+eYZrHx3KfTboM1EcPM54yFFIOxx9jaXvh/BKEArZH7LeDqy1A17jejcEOVn+xijkBBijnj7jwcyOY6eeTqD4t0Kh8JkFwR6WCJMWjv9s3YefXbR3nvWQo1BYJgmF4sIFqY/sD1ljBk4MH22zQHdy9vs56/0fH/+/4BhUQqB47vf1VbJQQiH7QjFZ+BVPS/YN85zdUxMk5I63UxBeOSILg3s7sNYOuI0jbRb+VyiUaXBfD2mFMyhhPzz3+zpnFAa7HBR+8GAw01+jh/xWcZYZ5ELueDsF4ZUgFB7r7SDohcFtFv5XKDzLp/9Hjw0fhTA2efewzEYWXA5HONwVLRG5FmhgVPn22ZVCsWeDeDP4wlL/Q8GlgNfZK8Jucqwxg9Da4WibBf5DfoWMV/Tp/08PChuFvPrPbcUyo55zOYSBQmFCOAXCeeKiOcLdDYI626zPkNjBQXxF0BWP9nbgWztw50ttFjCLKgu/8XckbBR+4/s6p+lPNubk75zumvjfWCfntAh//2lUFOIZne6aUFH4TaH870bhyS6FszZm+J94ar7pk/87Tf7vRuHJLgXpHSWuCTyxcHTVv9OD/lvfy78bhee49CoKz3Exj06lolDh4qooVLhQ4QxTUahw1VQUKlyocIapKFS4aioKFS5UOMNUFCpcNRWFChcqnGEqChWumopChQsVzjAVhQpXTUWhwoUKZ5iKQoWrpqJQ4UKFM0xFocJVOw2FZ+DuU3jF/0PDVBQqfNhfQuEZufsUXvEfMazc9VVFHvxnVFGo8GF/AYVn5e5TeMV/wjDPoZHPfPuqu1VRqHD5TkbhV3L3Kbz+33LYNtUsn8OholDhIooolEq9uMp7GXffd/wrfOm9wBeACnt5InDwBfGOxDTInc9XDyIDkucLDFncyxfx02hxgtBkicIdU0qlyHko3iMjNOTvib//UFOGylsmwq4wDzlhI1JFIk5Tu8O8zL/tNHGZ7nO0RMTtx9XZS9x9wityVsAocBmhlusIYZ+0OiDGEpkGxRkF5kCeHTCIrQEVCImMH8HF8RjKJwhNligRIkoEhxJzoYeVOLBDuH6oKUOgELRgLvY9DOOQEzaqKFS8gNKXVSDHEursJe4+sfKeaoOZgKEfrIhGKkk9esXPEtOgeL7AHBjEFyiW7PPF+3wRP+AoUhWeQJYoXTyIxvDYXUnMAadOSZ/CQ7QI2xyv1xmPI+wJ/wpZ+N/wkhxHYVDlPaP3Eyvvg1gBWYU9q4Uhpr9jx2eJaVA8X2AOPM4XGDQPK+L/TjbBCdeQUCinMRSYCyUeDIk5QM5+GPq2hW9WeRiMQsfYE/7xKPxveUmOo/ALlfdBrIA8B2AQYZ8Mi9AeBaZBCaQ8c6BAfiinHZDm4UusZRPIyRLll2DgF6pceREo3iPTEKFdyDgNTp/yS/Jd0kPF345tAMFfx386Cv9rXpJQKOT4jSTuPrHyXs4KyFXYS/yDxx6IxDQoni8wBx7hC2T7vMBjiHlYET92f5Gq8ASyREkWymgMxXtk8DQSJYvEHHDqlPQpwGlBl+e4T892HGFP+Iej8L/nJTmOQqHOXuLuEyvvg1gBxQr70AQqxOTLMw2K5wvMgYL4Okp0EiSGZRNI4i4IFNLpMhpD8R4lDVZiDpDu6YQpaX5G4xIVBu8uFdqCjChRNLFlKPxcvs0aWxx1RXCWPNwNQpMCWaMByfIPZd1zM/GuAPmuwr/IWL+4VgVyh8MRt8axy0rdEBKlDgfCjdNc7JD5J7hrSA4Q8RMFuUJOLlKh6XgUHnbnELkfs5HZFeC0Fbn7hFfkrIBRsGQDNBYDQxVjweQWmQb58yXmQJ4vMIgMkJ9HKOLHpNIEockSZSa2RGMokR7y1IWQhRJzwPEpyRQ5egQO70MHOJsU5EYHETYG2cgQ74zf/agrQiT0CxDXAfnEpAYIUu+AUNY9zxUYytEgzCU0LwhyOAS7NY5fVtYNQWyCQB8Nd8ecF9wHFSTAff4a3As8fngHiuDaELsqnLik/DPwCF8ZqfJeovfja/ElbYgDNr4DR75YsqvQCJFpkKvcZyexM3h2QOls2Tx8ET8bLUwQmixRfnE5g6Dsrji9UOISOD5lINTOK/Aanh2IcsLGYBQSSSz7orOHRfy09AtH0c1zdsgcDozcTd7tIIR1z+8coTcU7lXRuSBzOMiuIsg1TrqRTKLLit0QJC+JMEDS8KVZ+GvwKORnCqYoFHwjp6FQyXp/BaGgkunPZUwY9xiW0FN2s0f0Qu5B8c9J5ooQCP3k+KDfZZZ/KIdBSBQKlr+AF/5v2fn0TpB/4OhlRcpB9gbfBIHBlOuWwA75SXw7hCh8bfhPd4SiUPKNnLBuZ3Duh2YFVPY8/lujzn6PmnD8ggo/ThAKec1IQKEAE3qZv4WjcJD9Hcq6F1Eo7UlyRwO7R755AbAv81gccWscvaxIORgsNTk1NAQKuWtAlfDQv9x2x30i4eocMfkXjjOgUOHS/7OGdQuEx9/ito/KQtKqJBRyV8aD49wNwfKFNDCZ5R/KYRBCFkqOBu5N0bkgO/+YWyMIhXLKQclLItwd1y0h+F7lDgxBFh6hKBR8Iyeu8f91FH4L8IlzBqOQM7sFFMpJAJm7IQiFjPtPZvmHchgo0AtpCK8HiB6LL+mFwZSDkpdEvDtRMZRmEa8hfAJOmWCWOX91wTeiovCbwu2EySUUEmXQ6OF3x10REqGfZHcKrICS5R/KYcB7JkI5GkQbVnAuyM4/5tYQzV3hskI3BJmXBJ+PdznwRrLMMpc5MBjr4jGKQllXhZMegioLvyE8ZbJwFHzSUVCeeO+d6IoQ3Q28+4D+Ebn/BMs/pMNA0DNF14PcZ8C/KTUvEL0Dx9wa4jxHKQdlTRCYmMMhdEvgXB1BDg9OXOJV6RNJrhDxw530df2GD+H//NRhxU7ETe+/u3zyyyqhHDzXu1Nl4bkuZ/Bk/1QUKqEcPNdlU1F4rsv59Sg8mRXwG96oPP6lpBvCed+KisLzXlHZfOHIQl5N+4Z3FXJq6bIKKQfP9QZVFJ7rcn69LPyGt/P3nVpF4Td8NuHIwm94O3/fqVUUfsNno6JQ4eKqKFS4UOEMU1GocNVUFCpcqHCGqShUuGoqChUuVDjDVBQqXDUVhQoXKpxhKgoVrpqKQoULFc4wFYUKV01FocKFCmeYikKFq6aiUOFChTNMRaHCVVNRqHChwhmmolDhqqkoVLhQ4QxTUahw1VQUKlyocIapKFS4aiIKZZyCLCFYKNqXuAHlWboiXyBeFGgGpfdZIi4OIfdWYjIU74qrG6PDeEiUBigFCjqf4xSQERPyo4NfCTExnSTjNxCpD3lmQem6QcwH7GXZ3FQYz166T1xwMv5FGbmCMJX4UWVrwX1OFYVnRaHEKciV4Iv1/SJDgKzWICRrgPh+psAcyNchSEyG0k2J1Q54dBoiamMw5EkMZTwAhy4A4RDEMYlCKY34ipywIPjTyuYUqQ95ZkEZqYBsIvaNwcXFl7ZHRznKCdfotsB/GFThgcH0NyuyYN8W9seRT6qi8KwolHMKBlV3SQwBUt1VaNYA8f3gSi0ZL4DspoIHM1KAEHVd8gtxA0Jf+sinZTOxOYWPJTILihcJnvro3N9pouilKKqjldMoyCrLpBozTu7jP4lBQZWFCgHILZQ0mCvYx39CCT73wCSGAAkloVkDTkKhnDVQtiXzzy4Ye0duQnYhnpfwJMKCoA8tr3bkZhQp+8W35BPxKJLTIEa5aClQsSTxNwbfqRyPAgqPfFJVFiqEooRCvpCeaTvcq/JnKZRcCcqb+H5Q1T+nKjHdSWIOlPMKSHd1BLLc/AJrgHgT0i0IvISymwo98ZE7Fz8Wf+kQ15VVqksn52zTTZC+yq8DX4bG9EdJJQz6qEdvSEXhWVEo5xTkS/C5ByYxBEgACM0aEPSAu8U9VsYLILupo2hgok7gFqA32U1IFxJ4CUNf+sin5SfHnMLHEpkFxesGTcRBTfZSIkdkFCCeLYH/8CRZKH7Uo59UReFZUcjvxnwpP8Mft+oSQ4D0FE5mDWBnsYHChJA0Ii/AiShkpABHnjL9KV1I4CUMfelQKBTnpIlEZkHxIkETcReXvUTEVXgpkb5LchqFkHqhuHZHPqmKwrOiUOIUJAuASvB5c1JkCAjJFxhc9c9ZjrCRORZV3kaWWAOlm5Im+wzijKgAmLMk1gCJB0C8uMhLGJqw4AgNoTgnxFsiOHyocwG3v0rXFSaS8SVIc6OgmxsagHaCX3AknmAjSx9VzqDAPqmKwrOiUMYpyJfgcyogV6E/ypj3BZVIeo1eFGgGpfcFZUlQEiUmQ/Gu5IN5UoDg8/mb4C8uKGK4oZCEBYHtIAI4id9ApD7kmQVlH4KfSM6XIPuo5dznJbepjL8xlHLIVGD+BoM/qYrCs6JQ4fjzH8ZB/ZTjdF7CIyg8bcL/yvsqChUu8/8+gqcMhXwDnRMRG0xDqGhOhSv0FcNUFCpcvP85Cs+HiyCYhvB85lS4gl8YpqJQ4Rr+z1EoaJ8K71fRsG8xp6ILHxmkolDhqv3PUajwPv+Rw1QUKnxsKgoVLlQ4w1QUKlw1FYUKFyqcYSoKFa6aikKFCxXOMBWFCldNRaHChQpnmIpChaumolDhQoUzTEWhwlVTUahwocIZpqJQ4aqpKFS4UOEMU1GocNVUFCpcqHCGqShUuGoqChUuVDjDVBQqXDUVhQoXKpxhKgoVrpqKQoULFc4wFYUKV01FocKFCmeYikKFq6aiUOFChTNMRaHCVVNRqHChwhmmolDhqp0XCu+j7+rf5jhEFXHO3+B+VBQqhMR5oRAVUgqv+F8Ytr0d9d02lY7+jw8VhQofwHmhUCQwUHjdbzoM9XZ8udQ3vcypk6soPHWJuAH/ShQq/OzffJiKQoVLLKBQVqcrUv6xKcRKYI5+ho3jR0gUh8bPoyAiZEyGIi2gjEQQ50hMgxwZIH/IZhcoEdlLjLxQeEVOR4jruGTsivIaafkE8ubkQlU08RNCcaCpeTJD4QPIZxE/NFW7r4nkisKpIdYpIO390r1zX/GIc/uSK3yc/9BhwjLJiBdEyj/2kWSEf+Ae4Hj++BEixWH5524i8tMwliWBAxBPRCAmlBP73UcNeTdPxxQ0u3CeRF4YYibhJeHSITkVRR5E7plwn4C9KHw0nsxQ/ABHzqBTor5LdIHtS/wMEr8jT10oTiZDoYx4UUXhGb4R4pdVIokRKP9EccWJRPrB/yKN4M7y4AmTiCRSlyN0h4xEUE7sJ5ABHp09+DyaN8RMMs7BY4xioXgWuYuItDkCm6FIZnicl0x2W+zGjxEhnrhO4qUkO02VhQqRGAKF4E1llH8no1AaEUxwRH+Fojv87rNE7Ed8MbSrH5096DzGoBhiJjnBoHRpDizBw+UfgQRbN39J9rpIZihH4dEPrQHvRxDURWpF8fWgUwQUCuyP+FtF4dlRKMKDp/z7AgrFEcdRGPyKKETBPsSo2I7a0uJw+Xm4E3w7Qsx0FHnBtDGC3JN4ELmPAOB5QJlEv3I3HuI7JjAnih+a9uIgFMr5HbmvUfA68Sjk7p07VBSeHYXCQxQo/05GoTTiOAqP0R0S/ZeM2E8gAzw6e/B5ZOmEmElGMHhsR5YPF3gQZYvA7pS/cZHMUILZkTMw2vi5W3xbRoQofeIj6yTIQo54UUWhQgByCyUMPo6nk1EoyTRewmDLY3qh6xjdISMRlFMYCmSAR2c/QpOI6Y68QjPJCAaPoTAUz+JRFPI3LpIZflEvhD3CXSSICPHEdRJRKIlaVRYqhGIIG1mg/ONmEK3Qj905ABmzNcURvAENG5moCpnpK3EASiSCcmI/ngyQv73jdIKcSUsMiiFmkl7iLd9QnIoSD6JsDRiVonDjApmhYD8fO4PZyDmMzpUnVxRPZfOwywqrIONOlIgXVVmoEIBBslDmBxMp//hvNydAeCceGyeOEOwM5i8c5XYiGb8gT0woJzmEYRP4vA2aXu6QXVZOk8iRF4aYSXwpiE2RmyUUz6K4FNwQ4cZ5MsNgTkaZ0cT9CufiMSLEEOsU+CyGrNkysXtXURgOCs9yTsixMo0/aLP96okZVs9jlnDmUHblkxIn1B1Z4Zqfm3P//zAKg7kTZQuvovC/jEJeQ5Rd9fxIBM9vJoWLIg5TdGUZd+L/w5n0n7ojn22lz0sWyj3RcpXvbHcTevTxuc9jViVznPnK/w8gpP+peqGS5ZW+rmcarQ4+bQWCpKG6I5+2XMLXVeE4dVgYK6CiUOGindeOrPBy/7eGqShU+LxVFCpcqHCGqShUuGoqChUuVDjDVBQqXDUVhQoXKpxhKgoVrpqKQoULFc4wFYUKV01FocKFCmeYikKFq6aiUOFChTNMRaHCVVNRqHChwhmmolDhqqkoVLhQ4QxTUahw1VQUKlyocIapKFS4aioKFS5UOMNUFCpcNRWFChcqnGEqChWumopChQsVzjAVhQpXTUWhwoUKZ5iKQoWrpqJQ4UKFM0xFocJVU1GocKHCGaaiUOGqqShUuFDhDFNRqHDVlKCQZ/sTZuRJAMUSZZHGMASBoPASlQ8LFIZSSa9Y1sF+kQ3hLsWuwA6JwTD45GCeQ+EEnBrqurIVEe9duDCIJXhmRPGyxHbIUzvxdydjcOTKoUPfMeNeZIeKwnNEIc/2J8woMfmBvgAMLiILoIyBUOQvcH13//CQKtw/HxJhDah+70t8CowCgQ7GnCBnOWSvStSJeNwCF6JINXic5/C7RJGNSbiV45OKM7N7R+U7LnyI76J4hjRLgAiTxBvmbpGxhuDTJZ54x9y8KgoVApBbqNMHy9j+2GCBvVBiq+HK1kMQCMr4Bj+z581I2IOpXtic7CXZEO6ujgxkXIjHeWLkF+HfD31d2UeVbgPfKQ9QFcSMKKc8FEdytxh0+6HvWKrMVmXh6ehSikIZ2x8/qcjkJ3D1sYX/Mt+gjMLwRBRKLIchUShiIPj6MlJDSKEjtyKnTgxGIX/vkMDoSyG7efwusme6GAsU/x2Ro5BnLpR9KPGOVf5ChdCTDRNkoaSDib8Jo46xLsiZ/LjzRTkhSAtuEjmvFv6QKAz5t5l2BYbh4yyHX0KhQDXIJgniOUwEndORWwFdmHjdIBRy5+JgXF/yOxVn+S4KCkQoFIpkh8cmF+6Ju5QqCxUCUsGOLGP74x9boigheK4+9uiP8Q0SaSpp6kxRCqIwFJBL53WL+6xsyAkoZFJKoBqkk4N5Do1Mjwu6Ffl1g2UhzzN430N8yPI7FWeB8ucJKQtFssOQd6zyFyrEnjRMAQplbH+i4AuWENyjD0EgKOMb/Pyd5vO25ohiFaxryYaERKHIIyjTzzCDdBEi2z9yK3LqxCMo5IZ6wFDHSDKB4CgizgTnrCAaySz7sl4ofSjZHYubhyoLFeJRAQoltj9uTp63T8bVxxmzIrlgCFJCWJdkCEfRW0E2MokzAIGzOMUh3IVk5IQij6BENXic53CUPgyzYCWeQ9mkoXgGowIw0qOwZ0tnSLN4DjmrmPt4wg8Z2WGoO+a4F7lDReH5ofA7ke2PX1t46QLbcFUwpY5cLZz2FIpAUEZB+Pk7tGQQlE6ZM5D0QsH7JgwRBAsniJiCyXMhCooaP5Gc51Cu0Ia6bmD7OM8gr/bhCkH0ifw1QbN4TF/GF0Z2V+KHku5Y5S9UCD3ZMAWy8OyTnv8ZxyykEJfgm46xVhahDyUNGr88Czz2Z/hwqixUuFj/JhTyFKon4uREnkH5WvF+dNbbJdSholAhss4y7HQUCixUMl6+s1zgXMYq4hE87UoynsHThp7T+6osVLiQp6OQZ+STWPkUznyew3jF8zyn/G/MpaJQ4SorQCEjhfxfSkKFH+XvN0xFocJnogSFCqdShx1dARWFCjGholDhQoUzTEWhwlVTUahwocIZpqJQ4aqpKFS4UOEMU1GocNVUFCpcqHCGqShUuGoqChUuVDjDVBQqXDUVhQoXKpxhKgoVrpqKQoULFc4wFYUKV01FocKFCmeYikKFq6aiUOFChTNMRaHCVVNRqHChwhmmolDhqqkoVLhQ4QxTUahw1VQUKlyocIapKFS4aioKFS5UOMNUFCpcNRWFChcqnGEqChWumopChQsVzjAVhQpXTUWhwoUKZ5iKQoWrpqJQ4UKFM0xFocJVU1GocKHCGaaiUOGqSSgUuTJFPkn+FYklE7xvoIhkheIiVaRUNh6CiFI29L7n82E3T28p1NEbP4t0REoKjhV+pL/PMBWFCp+FhEKRK1Pkk+RfEVkyj9JnsktIVJchiCglpsv7oGDoBksWPyfjz0x0eYitQeCkVHjH/6BhKgoVPiwRhSJXpsgnKWPP5CRVCPpMvCqyEZ5ERMnzF9HQgDgnvQhOzCDKNoW3/M8ZpqJQ4bMSUShyZYqklDL2TGG/PEafKYeRjM1SJKLEiRyrJM8QLc5JbxBxIQMxz0mp8Jb/OcNUFCp8ViIKRcVMlG0yVY3/9Th9phyF4omAlURnybNV8jPIrkJU1ex0kZNS4S3/c4apKFT4rGSykP9VZL6UsWdy4Bn9fIw+U45CGWWmSERJJzJWyc+fibcXIpG/Ct4wMrZAiRVT4R3/g4apKFT4sEQUilyZIp+kjD1TEnPBpJJBil0oIkqR+c/1GUyB9z3inPQGrB1VL1T4nP7dw0QUilyZEhkm6XLbJMJ4O/g4fSb3Ht9WIgQRpcS0id9wJApXYTZyDtgrZZyUoDf8lx2qLFT4QCVPjciVKTJQiq/wZEXlx+gz2Y4qkkqGIqIUmTYTA5+3wUrJz8mdBf+j7HQVhQqf2b9v2LeInZxOZ/nvW8eQn0iVhQof9DdB4Wl0lgrv7R8/TEWhwkf4LVCo8NL//mEqChU+YxWFChcqnGEqChWumopChQsVzjAVhQpXTUWhwoUKZ5iKQoWrpqJQ4UKFM0xFocJVU1GocKHCGaaiUOGqqShUuFDhDFNRqHDVVBQqXKhwhqkoVLhqKgoVLlQ4w1QUKlw1FYUKFyqcYSoKFa6aikKFCxXOMBWFCldNRaHChQpnmIpChaumolDhQoUzDChUD3UF/tcr8P8BGeKp8MwjXNoAAAAIdEVYdENvbW1lbnQA9syWvwAAAABJRU5ErkJggg==)
В зависимости от вида груза и грузоподъемности крана электромагниты используют по одному или в составе подвески по два, по три и более. Подвешивают магниты, как правило, с помощью цепей к траверсе необходимой длины. Траверса с магнитами при перегрузке однородных грузов, штабелируемых навалом (чугун, скрап и т. д.), удерживается от кручения вокруг вертикальной оси оттяжкой успокоительного устройства. Однако грузовые работы с этими грузами могут производиться и без успокоителя, который на судовой операции вообще применить нельзя.
В состав подвески электромагнитов, используемых для перегрузки монолитных грузов (листовой металл, болванки, сортовой прокат, трубы и т. д.), должен входить механизм управляемого поворота груза вокруг вертикальной оси, поскольку без этой операции производить работы технологически не представляется возможным, а использовать ручной разворот с помощью багров и оттяжек нельзя, так как в зоне работы крана не должно быть людей во избежание их травмирования.
На портовых кранах используются такие механизмы нескольких типов (рис. 20). Варианты, показанные на рис. 20, а, б, эффективны на складских, вагонных и автотранспортных операциях. Для загрузки и разгрузки морских судов такие устройства не могут быть применены из-за наличия канатных оттяжек. Устройство с приводом, входящим в состав подвески (рис. 20, в), инерционного типа, оно сложнее по конструкции, но перспективно с точки зрения применения на судовой операции, так как не нуждается в оттяжке. При включении входящего в состав подвески электродвигателя его ротор и статор, взаимно отталкиваясь, начинают вращаться в разные стороны. Ротор поворачивается вместе с подвешенным к нему грузом, а статор — вместе с маховиком. Частота вращения обратно пропорциональна инерционным массам. Торможение осуществляется противотоком.
Важным элементом обеспечения безопасности производства работ при перегрузке монолитного металла электромагнитами является страховка на случай обрыва в цепи питания. С этой целью могут быть использованы подстраховочные аккумуляторные батареи, автоматически включающиеся в цепь питания магнитов, механические страхующие лапы-подхваты, входящие в состав ГЗМ, и другие способы. Применение в портах получил только первый способ (аккумуляторные батареи). Механическая страховка из-за значительных технологических неудобств распространения не получила.
Основными достоинствами грузоподъемных электромагнитов является полная механизация технологического процесса и обеспечение высокой производительности труда. Недостатки заключаются в сложности системы питающих и страхующих устройств, а также механизма поворота груза вокруг вертикальной оси, и серьезных затруднениях в использовании магнитов на судовой операции. Несмотря на эти недостатки, грузоподъемные электромагниты являются эффективным и весьма перспективным типом технологической оснастки морских портов.
Спредеры используют для перегрузки крупнотоннажных контейнеров. Все спредеры, получившие распространение в морских портах, имеют электрогидравлический привод, который оказался для них наиболее эффективным. В практике широко осуществляется совместная перевозка контейнеров 40', 20' и блоков из двух соединенных вместе контейнеров по 10', образующих один 20-футовый эквивалент. В связи с этим используют три типа спредеров: телескопические, со сменными рамами и с дополнительно присоединяемыми рамами. Первые не требуют каких-либо ручных подготовительных операций при переходе с одного типоразмера контейнеров на другой (всю настройку крановщик производит, не выходя из кабины). В этом смысле они очень удобны, но сложнее по конструкции и имеют значительно большую массу. Спредеры второго типа менее удобны при переходе с контейнеров одного размера на другой.
При использовании наращиваемых спредеров с дополнительно присоединяемыми рамами для перехода с одних контейнеров на другие кран захватывает (освобождает) спредер 40' за имеющиеся на нем угловые фитинги спредером 20' (как контейнер). Вручную только подключают или отключают электрические присоединительные устройства. Телескопическими спредерами оборудуют козловые краны, занятые обработкой железнодорожного подвижного состава, так как контейнеры разных размеров могут в любом порядке и сочетании подаваться на грузовой фронт, т. е. операции по перенастройке здесь выполняются весьма часто. Спредерами второго и третьего типа оснащены, в основном, причальные перегружатели и портальные автопогрузчики, так как на этих машинах перенастройку производят значительно реже.
18. ГРУЗОЗАХВАТНЫЕ УСТРОЙСТВА ПОГРУЗЧИКОВ
Грузозахватные приспособления и грузозахватные механизмы погрузчиков, как правило, являются частью конструкции машины. Большинство погрузчиков поставляется с набором грузозахватных устройств. Однако не все они соответствуют условиям работы портов. В связи с этим часть ГЗУ приобретают отдельно и навешивают на машины в порту. Во время эксплуатации как ГЗП, так и ГЗМ погрузчиков обычно постоянно или временно закрепляют за конкретными машинами. Классификация ГЗУ погрузчиков приведена на рис. 21.
Двухвилочные захваты являются наиболее универсальным средством из ГЗУ погрузчиков. Они предназначены для перегрузки широкой номенклатуры грузов, штабелируемых таким образом, что снизу под грузом имеется свободное пространство для ввода вил. Пространство образуется за счет наличия на грузе штатных подкладок (пакеты на поддонах), специальной конфигурации нижней части груза (пакеты цветных металлов и мешков в усадочной пленке без поддона) или за счет использования сепарационных подкладок в виде брусков или досок. Двухвилочные захваты можно использовать в качестве неприводных зацепов при перегрузке пакетов-мешков в строп-лентах (петли надевают на вилы вручную, а груз освобождается без ручной отстропки путем вывода погрузчиком вил из ослабленных петель после опускания груза на опору). Кроме того, двухвилочные захваты иногда применяют в качестве основания для навешивания других грузозахватных устройств (например, ковшей).