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Буран. Внутренняя компоновка
Маршевый двигатель Маршевый двигатель, или двигатель орбитального маневрирования (ДОМ), используется при довыведении, коррекции орбиты, межорбитальных преходах и торможении при сходе с орбиты. Маршевый двигатель представляет собой ЖРД многократного включения с насосной системой подачи компонентов топлива, выполненной по схеме с дожиганием генераторовного газа, нормально функционирующий в условиях вакуума и невесомости. Высокие энергетические параметры двигателя (удельный импульс 362с) обеспечиваются исключением потерь на привод турбины (схема с дозажиганием), большим геометрическим дорасширением реактивного сопла (отношение площадей =192), минимальными потерями в камере сгорания и реактивном сопле, рациональной системой охлаждения и сокращением выбросов. В качестве пускового горючего для воспламенения топлива в газогенераторе и камере используется металлоорганическое соединение. Для двигателя характерны умеренная напряженность внутрикамерного процесса (давление в камере 7,85 МПа), использование форсуночной головки, имеющей концентрические кольцевые смесительные элементы для получения равномерного потока в камере, высотного соплового насадка радиационного охлаждения из ниобиевого сплава, изготовляемого методом раскатки (без сварки), центростремительной турбины, работающей на генераторном газе при умеренной (около 460 С) температуре. Крепление камеры в кардановом подвесе обеспечивает ее качание в двух плоскостях на 6 от номинального положения.
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)
| Маршевый двигатель: 1- радиационно охлаждаемая часть сопла; 2- регенеративно охлаждаемая часть сопла; 3- турбонасосный агрегат; 4- газоотвод; 5- камера сгорания; 6- рама с карданным подвесом; 7- привод рулевой машины; 8- газогенератор; 9- зашитный экран; 10- дренадные патрубки
| Двигатели управления Управляющий двигатель (УД) представляет собой однокамерный газожидкостный импульсный ЖРД высокого быстродействия на газифицированном кислороде и углеводородном горючем - синтине и работает в импульсных и стационарных режимах с длительностью включения от 0,06 до 1200 с как в орбитальном полете, так и при спуске в атмосфере до высоты 10 км, что позволяет использовать его как дублера маршевого двигателя и двигателей ориентации. Для воспламенения компонентов топлива используется электрическая система зажигания индуктивного типа. Камера сгорания и часть сопла охлаждаются регенеративно и через завесу окислительным газом, выходная часть сопла - радиационно, клапаны и свеча - прокачкой основного горючего в замкнутом контуре терморегулирования ОДУ. Для двигателей продольного перемещения, дублирующих маршевые двигатели в случае их отказа, предусматривается установка удлиненного насадка со степенью расширения =50 и соответствующим приростом удельного импульса. Быстродействие УД характеризуется временем набора 90% тяги, равным 0,06с, такой же минимальной продолжительностью включения и частотой включения до 8Гц. Минимальный удельный импульс двигателя в импульсных режимах 180с. Гарантированный ресурс двигателя составляет 26000 включений и более 3 ч работы (с дальнейшим увеличением по мере набора статистики). Двигатель ориентации по принципиальной схеме и составу в основном аналогичен УД. Для исключения образования сажи предусматривается повышенное соотношение компонентов топлива в двигателе (3,5....4),т.е. избыток кислорода. Основным режимом работы ДО является выдача минимльных импульсов от 0,06 до 0,12с, т.е. удельных импульсов тяги от 227 до 237с соответственно.
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| Управляющий двигатель: 1- сопло; 2- клапан окислителя; 3- клапан горючего; 4- агрегат зажигания; 5- сигнализатор давления; 6- камера сгорания; 7- блок таплового уплотнения
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qMppqvR3IM2DnMlp8AZEJBGLSYGbTAZlpM/SljuQMA05CWo7odNx7iXub35ogbFJ90F5r6yNS98pXiks3iDmN8sHwGsMsiaiJ+EOW/2lrceN0e2bzLpBE5nrQCRvm30eF3UbdyIPGqDBgL7Q6+by0RBuPJFuYnCcmAs85VUKxeC+eNF8ACyf6N8BxmIMNzd3ehZ7DYg90jd6B3YQ02Czll3wAcE5udWPAGFvQj6lEU6lvJgNuyj7Epcx5bwyOR3SRu4/cYziGwROLx72PB7gSQmAVnPCuZHergt434MkCWCUn74JLUMaj2vVztJ74XGCM1L07hXIQZjG1StFJy2Ia8sU9JMR8U1MqEfbbNI0uh1fIEecYZXvaLwGx2mwdN/V0HYHVnFJqW13sBMBr2wHvT693Yqv+gbgWwBZjDDgHju2Xgklh43nsEwJBUuoXGfaz5yaFePmfxhZciwrGuK6MkiL+AAWsDXLHKDMeF++fXwsghJBCEAaPRaAxkUdTzWL6EF/3OQr2G2brohHpmm+8TumRZN7bqP6g7AWythh1T4fsBvNv3BiSatAKEz7yDnPGJ5yIonlx4kMOmVTwmPG+YQzkZOMfE+c7FAB7sja3c/H6t+AVtrVAtrlAPTU5ymuxKPAmX57yG9WjpKN3DACn7IHx4N7bqP6g7AWx4+yzp+Q/oYKEz4Y7KdcxHcWU3kR3ARaPIsH4AtRNtjZH5oBishx9UuQKMWi0Btmm4VK2Fz/qkQa/JByLmThjatW9ExFQ3xDNjacqM4fDKIHUe2gKwZgeMH9CNrfoP6k4A37/YsPN78WPS4YRdFSSNIKImctot1GNLhukCKDSHciffnNFIbQZjm4Nvq/UsgHlG3EjpHL7nmB5CBz8ueNjPLhj4EqJl5ExWX5A9dAHoqeYPDDGAC9LhtH9DNzbr36k7Aaw6PqLyO52AzDZmndcqeKJwm+AxcuZpxCkbfBOguHeuf2JOtnfMy6q4qPXRZ0anwTWLe36CSGrEFYAKWQmRDcSTTR7xXgEtONNvwfHIMQi5NVxsgEz1U2gX5to0eGT6vhub9e/UrUIkb8y3S6H+qSzsdwUYg24Tlt0w+2ifu0+pJ6Ce4fEjbCfCHO3pAAnLbtjB6ug21UiFHkh5Sd1mWSd+zgjW/DJ9sFOIrnQ6wCR2o36S/PqTynTFdeMamFAVU/tCc183NuvfqfsAxMiF74S27/WD0GNWQ7MaukMAnDf+EAlog/shvAglRBZU3/bVuIqPo4p2Cp+KPb6TY6b54SheZBmKMlwRl8wIoibv62nlJE3rt2EKW1YNHBgZKiwgLZvYRlY3JV1psyzstmb9F3UngPfd739nD8aFbzt8gK2I8w4+eKA8/rpe1YMHU/mRiN+8O28eT5FBMfj8i140fg5BtlWLec6YVsIlK4RQ7kpUMJHbZUQVLE6ScpoeiVCE2STqiTWvqUBYZhvM2guZo7qtWf9F3QngEv8fcMRNHwXNZrlaU6Fxlna4/eN+KgZeI6fPuHdu+wBv7wItNBDoMNDDyX/LUGSWqXXH8DnmrWEI5TSrOcFJB2R5cnnIjelh2n7jYIf4Q7hw+FJHLZgwZjhED+y2Zv0XdecYGDXt+xduMBzmwRa9W3LOF23c9kPEpPrNZw+eSvf0kUxatHO1t0hpJf4UmUtX9x+3rbccbUS93muixxijHTCV8w1sD7elWaZnqXj0vYtZr/fYAksxZLa8/cGwIgPWRPw2Y7jbAGTCc8f73xntjQvt6dsCESNBR8V0Am7rGfaAlFhbpLEoRwzuxfAa76WG1AwkNTyyyCcQraqTu0bue7roLTwTmghng6r6yXgl8jXkEIVvtPRqxpWpvblnkiL4+z0YCM9svg6C+GXUjRx42vd7VWgMYOYMeOr6dqbSHeLF3uEXoWLsljKs8axHykYpuVF1WFNp2xdqrIB0coa6L0TKrkrm/QaveUTure0jc/+aYTXzkTaKhVUGdWRKpWH/2ZabK4VnsKZYnqUznqm86r52/Tt1IwdumPj9pduynsMy7VS/C/j3o9ygYUNSEjPetRRxGPgjxxrKLfFS2UhMHjkGqA4egzQHPj0VoKeuElx0tA62oIkvJbA+fXnqc2DEYAV78izmoyiD+y1R/HspGfY0l/FEvTNn7i+hbgQwZd13FsWtPNa/jemiRsKim6f6pI3LGZazDw7qSE4y67OoYXwoZp+97nzuYkguilvvvbZNG3Vb/a7RjkYuHiV8ARC5ud17O7IIINjHZxVMsz+2X0LxETnd+AIeqv3vAQjPvd99b1EmjJ0HN3suxj9PmGqvcUh2Zs9sPcYhfa2+1zVmEUKnX0dw6Fghy+kG81UizrKlfpwLbas8W2jLKf82s7hdVt1Kh9d9Yq4GTIcir/ubXadTJ5/WPtV8/bs8gt0H4DHN7x4C4YPbY9iBKqBquPvE4IVmmvMuWoVvR8egWt5aDWt7s21liuUsNtbQdXtLx+4nEUWfEX2XQLSNjIX3rve1AI8N/EekG998lT0NpOz29gui5gUHXW3Lu/u7pja7D8Djfdu++6PP69fKLBCedtQsaeB0M4txb1++fKIymOcxLEdIn3eIFm/cMsNkIgaKD5ialqt9LVEjuKdeXJaqrN5n3EhfvQRVCb2w+Gex9Ys5tlhLUHHmg29Awe3fNTPXfQAWDPjeXsOEwvnwPDaI38ein7BM//evCzTdP2TGcS2FCvviEVqNT/bDDFSE5esyIfUZtnxpXz6XCffukn/flbsgu4YZTmxoDahfnr7wLpo4H20iV7KuwJCj32sT/Sx1D4CkhaHzvnd5J7M+8AWcCwvhHi0vbbWpYZSc1cmpFUvsFPzwteNcVJTumKD5AZszOeRDbu9EqV9PxUN7EGWR/7LBMTnmDu4DNe49LmwSs7zPQYUyFJyC7BL4Tap093Fg1g6Sh+O7wkNf6z2HggkzUW+JsQ37rMUn02Hc+n2ILQ+YNabixIsAeYn31QV68hgdz16L0r7lbBLF0RiLBIXZj8EBPRHkVfe4FHSzt/SmIrPmHIGBI//nhMiryHcdM+v/SScKGMzAOef6ZDx/GKbSnwjvjG2nEG8xidagFjtAUjD4o9IA4RdJswc5fxN6T2b2GkNFVQcp5a6FNciizEZGPXIuKjCfQF2evQ8GfpNG4FdRtwF40Ra388Pxm99TdlIxvBHIaW1sWivh8YSKRc2Ysq8Hwp33Ee88qkTu8Ff6AhECpm2eFg9Vjnx9Px4pWgZZ9zm1mS8wz1ZwbC1Urh9oqMOPUMZ5si6g/Oz/FICsTBxwOeD90QmWOmu/55Yhq2GbuqddqrECmT7Dtx/QRDRx4RCAfZw+LeTELBt5rh5iimb0eAsBn6qvscAF9oYmeyT6iCMu280srqfDiRllJhwmweMfZhfBsNHf7dr9SeoGAFkK1zZpTYPCHTXf8+EbHM9C7NCm8lmLnlAPAEgY4qd5blEU5k1arzp8osEJ+R47acJn3BS4YsPbbwQqBvC+2Yg0ZDd23abmz5Fq2D/PW4ELFb6w/h8CkNCLBW6Ko3a9gE6ym3VCD/3eQgRrrGOVfiwtNTYWGtc0TZLnUKmHtpWKPVcz4aU2il+vVwXfLG6nnGan/WzTqPnzT7OorC/5couHpLzmnf8hNaZmRYBb2pqQyx0LDP+TFkbCW9tDJEqfUjWa8020uMLj6+CQEZIWUIbjHsiZPMwYZS6Um/91dgVCrNc0A7SSpWIf4cVA08nBLsd5j+Hbu34NdQ1AKm6DakXj5rj+IbOeQZ3aaWLy/2etyY0zy+GudQ0w2oNzD3upaPBI8Lmc6Kdf9mzYgolsvSdiYO9FqI2Zp7G68xAR+FzaMz89m3XEbPuqxK+kLnJgO+9UFLm6TqRcb2N75bkO2/HfDlWMeqvlGdiryrL2mYw25tsC39Kh/BOLou/ja9v9UXY1MTOUHLYlGZ/7oxlNvou6yIEYv6YdE30NRxCHHh3zXaL6vquuHFl3//NOIiHuQQntKItD2tqAkZcA15Vm6cRgIRCDFE7gnrlcV2/mAIO5TUD/TaKg69TVMfD+FA3TEdfqWGGm+L9YPa8jM5elCkyv+vf7MIAfiqE1BM1iHWJmC0S6La3OgrxlLTvUUeqtTXNiRNnHbjfLe0oC1v92/LoE4OQnwCxJWdUeSMtaaBBc+jBPZh3YySgtoU7Smf8gkJmwMwUqBdECYInNLZKeHj0uQfCSciMbhCT6eoV6I9O5STaLOx7+l1MXACxRqwTGl5nxmBAZDRCrOzbz4Ti+zPtAwi/+IUiLAdO9oUoMGSwhiwRfJApkNw1FEyFk7xHENmjVy9onk/oUbu+b8uTH6/VnqAsATjBu/DqEjQHZYhG1excMkzrC9M/RST7+jx0Zy93hE2Eh73BnIcuxb84qKGwESPTLZnrs3axNovqPOyRPSfPG7Pn9zsU/S10A8Gw8g1pp+RkxICZvXqTlIbAKtR4AWxDnmNIo3/lXO2EjJjTaXYIcB2hbp4s0JK0+4Hvjo4w82fYf0KiFY74JIyIs8zpTnv9W6gKAK0Pbvj7FhJCh8Ew15E7uq0KtbQ/iB4QP6DNtth5X/1PwjXHSaHsG8rLIrw1qSOcIHgvKRGlIIYw+Kjbfa/I059hb/wtD30fqAoApHt8AyIB08S2QYSXmy3zSf4h9Nty10myGVYFmXGF7678qecv6GWRF4p/0vXEaiOa+++gwxBX7ZPGad/d2Lg1MuEBUmz+el/L7qQsAPn/+rW0FaVEpUwKHKqG0s1NhpfgmWOvjvXvilaYYJG/36POSDNgQAXR7/zvnR9hEhamYaSFEQ2gYvrLO3ddAv4KI9Lb/le5LqEt64DcNZEJiCczt5TbVPMU8E15G5YzwOXp5nNBymD60iFNiHsvn1b6AfU0wvJWwSvNX4oxOXHnZGSEUxz+PdNpbKzbUU+s3vz9K/S+g7poTyVZ7B7GyQZ4jLkpmXV4Jy8TGA/Q2HzzhMUT0YrM9zDJXqJJrIuCdjMuojHEb3tyb4i2rLyjuKf20W2rxR6i7AByE3G6OzOhlENI4YIrpQAAf3clPl7yb0HsPZO+cJkNbw2j3NjEgZDlckzwLtVe3jhzkNcZSThahmf9LUuMr6h4AGZDlvjtRe7cF0goaCZM5h9en3Z/stBNgrufY8ErYqcMTvLBjBaDtLrjaMyAkYXR+0fg+AaY9dZEn/Xc5734BdRcHbnWGWqdcXeToa1l7cexky/4Am6UnXhlSNUx0P8zZu4MNKc28RJV12gon+ex7K6n3cPOQ6NPTGDm/+R9mwG4D8HqP3ZCeoYmWnlDL8ZgNG/VmNVdlLVXuDy81EsbonQCLEElv9RyiWdtuhFs9hKWlJQ2T5hxIRMIzflso3y+h7gLwJY/0oYE7LnBNm5J338ChGYanJE5IhuWSO095NZySzqgeB+cDxEtcNgHEX4c9Vg+e37pxZ1aQqMB/O8D+cuoWAElmHfN9wVwnP3jEy+bDZM3I48DYopUO9/I39E7Bxm4G8TXclQuO1AhdXsiEOfzu5kIKfdXChl74OofC/xx1lxB551zZqO97cAjMUyhfM2u30WaAyRZjo/JgmeaQfbFw0dzn/rvSZ4WKRVFO+Ird7LIZW+93JOf4n6buArDVZyiMjQgOg02m/dUmwCm/grYpB09JBcG1CXNsHODq8dIR4eVwQS7TwREgY3K3vPWvoG4aA5mQpzLE/9jpXkWrRzf6G12GxgkjQi/DSJ3ZkxfCAoctAxdCnbve8WPZTQOtAVwndctb/wrqNgBTS7awTb/tPlplFMzSUt/aAvv4h8Pc/XsFh8DWrauligHGh6TqLoeJlsBwXtQtb/0rqLu6MExKgrl6mXIvh9rcHCgiigYzocApP+ku5OtvGL4NJhlOY4wrpQ9xuu44CqqdfuOK8l9N3caBZ3knvvY2DivZ5RUivf2McN+kV3EXDvVZAuNOXHYqhYhdi0tjTkFB7mT+VVBtd61b3vpXUDdFZzHhlkm/IcPDFoaPmHgqFGDgrDPhgufhmGPJkEsQmznb7wVc1siti6kAwwlQr/6tS/Z/lrqNA696NRWa5cemSY95jmXs7QC4IRMO0DpR/QQMrT5mhO3icRkLQt41aW2DJm10sVte+zdQt8UHNieehHhheRUF7cnTMKIBm2CslUvcBQjLnBreCh7jjz11eP9YdvgxtkPQpMVxp7te+8ep+0J8S8SvVRYhNMjUgEQ5l9m+H5rD7+P6LOVChPyV6brFkyL6vIONWXNpB+EMb+H/uvr8ibpxrVyBavixSGS18mKfaY3wRMHJCUXCOH/nZrDhdx7u5bNBaVFLLexhOwqLuf9nZn3/m7pzuWsJZ/4dKcWJ70wmYBnhWaKFlsBbeeGb4NWnCWCUftGK8ATYKnEblvV49D9vwX2kbl3yf5Qnf8BD32kxE/BB+MkVtCMAgzktjvlMw4piU99UOKi0Y7FOFWwQutdtb/3j1I0ciBFc3YunfqaASCw+GnRyA+0cFsc6e6No1KqXXWb1kDZQzrQVFsh+96q6v5+6kwOxMnNbI+HI8HzFFwC5K7ajvQA1wY9rHS6Si80Op94GNJsr1sAc6/9/enA3p79jwhP1xODW6fMB0lX0aSSP3+Ay8N5EolFhtE65U8NSj8cw3vf/AITjGWXTKuZNWTomJqvmi3nidxq0Wy9M77/3OWqPwlqZsDq9zXkHVWKsi5p+047BNTAzoFuq/ndQFyNUYTXqIL/mLyPL7+ra3XF20XbBdpzcA4B9Eh5qC6hdIAvLzkmN9/arhNmO3VL1v4O6yoGPVAl4NEQLaYIv1scxoS5ZY+WDuUbXoc3jDEC5/jIuUyph3eDJj9zGc/szoCyoO2r+l9APAMj8mPEangzS46axsbMhzlktX83pkhIF6AjYik3fML0QoNDklb3oPHy6Rb7grvcbP7camB3c0tId+3b+FfQjALbH7J2bpi9FsR8b4lrf+aRGvvLT19usLB+bPYKC8fe8tvV9BTBObYid142ijBaYyefguP53Jsv+lfSDHAgPFwT1oIY+GjcbEljzT4GQw/RLLzVZp04JKdONrsqFYbIDxygOgUKN8qJBDdCPPWub8eH/TyTxj42BR2LEMXZsbAjZrU9DffdB56Fo+NQIlAJLLUfJaCizhbrcrR9XoK80EO4bmBakN4EGF+dWt8L/4XCOz+l7AGSwxqtXC6J4WT0XaW9rggPOJJi805Uw5Fy+xMHds1ab16yYUIpWQcPhcVzxcCPwMLs1k6kllTBH/vif5sBuGoS/A0AmEaHwahKRuzQOfoQEhlBZWVr+fVV9ESoaBf0iNpVAP9UDjpbT5diL93pf5HYHhop1Ms/SP40ffN+6vv+k7wGwDeD5JDGMHiZ2hBxYMxpMYP57JOlinp61k7UlPGD0OH3tN3DZQ0vKvLY0GBhabL3X/NfNv56+d3n9f9B3jYGvBlkg2d5E62NDiksbWZYH498zteFrG9RHV2zeo39l8ZHiZSRZjHOC8sTSCGCoSZ4Hxp8PQy0e96EbnvJvADJZKyXfZ2hpjO8j3IdGopkz7n38bv8NwDWV1NOwOTVmXMB+al26jt4wFR9g9Ir/o2sIWQtkr7s565gNaPyHjOHfT/8GIIOw0dNcddfVDLhm74LkbCUG/xjb31IIhLIbvuruN6jDfiZvtDyA2SvhJyr800TtQPJymONUgF2eXitrfzK86V85kAGNk0VVpzOglg7H/fMljbZ+Z4LAdmLAjd5FQy+/V+BmbS2yqC9s9ccAxv9EhX+aSAOeaMTepjT5lRK6K5t/6nH/zoH33IwWYInLPFULt+cNIrHiWCT/QF0ZcFVJ6TLYouPU8RYL2M/qwn+UWmbq5UD7kvZb4xVNtn29a+qP0D8BSAn5VdqlzeRnA/77wDen6ccHDCbc6KX1LLvXUeqowqp1aQAwFJL+nA6Dm/XEzvgwpUSwVMHK8YqWVPW6trrsnwDEn+dDkvRO1u8WBqxW296xTv0H6ZqN6cKsodTPbZyjd/gBU+HPjYEYolkauV/lOX8+1CDpKW5ml9Y3/iOAcNMl7hbL3KIzYb7qlo5d0n+QMOYJfBOiqGDKY3KeDlgC90r5cxx4a4Dvka8EIT54EG6e0cWAp04BJM9fKzupfUkS5vq50kfJAs0u8Dg1ZqbpRMzHv+vGhI5XjwW6QmbX6voz1D7yLJZObPpah6eSh5wOUR37rivadacAYr5bKrSF9XQy1M4JetyVSn+iFCU5z23X+2UOWrnPH+i9Mn47B+L3NS/becY78Bz1TZlfX8R0xM968gty8GNs0hmAWP8bobKZ9WzytFK7b7dH/zFqG4C0nKyGpspv2RwAbb1X/4EufMXPI0VAl5Uq6R8gOtLfeBFRC39og+LOAGTCFPc3LInBpEPdlMBXP9dgwsS5qk9urnxvPN7fC+hKxb8dQMYgvjKArUG9Bxy7VtV5LyWd/ICrYXnTj3XibwHEd8/v/6Fjo2gGePdr/Mk8VJTdm2W+YBjcGyWbjdWYgb8dwExZk4UYmeO8Ukgzncp38W0tieLWvNRXe2bd9zyx4wFfA8jEkna5IytygBIAc1y/c5/W/6IcZIktUKOR0KY4/XdlBqOIWOFWr58N9F6dm72rsmLgMDezc9RX7dSf0bbCQnsFwH96Ozqufg0g7m6rdK6zPH2MVjqcUemeeGb8eaeyzXgWEZiLAZz4WzmQCS2Gc/G/exTVyOqApVL+NLE57epFZ9RYYu83n/69ybe+ARDW9jzangKL3gZPbLd3T2OJU3E439Tp0WnAVBz1m7vwLPWolJuQOf9d/rS9IyLONp+2QsbDD3SOD8l4UzPTLnRn27+NhfQdLptZV78AkJx6bbQOOm5lMlzHdddaIvK5D8vpm8VBs9yI3zgfgt97S/lYw6R+aW746LyAHEkRWaogFRkTs6WmM98IS0bPkQ3cWN8e8NMJXe9bYMiK8/4cQCYZ9ILHfjxmwDTXpm70HDNhExfSmuGNpv2uFLtESWa0WJFIiLMa/vPfQUnu7cH9VwUNevRw7th8YZcNxI3A6JRF3s/Rtj36jyrPvV1rg1lM8CUHMmGR1WeG4hujE9DafRlw8OMrkKTn+luNzB9StX6CiC4xV8Uv6w4M2vVheuh4f6znXdNEi/ElP+0+qavjVz9sgX/4nFUTTDVO/dPkU4Nz+1KNLwBkwD2Vw5+6Fz0kkUjl7gOQwWzbRblWf1tYAu5SB2VPwdgofxJOckai38hqWJ55dEDMyqLhTy6kjw1kSw9d1trpnRiGN8NMg893skcotkq9i+DbMZDJ/GC/FDq2xmTAYaWXP+C/+u++ztr7nNoW/fse+fPEYDbqkliwrbJpxe9h9qI3xctH6z4FWMNhdAafTpMwPbx3oEcFhddXLaUO7yTpEwg/wcBkNeI438D2/bu/ABAWuXZwM+b9WvO8H2npb+uWP0YTVUeMuwK+m1omHprghWvYaOGyoh4GlV3OHbZ14oQXh4rXVRgnF96gLLhvs7kQX5dlJpV/iXWZ8ic/qHyQMeokq8yXHBhzvOM3LnjUtP6PT97+NB0TPwllXmGp+GeVuP6eh9fyDIvEdZOwcgGLJHrg5tJNJN0ero/Mf9SJQ5XFd6+GacVf/ZTsln483oTKON+JGrPs056UdOY77eU/pG38lVi32KTgRjRGmK+vhnFTW+NU8guPfDgxRMNyK8DQ2ZudF++MXtq2N2TteDGLk9/ezaS28QSoSRKYcp/VwmdbnBQGv6RT6YGoMp8D2GSxh+jf7WJ9qiWV6+W79+n6+wg3YwKt8DnA5opnU0LH+z0NX9O+1VLNNO7CoYltUJfT0+clwFNXjehtYSu+mbH4dHgsRr0E27enBtpFTLnf/mwWfQ7gDjey9SzFdtfPLhEdeo3kde9GNeZ3Ex0eyVesjp19JKoZ4IS4hfFnC+VzUkS9DrQyo7et8J9wOWLDq4U+k62Tm6HznKMEkWtF6n525jPvfa3yfA5gDcnARL/TBueybUJnzpnqahS88XeKzO4mBqQkAVSOEiysA5i9bqv9xytMmCx44kTBYLcx+HoOcsW67wMdS2R28Z8eBHA1QSLDMAK+SRz2OYCvjg6wdfHKzbJWNBpMjpuf7/ZSzfwfXhd4pGfEWYDFG3b5V6wfCvX9P6VYqVXpj//u7BV/EZhZs+cGzzw5fFXtOFWRQTc6fdDrqSaaQ57AuxjzRY1fXfoE4NUgCSTLhnodC5cyQpIvyXx93YgkT0vb4a1kMMDA751N3Fys3397ik4iM2tsBm4OWrFuFsCTWKE5LbAs8Fn7xT1O8gGr6ZB9ZLPc/OIcgHe+tHx8vikU8fstvcvSAT8b/Ffo9JnMAn+xcr/NDV/4cT4CWGOEHHpdPrYmUfrkED6u5GG4yIvgOdiefjQspJFK+DlfKcQ4kmyUjAFsmH75t+DQVaLmPZL6NkHbFtHCW1iYTFk8besZK58BS1Yunj87JEDs5KPkWeOFYlz7uCO70ouQuiI3ak/bxILDw5G66+AtTBafdDzs4KY6ymSm06FxrqFTxefGyUcAy1GvfRJKfg2LXUNVDXu8GZkKVT6rWQPg8NGY4Z4Mlj0GGw3FfLcTB2vT7e9y2/4xIiy0G5END2ZMXGg69cQcgJfB3IveXTggqupla7luEL4yhzPq+MmHjCuXxjt6rAfGxRQZe2wp33PiCRwUfhS+ctQQhYZJb8XA1RywcKv8dOEjgHOR70rkm7XUzcBNRxDZHsnO77+KmsrE9+QXT0k0D76P0aQfyxK1H7SmqVMD8W8iJjxRKx4c8eBwfCM8mMi/AX/vUUWLMi9cNr4NcEnGdhfziNTH3CGPtDJfQqPbuKKk201TYnZPTJ4fHnb0M+lJeaeZlA+btHsx+2f7P38E8JmwbcuEhA+HLFwk85+M5BYaMrJ9o0J8xwhptQFklo4y1p7u6sfRd0Ed9VzGX7xYISIQmg8l8ZBNX8tj17hULIwFODeTNhwfFw6/Fh/jsLB99wKyj6xh/5J8PBZeyDCIbwO4P1JCLCrtITVPwvIMUI5BBp0AWTsoofDqp9d0AMiEWeg0TDKfyye1vuk5vAxgj12+ZOX+F0+Jq6K46M0cj5UPoOOj3CmSFRl+v4F6+99pAWPQLInDM8cvOvv2rbgaOOnFNhyPPZNt82KvnnerAshDze0rhPCf+A2V6T0KsUo9zDV6yDU4EDIgNzw0YW7tl54uBpmoPJBcXDP4M1n9SQozk1TrYFlvpO4Z1DeyaEYetZhBTMRp+kuYPAV/lcOjgw+1tr8QHkwJlOi9imxg9Ld2Zd+e8xrhhAezeWWiAPERjxxQEr1yUXQzHBwlPhXrMXHm/T56Pqd7YKi3LA1ctNmb0bA8xGwwvnIlWVs5ctUXUTS4E7eNHXobnic3Mb+1RBjQ4OFSB0eWNpy9Vr0ib3SZdsiKqUUF0YKINzeAEv9tU3ISj9MpCUc+7tIsPe3hLCWxS0zYjZz77aOYkFk2IGNhJolLLPUNm/jsEDbznwahKMxUg/MKUs+u2N7k5HGoEkuFN2NS/SLnFGKx0rxaPgOXn20TP/URXIjNTstAcSvoH+c38P9t6WQEuDDrszd+rkg3aAz67GjZeOqfZ6s9+JB/BSuEblvylOk1rMEPH1UtMRKO3UhnhUv/IB4/GVj7JTE6idrJeQAPBqrOegkbXVtr5sRKkXm5vOyJqdvGJwIc9FE/DcwyvrC80XGqNmvpbeOEl7bC5UUGNuHnDgbW1M9OCbV6BvS7SZGKHsdYQcFtdLKpLzVFNPlYZ2oModPi5RgMoiIzWyE+GdqHANcAPW6dQS+oIk+Lk0dcZFUZF2tY7SZmMPYhfMdWNl9Ru2Oyu+hbAKMWk13Zp7qOdCRbnhSN8Cp9szulBZ6MFNjZCA2hZUkznyxMf/fq9SCU3wCNIZcX6frrWSxca6PCnoOfFZLpnY+HxGZ/KSQw8BXVXoCTNmWk4m3pj/+BA5mwmXdlOxRMuo/aoIOUY2ZMCoO5yw6Jp6y9Ta7UrvPN3d1E5TWmhHKKcs+hx/7sSHinEwMsWGLs2fqx8HSIfOEBWDcGnpZFRZB9DyetmxZ6dOIkaNltj/YA1Mctm+I/e9lUelT8ukbCLtWrDV0OjnCqa50VOq0yYeTTpZ68faaR2Kp7Bd7llH55r3/9PwCIAVnDT2blqX3HfG7PMfC8Cy9iM0j3pZ8IRb79dlPl6raFBu2sA2iPd3++wVPStuIldd+/N/Tjck/Gka2bN7ICfbrckz/j4SRRx8JjX+x/yITAAQv7WYcD3B5zdlCAL4FuyI7h42FjdvXsG+O4NuFj5wljij5MwYPa4zlKIzyIp4YVq3DMcAoqo5rppUeQOyOOxJZAgdPMe6wZvAujP9exv/RIA6wXndVIQTkeP/HVGPt+1uXtzlj6dA99wQxcT9LDd+aFL7pBlaMedSpHTHPY2VagE07/R0jal03QN/k4K5mZGZt4znjf3jl+kMjuYSSGqmPb5jlEYTD0nXz4VsvHd/vNABhrknfhFcZglv+GAw2LVkLVrBIl4nApKR2UeW1yMcAa697kMxauDY9lPZV0v9aEqNHpCecflgf6l9rPa31XMGCZv2pUxqMOjK7M+HzE+DIyAeuUu3s4vbjHhGNud8gA+HyKLSXJKMOw4cAWfWSwgfrAcH+cfRoxjNsVpffrnbjMpzIAvt5q5DOi4sZezXAySVt/Fz/izMoEk8Dj/1D2X+mTLf++Yl5UrIsajY0sgERI9WFHCdjce+SS9++mFw7fxISLA69vGqj5Bp92TF2Y9WHBKKBvjRM9g/ur4YB1k6rm5cIl4otnMOituDl7OIIBdtomZyUYT7o/P1N1HhaofNM/PhhOjYd/GgMphtolLypj5yC1GFj89DbTvOQStAcvwbutMTTlQpZf91XFiGGXmjseCy3ni3Xk/W4w/4UFAW6my+mX1Xy852J/7T47ugIho+bi5nUOekaq7XkH2NjxH534y5/03msqMz1zPY7CMZXCtVuisQotv3rs7eLpUJvjqkgcxUPKh0y4OG811M4JEDwPNcGjjrKCqN4u1ECj8LAqHpyx1EEC2qw9MxYW+aXtvjf1fDtGza/p/9SFGZTN8jZH2kNoavuMAOGZge4pp9sNN1xqSqC4RNFqasiDzVnRC+gfPVxQkxuobTWjPSnMZ2NUh87yvMggeGl7efw5bmA19eEIgeX/hjjL2mLAx4/e+OHy3DFTwiyVO3I28IoEJgjjf51nffj8xvMG+Ol7AqedT72WYW5dAwsy6yf7CeNBvNY7OnT0o7ElAEfcVDGUrVE5xYsa1vP19J934NbcaaGT+s0rKVjzSp88W/ZEdhnUCafCDEUxHiooD1f96lMm/R/UmHa6J+d+64tp3g9l/aM3t0/pYbqfLsARMrqatIlxOnPfOGLjdagxVyK4VYbs+ww0YMVX4H9Oe4iGXmcdEz2qejC/6VL8b6Z69T+bM9S8fodjqeFFWVGBpRo/V+kifilz0kAeTrvhJx5DjQTqt/irXZzP61fh4YUxXdftMhzoPWdt7gjM8B4paQvzxsO7SaqqRAjmTxy998GqkdBSES+779W4HOmAQLRsdQyWPENnxssYWA0/ZyN4vDl/QuVszOlhMykeYkDpuk79gZ/RAZT45jPNjpRuGacdf+yTunXcIITXeQ4rBXnVpNyj59qLklseLFWXDVj6Fj7ryvh0/eZALbcNjPYH4gtHPN1P7nANnXrVV6XyH6U3s609U+PTQwumFmk7hYRH7b+XOwQ2IsQp2yty5PU7TeRq29iD8LUKcF7nFT6xTg3JSSWNHF41VceK8gDsD1Je+RYaLfvHbGmcNw/qjvT1IwNSpH/6Xrjv+QCuB/PJL8CCZYW819438CFoekHf/B3G5GOFFQDLmsu49LnW22mMdC6SHvdZdibKpfVmvlnCGVarMCO+nrDGE9msqaSqXXktbdwNqiUsXqm/nCGoOvf9Z0+sXmYgOuUOfLKc7/VTIlFSrVfWWtL2/IvcwS9/8vDkkHirgPzy88uoLejfp/lG2WsNPPSQFfjOaI/ja/vKGKoz3whtAyxylYeVcvAMGPb69fb0zLOrGPDYoSRg3uy5cL7YywPbBq2j5ubNa5yfhXWZsXKr8X2FNHkkF7Uu6+zNpaG7hi6Dh657uBCSMESKmvl3yZveBLz/JzXmE+2VQSLbGliAUH2I3NFYYZ5xlfUVyP2t1zxokiupPbmhdc/gxOsNLMcZ1Z43U/zEU87Vs7iwbZmi8fjH8Enpqx6snX6PNSQM4V/1jfr4cfR8eudAYUyfxImpq9+xpiJa7i0OU3DKzj3T+rFgh6H69UdguK6DsX6V8LrEs8Bx+AqL/HewOEf2cFvzbnidxz/2DTR5DU7cC/nj4dXEqVzb8B3R7mErYKdgTz7Cb/yOyRUVPrJv4TQXj7mHeJRCzoflEmrB17A9kv/FezrlQAY8m2WK1Ne0UZL4U8Xej3WLJ0FJ7S6slt1DZYUi2leanS1PGFtDtaRdRq2IVlUl+xy+LtKQHfvRf03txWcX/4T1szVUaMNXr2a2D7Xvj40Pcuk/Zdi2N+0jb+v5lUG+SaMXPGnqpMpfE36K94bWEEpXf5A42eDYhzHBGReb7Aqzydq/lkEzkuZlHYTr8wZZkRKF/cfNZGwyq3s0dRy/jjdioxEI9fKyXF3SVzshxUiJGM91UO546NV0i6cwLfo/AWR12TnayIJoaZ9GMtySV8Ue0TdYLEP11jspSCtnAlVjuF02YvhjMm51uAivzHQ2HB6pqVT86HMme5KhurKjmUFyt7+0olnFam8Mjw2zGbX6zUfr4tlSvzDN4DnnKfC+y3FBd11TOZzacBZeZwyzxfrJYus805wtLkqja2AS1K8RzzgAYGGedgLOJTFfeboZXsGF03uk9GRjSXeFdCWkaWZkKygv3M8/DUZOIhrb2AkwOfw/AWSwOumbOMQ36OinlYxMShV8N8Qq9QTrkGrIQnstlL6Q1fbaRYmJS9tvoHB/iNiM5zfDZ3uMNs7TwGokawlAayjfUfh61Qv90sq8DMeBaz58DDprujVskJ990SnKCU7/bjeO3/KqCMpsYsC6LCNqxvdWqZNOsIWR+oKhmMM9lkQXDRwH28PnW2zF17xN0te0PJZJc0Y0QfsRCbpEsUTap6BKWUp8WUD1tKgG8ql32MGk/waQtWs6ButsMEK2F6kVyUzmx5q/n+cadZECkGp75Z7FFsikmLUWp35/pt+Ahyx44X2QvM3JlvbnkXASoC+xivA7R1icLCkI0DjNgprRscty5Rr37H4pm59+smvPLY7JSBx/sqq5vWLtf/6bmm03g916KhgfmLHceKR9P1SRR8yr5MgAXSPV0TchvpZxXjdhV0NbkGH6OdifWn8zvMSxV1+ERAjYj2UQO42GhJeOMw12GxJR6/maqmdNOixP/k8AP6M9nkhk+LWv3Xf1JcYDrsJnzLPTSVRx6huWVXKztN8sgi802Nus+zQvQ1TBl1H6B+CgK51anXbHyayq/Vob1Y2r95f4OCxiaeiUhVi1Nce/b8bat9+D11fEhFaX9TDOtj2zw0C0F55YWi2uSFpS5nX5gY1qQcYCX6y+DD+SGTDMHy4OKrIgQm46WxiWIPzTLl4/5Cehju1Dwoa9JH29Nq9dzZpZqpkOp4Z+N4AUV2yQRdx5T+CzkYeMhZXTrIo7lD9qMLwVi+TtSlmcU7PXbSQ20IaZN3/SW4hwmK+ejTUAGLSUPOKYjO/79sWMZB++qhXhnsmrHjA7XDx4gE+3DivfUgnwTS//PgSDc+Cl4n7S7xhwDG0Hh2g8IjYdHZat+KBuvPGMw9beNyHpONwQsyy+0WqlN/IxvLU0lUVIZbMR4keCl8sRGxsHB8mS4xdyJ24vGdjosGs8bEz/bgBZWt3LDSpIenLtF6eJE2ukSea1jsqSBl6NZ0P251nqRs06h7SZWEC0MT6lLL8SaHWcQvudIebeE5wB8NHEgKdjjcN23GgHGtObjdZGWQdZHbyr+T36YQFbrsNa5TJU/jXD7Bo1Lh+KGejUApcmJIuFLR9gjjW/gG1rQjQLqys8ZzojC9xrzatrd265+PS5JgaQjR2zIa2n5FbPmywlzH0HTAn5bgA76KkFQhpTqlls9Kk5L9e5hlzoWNJDTh4rtuRTi3vDuj5bSntBG+mJTGrEqx3svLjjxrkFsFd+YjX1JXCBFwsjIoezLHUK0XcrU0PSZz78+PouOgw99fCfhWpTm1vhnM52aLW+wOoOR/S4S/E/TbvTopKtzMurhpwBRrpy1qrXWogyD4UGFyxYPD/Q35EkKaFhnQbzoJPrLWpU3+FeB9Mn/DCA8DIMqfLJDSFy4ov1Oy9HmcRe7VB0yJ+2tRECYt6UweKz4XJS6BHWfAmDedY0+8VHNOgjggXnd/Dfuwj7FLJlGp3BSsdwOtA8s/B11zD7RPjRQy3Ij+2Rgb4RiTtx1TSPt7P3BF1TVn+6ldFz/PRJGtvxN1y3O/uYVn4RAZA9cumKbaORuS2N0mfYaDQ2Gqc8Vfv79mcBpgz74k3fk7kItyvfNtUEKRHN+lPECOmeL0ZY5F1iHbcL5Vu5Jryx867DyrRbsNppWhNL/ixTobPCkajuHo/mt2tB+zIjhjxi3U3+Ppk13CWbTBz8dF4mOqxvz5N55fyZOlIJ37h2Zr7OI0JZga2vnm8MGbvczWwylTJhL9cIkpcOd2JZnxAfJVaONXzIIcKOWXHA84b6jc6zSRx57Bcv+h4ACYetcMhZ3gfZfrYkgMkKS3gx2TFxCQuC9tV7TYsNkMTu5uUu6VUNfr4V1BPawso6bgNmCprDGuwORzovIDY3y9xhnk8xjT1R2/GsroPHes0iR4AOnxLpN4cE7rIAbDFHl/HfxQY9pW1WHMw0GzwxOmMNBrCHC8u1SEM6ntF+VH5OkmqNQ4MTCXoiZTPtgMuks61J/FEAWXTdyPN0sSTyud8CX0X9Nm7QGHDxo2JNqG1mHyHdm9uQ1Q245pdLrjFn9J56spHSCV9nIpMGgvTxGOOdROtmMsk8M2NbP93P90jr4sj3iVYr3PtizSU9Vv8tq+p2oi+gNdsqL1VAw6S49sXu+NyhyoXn9vMUydIwx2G+Cwh1RjZFNhSamA9p4vYXBlkhjYtUtSanfvGa7wQQD0/VAzVH3s4V5w++8NUlLDQXusYd/bzRH/LU1XqL4AEZmyiLI2fchWzZ8SWBMVmTbsBJAwFETLlbyc5rWEFOZIhgrg1LXPCz6+K/rNVdRbFpr+Gz0Im2oL5UeHOlYCYehkMacB1GRyT0x11mY5DFwhnh6IA3otJbOcf5S+fXQX0yL8uoU7J11lbhTKK8d3g02v3Fi74TQEpXO6ds+eZ1IGKLvPhFVQnjVS1QTrr2iWlWIeQpRQYR9oCN0Lw2dEEPlL7m1vuX54MCZEaaOtRB22SztTUffY7Mle5ZLCdsF6DqnHClHubxKEyr+eyztkVJFD9tPWzq8Bbeqd+jMj6VDkkeia9UjQ3OWSE23w4PgGxqa1v7FxtXEwXi2ObFi4YpKmubFZfNWNza/imGfxnO/70A0okp8T5a5SLsd0Uo/nPrgE5Jj+cFJt77O04lIzbWEIJpcB3cl9FDfQW1lryHquJtGQIvYY9d2B1W/yKt2xEQT81Udb7qr0vEsttvD5NWTrj58Ry0zO1n6e866APAK/UnVHduHTPQ8DVB5s6ECcuCuLAUMa574xc6dNUn26ulqZE18LO8Qs1WZ7940w+mQR7IWQa1u4KQ3JgnAF8t7nq12NtyE1DOrmREJBcK3BjPiZChR0GWrSk7EhQ2WPAc9qHVMNlvFakTa4Da5xBb0X2c9xXdLVGV8Nve8mmu8O7+D+Sf14rUcMuEJ4Olx7Kyj9WuckZIf5joGDOR1SFl3z6q/QGV/b80LX80j/RiMSJW1xogsfL7X4z0lAo8wsR3dfPrashE7Igvf7jRikgB11IF1MPN99l4Jwkk7S0bKtD/XVB8zcdbTg00Wdz2K1e/0ufpIdMFX60MZjQHFFA1IMleXZuZ0DaxnzsHshHvPVUIG3MVmV+Ya7hUS2uHkVR/9Mvn/3Ai7imKz/AT60eqIaniL/ZVofIa1S0KcF5ABw/chcuhQd4DZcHqXq4Znsg8+fr1pGAOLFeeHp3ZwlpxiP+fZJLf1MWUUt9H+EW1O4OQ4VxWfHl7zhgGHFAjqjHuxIuQbiW89OprqJFqFVPAg5wHI8kpO/y/eMjrkS42ye15O99/tWrhBwHE38rMiPomH7BOo7GLdY5VVQbrI280tV4mQ0PyFVv3BfP2101BM+pKjQedLZAadrl5EE0g5LNbnljFV7Lc8T9Wix+pMPk4jKv9kdTER/BR18IVTY2iDmEFSoH6uC2NNecz7Ef1XyykGiMjZLXd79MT8NBvp5SuaW2QS00THfgq5ciPAsiA4xzzWb+fjuZHiSfrvlmk17bFESuj0lIc7Cg0TguhguDgD/j0VKSUsJQXtad9ImbbYquyn0k89yPUenS2gFDosTZoz1/FgKeaSW0EyPFoB8wgC2igbkZmVMJpbldX1He7x2d+5CpDy6zgO3B/cEwrxm7ll4bIjwJIEnkUiHfsKX8rCSHr51/52PHANg5blC6Chact17u5xSuyI2dKPK+yPL24F/tWljbAgDdRrod+7OU/R/cHu/a0W9oMrOlxBjxwsd+JDT67UoDBo1i245ok2y1KYjzIaKvyg/a7cOEkr5H9a8gPzy242mWlXz72hzmwDV5xlrJ+4meeDEQi3m+/LAH1mvzstAtjpAIGLM+wVHXvrc+FArH2XT90ITy51GHl3gxMa/196WNYE8wr3HpIDaKmWyk322gjbefgMxiaYaPbB8eBPlrCePg2Omb5aSFDhfgB99uEc2FqJi678NTPdWFydzrl52gHYo8G0h35nDUEsk4zF4vP5EXLnguhsUvCVYIM443sc1AkrDRx7d0esoD/Hjfa1K2K83/Vu90pezFbXCmXOB4ptebtuu1Ug3YGtidjvNiHC6v/tPhWi4Mfb3WzHzgVqNnaJb7434wTXz65K9thHFf7fFOphhkOSKGwpt0kwfV5JmD7RA1p6iE04zGXoFnYimmaXmjJAdXeJshmOjUAMWG5+a4/tIjxXmZvidxDzV84fCp1D7M0qXpt4v7TrwXzbR3XGH7+nnWsyMEhqZiTJ93/8nldAJDZprXyixP0mRrIcVxtu3Bt8EWn3ygSz6SWzCSsVSkol3iG9NCWHhI5zW1SIBUmRF+gfvyHg4K7hYhMrpytI2O9r+5zQyC/3fXVpINobOxYSJp/jBl71XdAIssseWt6GZe4+tW2oF0AkAHJSZ8f4jq9S+JCxhXUR6xxRznwVhux0WQthW3ZUpS5eJCcujoP4k3MfXnClbrlw6AbX7t0fhO1L5Q83YdT/8hnQ3eDw0RWfIg2NkDV6oHZd3vHpUd9sk6x+neFHdamTyZ9pbN2CcDNBp8ZISyj8Ul/NuSxlQ7nvWkD8GEicUwidgPxNeEjj/bXFOUocNBUzISN7HmtrEjDbo3S/36i+i0JljriiiRmVnZM4cJRPR/ibNnUE9d6Nv7htvPjLUGqB6jb7igvwQUXjP1q6OkSgI+MT38ZkUZqddYLISdfbkQ5fg+QxPtstB40xO1Oh5plVut6jjPgtVefxDn9L1ma01QxXLJXyk1K1SZz2APNEo9O5CfODxJRt/AjB8JqRHJGwUvl7DYy13f05wHEX8y14svUZ5RMa1zvh9hiZzoSJeetPHHGsCEBcYQM97clzVKzvD1NqTwkcov4lT8kPT4n1szO/TRZPhLkxFrDtW+gCwnDKiITZzB37seisJAv/vHdNYZUEvfr/Rq+qv2PA4iRa7Ld+JXyzAqTalyyB+CaXgyWJzvkiSvLy26HKkJauXJD7a5BxF5oSg5WON21NncrUUk3SPxysYlsHDV2E4dMi5dQv+PUNBisWdBREl+4FJiU5zuPauWK0V/rXl0BkAlmYZ1eof7e1dT22TswcNzJclefU9avr7n2lUWIz6FpUN8aJuxAfX/4hb+G2mFomteHS7+CmFYYmKesAFp8aY3/F+XqqIWVGOORt79+Tle6MANCPDqdtCDO+cPu82C88sECHY8zO+saKCf6W8Xw6ZY20S+wnqXSv9/sH3/jLyNqInVfEBIrrWfVvv00rLbsrDRcjWn4+mTXAFwf8A+zPjXj7Ym/f41JRXOhMTKbooltyuYM/yaoO4V1gHonD7gitPTHX/mrCFumZCg6G4akRny2BJ8Bq6w6Kc2Ai0e/OdkVKcyETcaNnQJ4yybhORV+eVysBN6GOpq5NEFVpvVe1nRRU3/LJoDNZs//AjHCoo+BYdcLJHs53e1wwTChojMOBJhc8c2pru1s+Kz3yS9AIOuu8fFc29L2Q7gZGE6HA5IXodLMs3mCBgkNbvVVIdngYILv37jO/dFkRVGLIySXAVlD/iqrM0cbM+DAN+e6uDVkXOCXANLbmPAiVeZqe8/GcqwlSudmq8E16OfTCvRZirlVsEj0KpW7odlz8l+iC35JtZOc+NSm1lOTOu9NDndSonHwtzEnXQRwsejTzw/xUAI39XuK3IIOlwyRWJoz5+4IiqX2jrwQ5JOktJ2EIOArp8y7KbNytxIxjw44IZMxRO5VGuzppMir5G8r3kUA7wtM/vibFd1Wpj/1+UDZUdQBgxVmdTPOSj65o3LRKJ7MDFKBrhmzWPf9VcRyVR/yRT3zsHLtvq+TIiMmfXuuq7u7Jms0d0RlETPkRYo2yak3T97/BtWBqRDe3TEIxWcnrTlbA7BRq9BkTE17vqPndje7uP3Jb6D9fogr5ojFmob7ly5/pFOHdxybnRbYScROVwF82WtNu2uU/L1tlVoNZBx8YCS3i+XibzrmQlObt362vbJBn96Z8wTmwhMvu3es+H7IN639C+VIB52ehI0oETUhLk4ODg52ilgxAps66TVd3KCZAaMUqzpmN2CH4TqgljdgO3IoWesIz9caIesN1IjBqL0/J1tpHAlbdmW5wZjMev3jv9Ed/WNEGnVkimNArFGfpBXLl7FoxfIVK5ef6Wz/ry5yIBMe0fI6lhRNUzpIrVZm2Zeze2U+WCilGHaA/tlq6iYqM1+V30yqigwYGQ0/srvV7yRWvAmuXMs323115oPrIgdirCZxn6Hs4ieufrc6TrPC0hG/0rgXnd73QGk2NQ8M97SP/5WqzI9TFwGktzIhTfIyxmuhednnTm76OV8N2+LOQ3RJZmW5jaw8ASVOf2kP/lHqYhcmHrRX6loMmKaz/fMAspWWwk7rmr+JO2IRcQ0d7POAKv7S7EoXa/yXUVfHQILQU9XceNOzLOcaAeXBFG1R762sy52KCHIy1fAV5X/N6ESn+l+krqoxFBpbkGZ7Cg3cd9dEyduMvvefd7X2j6Jcljuju/zmv4p+AkCMQqngQpbW96HCvmcvsoD/v9RjJjQ6rSHqwEvTm/9e8n+EfgJAopiUovT3AFXL5CTTb76Ff9hZ4su7YL/EBkqRjOzyq/8m6jqAlDoCx7R7nSpQ0530sP3UfwKI70nyIVCfUPjw/4Mm8xMAAgXHs/7SuqPf/VCcS4t73CFgvur7e/em+kX0cwAyiPi49EWGju+hvYh4dveb1P1/wII/yYGs5f1tP5ZLlckIjh99sPaE5u6/zaXVBfo5AClXDPNHwzQYcF1AOf+4IHf6f5f96+knAewqjRQrWJaLHP/My7uV/giATGatmnx5m7nQN9PU/3v0RwAkE6MopUIEdTbx8D9Gf6gLA7j3lEUo60+9vfsmVv8QgExYyYZoyOp7shD9ohp0kwb1xziQ7ooB5D/73wV/BWH+a+umJSp/CkAGlCOEuA7+IU2w+yZk/hiA9AaSFmPo9yYi+mvpTwHIpJMwYOTe+j+O358DkAH1xggZVP6105vfSX8MQIzbPHbE8eB/3SPzx6QwphpNxL7j/7rwT9BohIL+5Pu7g/4ggEx4Lol6Th35N8a6fT/9UQ481Bvrgtzv/7vgX0x/EsBzNJIdRfDdf5f8i+lPAvgumsSMCb76g1X4efqjXbhRD+vSQv/XhbtKTDgpjzmwKzlS/x76owAyYB5CQv8HYFeJwWC2DkACz/9gFX6e/qQeSNbpMhPQxT9XhW6gPwFge9on1p9XS/9Pkf5RYnQlMfTfSn+kC1d/vc/2/zD9GQ78H3dhfU5/ZAxkdGR6+4zaPoZak/xgTGqfKya1DIrB+CJ5NWuN6l/zBf4IgO2rR6prn+1dtnzlhLAcd4s++saGvt4lFedr2mc6SWJRKvqaVbi6urb2zSP8p4ZaGP33sPAfksItDYcmhffW1eNBCP9ntbMvx/LeKABbxgK6FqNfNLQ1fg5Qw4upGSbGJsaqkuoa2n2Mh848/xcJ7j8iRN5O15QS5bEPG3by6L2X04TXvJ0kfqBKFvH7JwoKSPcQVFLz1ncpnTpl1vxVL+vrNsSKqBgHDzHGNotZeIJ/oDpCwvIJW+v++zW/hX4XgGTUokayliPDnFQsc4afYaXSpKeH3FurId4XViPdswCxZmN27Vs2f1N5Xt7gQUMLU3R6yYrFjV8xLmPA9Mmr1hblJappS7LSA/dJnX6zfTz8TU3onH4bB7KWEF/NtRbSH76ctbYJH2+zH305Qmj0eaNj4SgFatMFEZu8nrFhlKPv4IKRY0YO4DeddPNkoWP+9peLZ3vxitqpFWQmyhEfGMFQOHorHf70utnf14VxM28mC0n4X25kyWF8XFvku2idkvM9AA8pCS7PWwMS7DB7aerJxdkjj2QNhNRWN25LcV1QdSJbkM3PZdz6dWUxsjJK+obm+oZ9BSTEBdicdr/8wyu3fwuATOq/hwMEdTZSO/60KyabjXIvRQiRLSLe6Gv0HK/L5QONYdTCXN+SOUVGAiozKk+ER1x4ey8Nsdms2laRJspmqjV9UfmxaRE+LlFCspr6CHEor3z0O5rwj/RbACQrShpKe/Zewlrhyhq3rvfT3rBLyu026cr7/aJdPF1naA4ERik3YmPj1R0xAUW1vsmxPAlX+gWxRZ+8HK+sjRJm7jg1VJ1DkEfNxoLDx7d9d1Lu4Y8AmMw/kk7vNwGIeeyQWa9p79p3BiDwPRhsMLqyWHU+k0Sow16XafZOlXBWyvs1rJNDZIG4+CJY7rkIavJD5Qq3nU2N7elTvm9tehEfu8+cGRPHh4aGj9m2dtX6tSvj3E2RZDjJ2PlnxsLfMwbWhPeMedaxlhnT2+EGzo8OOfvdp9Z9Mhm1UTY5ZA+42zYaJ+C1IWJDbMuZo0KewBh35Hj0eUIP4eD5d8d4IgGfVWdODJ+cOWj7W6ivvHxmz6mswL07Byojfved/1GFX0W/BcC9pnpboWMHF2yfTbSPe/g6XmkWa1lnR+ejdoBLZlt2I0AKixJlDWe4l2VsNe/D5lRktb+6RBhZp17fV5w6dF0LNB1cM9lPj8+9n7+vT4itYTzWDdHAA6x0ij+k1vw80/5yAJkkhaEr5bZvb9xFa8/LsEYv6AF0KDckVovZnitltKLUzEgDpDDMhz3KgWfg9dqRfZQHNe/URQZDGl6O9pj7AuDGcgfELxu+6/ze5asSbaIMNdKNSadnH/CSyjv0A2Mhk/nTS31+PQfSZ9DCWj8mNIIHQ4w3Mg9kyLZnOKQzobbi7EdtjlHbtk9UIt9H+MwtnyluCOUftAsK2fQhB4mOpVeX+01vhbrrmYJ8blvXBU+3VbeQ7tnHLzBucf+coHBruR4CvVe1dmP08/fRLwewsR/XnJaPA/ypwQ4rnryIQQWf5jL3mKMeZIsPgPrrM7KMrDx7syOVwaH+O4ZIuC3SQ0jrHrgi22sw23rqdWhepiNkvOT8nQGuQ9kVso6dOLJ3wZQAP3c7Szv9HmrBCHk//qFu+aRkys8uFPilAGJmqHeU2w3te63Qdzp7r3zzOEOs37X2NU64zACEKhYJaK9/vjRQPd0gxOKef5KigjEnCjMUn9ACtcej+H1n2ni8e+gZegtglDDyLL+9OGYGcr4x4/nuTGX5HlyyASFbBwZFz0mPTzDnQT2GvO0I4KVGjH9YgEvejSt1PY4r+Cfb+EsBZECLs+6Ljt93oqM3wdNg7ehj7ZdxCy4HIpf98MoeycVkjNlzNVS413h12aRrN9Nzekfep7Qe+rYoETn/qR7rsSHjhny3vh+VK9Vn0Pz6w05GITGTk6dc/Sw/SP212dlaNls/HpO9iju3lTuSMJdwbPzJNv7aLlzjanK5o/su778bXmYohV4gaxRZLAIPlZHyxMHxlgNnv3p54GiiuBUWBgnHqeKVlNimk51vXk7XQf0rm0+Ko+lQGtvPI2h/09Jg76WFl1gv6eA38reVsRuhvCFDhgzNW/SwipzpXL8mhRtP18D83t9mBPwx+qUA1nkZvaUyQmFa7/2+dYK82wHWXocsTJ9EIQndwJzLNdA6Jz1PnI1NoU/mQSoNGIGDMviwkMHmS9UQJWFJfvfbN5PcU2I3VR1zRhJHoD3J2Uep8ejBglzpHmrKclIioqIiwoqqvIGjTz36h6o9vlxmZXTkJUwb9JNt/GUAklEmlfakIwHKNpv6WyaK++HjGP/84qhwG7M5DzGnPb1ZpIotMlUkdqIOOkqwloFCxzD2KgChoKMmzv4r3l6yFhWc+Lx9h8D2vWDrbpR78POJyOTMvVn9rvLdhw/v3r+/PXeCkZFw8AmSYZvRbgKxlte8Pxkt41iy9/VF6wtW5T/Zzl/HgUxYxrWVyvGPa11pXXGHO6qy3ZZ7cXF5gprpmPLnAB+eTPTiQhx9SsoOQi4yud25QYbbX+lG9gnTffzEGXHn3PrsNfgNzRuwtO6VP5dkGn195dq16wcPXb9yg+iZ9Uv6ixksq2fNrbA09sc7E/roF6wmOyg2BPT0ePWTWs8v5MAN7GUft2bMWfKIL55V1ZMz+5t7ZE85gI+er3cR4+bWHTH/OPHRMyJGaCuu6vxhbW1Q6YoRFPKRRNm3yAZOny4+yDdFUmk7WuDDwVz3AElzOwtXO3snJ0MOq/DYLfVQNTdQf23HGHm72FfXKXslYUrC3o3Pf3qC9ddx4Ha2/PYFaUw47dtqT5J0fBhn72nnNuoS/vliT5SdGDIYMfNjqhm69mUvNs4JnT2LykxT50niMRFHxJXPVxpdDOmJ5CZWwrMxVpLy6nEVFW+q3zU0NtXVP9+5JlJNSiz2NANWaAZcxqCfm2dnoDr8MlnjRc37UWPFX2uJvBKzbfm4ce7+bUct6RU7N9kH2wzHJ96t8PUURmhkNHv2i2fXj609cnzX2q0Vh5XNRVNoaERVR+AHk878LIUUE6pdEI2NRkNcAWQzLEp6PCoWROYzW2CuI6+m2+wn39TifrGDtG5eQ1uC6qxxbpp2RVTfZz2+fZj92Xb+EgBJHtwIvhufdNiJdamp43X7WK1bn+g3pSxIBRkpkQD9Q4JIRl5IPy4hMtg3IEYVSYnyqfjz2X1gpWmk9iwFuL5hw/IVa1YRRn1qRnadxmzIM2BLNUlRd0MNaWyA6hJNKacNHzrnpbZ7hX3tNs0REkMlla2dlvg5+jUAMmGz0K5PveN9xlutkepb9NbDcn7Eh3gUNza4Il5sAW9Qw33SeBa1W/up3oKzxAzvw35+u2rWU3CX3zbWTQzx9dbQlZUNmXMIrvGSDVc1yaahtqsvwBlFgSkttXOUhabf/YeakDrcH83RA82+ohf7T2V+in4NgPBONuuz7rE5ZIPWSj3nZGAWC3MHW2dmwGoaMmgiW3tJIJ7pU43jT7fNY+PrqehM5OgZKUtW3Pm7UjutEccDsxeu3/D4adnYOKXQ7btEMIBqvGycZOOFsXKCke/LpFUX3m8PZ+i0MgzrhJO384w313ta/Yp9EH7RGBgp8JmmARvyJns3Z/Kuh5u8yGv+pD6bYQziXkZtkheEUM9hlUvsNGkjMlAgq489V7H4gP/ZIml7qp65S09ZQaynfL+rTKjbbB65pCe177RUL8pt7VigKjG68uuMSR26dXXlo2Xl06fa9M8OKZVEc+4HBra1OyC70WHzawC8JPSFg3jF6vh8uKF0/e1WNt9on/CpdChBJk1UiMdrKaTkn/vSCqH+NHtWxngGHBV1rIZI+/W1V6P02veIReLhs2av2pJsLIyU+6iQrZNR75WF8WYcYd9uj0Ph82BGgr1HfFZ27sJdSwvLF43IHzpnPF86tU08dGd03S8BsE4/6ovjqMOOJ56Jo5WbUsSTvV+QJoxFKUQ3obdOtOVxfV4iKhOFVF3jOrJ4w1rk4GexZqQfN4WdqKUQPwtFYQOE+BJ7CUlw0tgQSVGdjnhVRhPh+yUk57LD+qZOv/vm+cNlQ8eXpfnaubvNnZzli5B08oy27p09+SUArmO/+vnhh7wrps+HyNMMjznK8YykNj9ZgJKo7CeXJ2fyyE/wQ4oW4mZO+h9Y5elAt0dIjGwZjxRsiic4newXsy7bxESG2vdcdJgAkuXGP6Zj1IYO0bRCmgM3Ujuzt8PSuiHXJu5oQ+OJkUMcDFDSvAOPHj+5a7HkQPqgCCUxhJy6dSft7geQ6M4WMZ84An/ttSVrAlp0woQklUdPRTsp6+Qmvy2Jwmp9T5+EkJG2NZL24UQ8VP560h0b7CmduYfOzDdQ/1BBT0F81L0T1z8MIpBKDsHI0nryieFRtjJm4uB7yTwI6Wx40P7u+rV2Zgs/MO+MUVXLK7tzx6w9S+Gp1eTv80dLcfdXnljXeY7SrlD3A9gCS3gufFJhGEy6z7mQCVCstvysamQPjsGUlvNYzKLdiJpHQ9NqdJLW9lPS2dUxkt1zRpxsSFRRHzd5oTwnrQ/WGnn4lUqnGkw2YOc34CD2CM0LF1wQZ2Rj09uoaNpIzR6DSLBN/RY7nzUAi400ihPiyaOOuV+5++plI50xqH1B1OUsbFRbXO+2eIbuB5D5QDIQPo7TZAPatEvyWKmugVafIH1p0VcEwJfysh+oy/BMz21a7UrYufRDbXtqaeZ6RYS1lKSrTf3ynAVJrxXpj4c8xMXJ4XTlojrikCrixAxqh9Ex4LcYc+klMaTr1tjK9j+4zSFwGzxb4hxdXgfgNPtwWXQCJ49nZHhxUaxuev0Tkhi6pqlxiT4SnfwP1f9h6n4AoUDgXkeWePJ/q+/VcU6sK/utrKX5UykTKliGpS3DSRXDyx23Ut6S12mkowY73NzhTNRsGiaeOQYc/jP1+RCHhIZ5IuIsH4tR1SgxV5t4qbX9TvzJzoeLoHSAUpX4U9jULg2x5snasHjXscCh1TXv71cs77Uu5e7RF5C9BOBtAXsv92/tvi5R9wuROs2PG5RTu7RMSW+VXsvq0s3WcZN1BC/hgzaf3nWscIwp+trvWWKRGpbORysSnotgnu3rGoJ/6OngQ07XYu5INZpiKpLE0jsE9dwUi1lQZspnm01TH+xUjm6okcN+aCmJkUWeiy0Ep+CTL1T719Z9AJg0Duryh2Uq7yPfdYYbv/eDbtmdsvsBHC/48dtSic493kdY1rZv+HTA5kMsisY/XgjHsDLH3zPln9rOr3Q6PAiWIOMbiqTDFMQX0xchdh4uZwUD/tkC+Pygacinr/KzRzZIb08vhNzbvxCL6K34FYeE9RTNAkuUUek45wXxkf6WU1qwUmo2vm60fWGRzZIL0HrQaNhWYmKfzDfQONcdze12ABsUI9s+86BAyrk9tFOsLP6Y4yzzFiO+A9jKYJtJTeycCeVI7vAqM+A5RozDIVTOtRF24lHQ7iS3uK9DjJWgKs/YbIT4p2Yg44FI80GjO5ITR4j7JuW1aH8TfsPNWQIGcEZOqGSCk90mL4nAKnjjEncNmHfVEzyJ5q3sUvIA0l9OiyfS/pmuguD6bmhv9wKIWeoE37nPBdyElMvSZR93HoH9KtuNeIwboD9aTTpQuZef8RMqIIOyZF0QjV2ixND5A0yhNOc5MRIxCpwIGQtHH0WyFvNiEVemOAqE61wEDzSmQ5SyOHgNFjjSJTXvrXqdg4O9e8woHIbZL7LHaL+BC7MRW84h02tvR/QfZQFwNGLYW9iSmo2kH/x8DtJuBZBYt1FBn23QBtt8nhn7fDzCjJY0dj8Hz7WVyJkqM1G5DysjPJWMtRghy3AaUqiC4wJIP4NfP+aqdLshJ3pQU5oYcCjaGNGyo1a6IHY9FP7xtZjnX0XyeqniAq5VbzUEjkCmp2HKzIgFQb6xfU0ftHrh79XgdBbgjiLbOoCm0ozKrTPp45Ez46dzkHUvB9KhUns7NNd2HG8OfeDp/HFXCWLyX9E6N0pGrSdyPvT0/Ch7pXFv2yPe8N98xDtcTRq5X4bzcoi770y73prrFyCa7FDHLEWUOZsH68+JMsLEHAnxGxBNm9FTumNKmHhW7ZKPjCtLxBeV1tcGi+RO3fgivI+CVjIDmIvs9HOWJbhrifQdzlheNl3H7DbAw8OpdwGGo5KfVge7F0AG7Oj5BD6OgSsCHvuav/5YR8rmT00+hBBn6jA/Bb3MEfehhU5vV3iGYfYajJBnE9zRRCihH2J3s5c57YgEbdTVsE1cJonB0Vfj0+DPj5UOMDFBitxcHV5AJuyTmwsHgqfvLMC2Gm9hy2p+zoUABUJjszNqYJ1ILpThm/kNtTwGYCPIR2YqHqrNy5hQY8Xf+RzMD1A3j4GQ4Elv5ylgrIq4G2jx7JPpTo1zdxX39EeiLdD4iOyZwbhRj9kWl3idinitDUSR2jk4r4vlxyiMl848ZH1XBsn3RNz86hn9RXKTF+ZJ2ooGKtEk+fU5aJw9yP5bDPLUAzpzsWTPG7Hu+p4+GCq/trs2kuvhoLPm7ImBUfaqmzfzeFpjdUgYiZTioSJbZmxdU2bB+Ep4qCzy7Cd5sHvHQGaLREnHb1iS+8LV5ZsMi/UK8c9EODawDj5235maiF/aCqHAD7BcCiGXRKIMIl5Z8UXJKE5OTVTc13SLrI2uGjsKJNq1vfMSs37KXJQjFfP7bjMqRKhl9tAN7y+54+vudW3TUV7Fnmu6kYrLYUgf7tApm3Ro2JzRsArBkqW096Qj42H50jq41DOK8XPOme4FEA726Ah8gcMxEObQ8M33XYZEtmYj7xZKi263V57GItQrRB7RFGNbrmIFxXlNTx4eZCyB9I0U1gvL8PLQaEjsmB1ixyqifygWwL7u5cG8bJgDqZ0k9lnfoz7F+7ILSefunh+BEXSrgjU9pLfCNvuBz26pi86AO9tuZmD7elqdRfQraC1PJzs/ncT9NwOd6GynpO+nbtYDh6m0W2jwzPvxepXn36oJHghpHZJn30mQrWqi4G0IRrwyRlgJUXk6004DIbmZakiMH3koIOVINKqIYsa+yCMb9eRTRXpD8aGPc1AJZtD7lAJztO8JaA9PgOpFa6pghQguXw0Vyu6wIMfOi9foCjBzl5W+yiMTWc0Kuq1wV3LIxjpoO3P7eqKp6rWf0mW6WYg4hpB/SLMWzjsvvh8oLvtcr77RE2WaJKmhUCbz2u2qJtJ/H9lh01eT6Cj74Bof1voKZBCZvZTFuiAnEjplhmiaffk50SJdRONB8tt70pBHmM92bKUcJT6LQ9onWBEezdUTXkDLrIMAB/GdXs3wQjvJX5hTZmotNFy+cpCxbasCosVWuGZGXg4Yl7i3vBlqZxececke/xcBeEt0N/Uvg1kZX+Of3r5vWodaSOZAxiDD1nv8iEuuHqJ3U5u/39dHor3ZaexIRunoXjVEsxxHliHR2FgLupxR8lZupG3ArY4Sp1Iq4TRsrjju1BmIOZDwzlHleeTZ+EFla4hEbz7LYNJnknHwLTw0RAYLq4lDo2wmVJ99dikHa5QPoYhzBazOvFnLhHNYR50oebnzxnwfdS+A23ioOAPcml2r9pjVAqNt3ZXPTHbMgf2QNzblOUZLLoapJ4kUeaCP0JBQ3C1599+NUpCTkVqkgNj7cPLRKABlwjjQNNz1enLqcKjfUCKnBo5BNNGJyEUakZe96rWE9WgmPDh0nerKdKi6VYI/gns9vNhBwnGYbQ9bHkJVI/6QKUjyAbyXGAeMUafxyysitgGjb7+fEcTdC+BSX5ZHjwnZh/3TyNyHse72jz0E43pLGPniX3NUhfu57yXl6DbYqFXAlhlnPoAz6hXlzofY2bU4+bCpxs+OkFpPMfWLGlh4SPGhRZGIiwPp5GEpUqo4PR31fgkQndbuNSOyvI1ang1NF+mY0xHypTb2pjPojDaWwP/w7K0mcrppF2JxEu6NrIcPS2tKT8EabKt3nboXQJcOs60qd4vEGYA9YTAwhzrRPhCewL1y5owZs4Um18onkZaPpiHRONEhGkj4RNvVnohdaGAsO2ZHGmIT0DTk5OV3Nkrmii9APsHDykL0xvWumDtHhSwyPhKOMc0ASHao+5x9WGvKmq9iJTQbI+jVQLnMmB1r86pvN+7iRBJxjJEx+COuhqjF8DivuVo2/SdC07tXjTFMY/0Lp0LWmWBmLJibu9qi8f1SEgba+HbZolKdHm5yDiZ2yqKNr2lklqIUNzMzTmybNVIV1sCGr6kYx7gkCTYaGzsS9JPSG6Atx0PjRKW2gsp9tdW4lhpp65tyx2BBvcFfMg9lwg6lf8zaQ+WpXkpFiLQjiE+2Vpdjhr8ED9T2AmN7oc12BkzZDkPl33c9L3e3AnhG4GD7r6OzZ/bDlU91Epkd5e4fKp41cay/vVvYnB276LGzy/uoqIxzl3sCcBMrfQIZZI7D4XGFBOLkJk4W60ga1nlVYyYnqQiI9OawpSGjCaQIoilQUsSlF7Y1IqQsOMrfa/6TJcakwy0s2Hk/25GaYrF7+8MRCl3vE2T19qWdU9u62/C65EIk99au+1a7FcDd6ED79q0nV0eSPUpz7U+ohiCfHEGtQXNvXwVY20e/vygSMVj/dIbpTjwsBSHk5CXEyUGTvgonuPkmaSAifPn5aPxigZZ6jvIoXY/HV4IbBYgiHV7MUZb87AIo1A+DuNnupPndpNR/HP6ZsG2zuQkSKZs3b8WiCcPSF9RQpyvfQyFiNzgOWcXHj4+6/f4VwAWDRfFpXQ/T6j4AcQ320I61x9wdW1ecvPs0VK/KQ3wBqfvfYvWiZnHeCGzq83gNuNCIza6S2wC3BZHyfk0kxY0WQZ0WUgzjRDzSNKSkQptBhIC5IZs2jwZywbadDi8HR9xB00QlHjNkbIZ5cnlCs/dC6xed9jxWIO/aipUa7dvaistzCIlMpa411lZrIj9oXmTTBtNK4X4jXDCGBbLVXRbE3cqBW/Ub2wHcP3YPn7lJWaTXZMvR+MSLikR1WQ6kksrW6wIp2Hyt6fXK02SNiF9/Q6zHoJkHbBEv1ptNOQQUdZQRm7wE5jcZLiJNEFuqlICc3UjBtDR2yo+acZQX9ciMrXdRWt+5GYsH34ZzQ6OkemsI5JiTri8kxhelIZFyjkQDV8JQxBnjZ6RWAS8jPlTVvB/kvf5hj6VdVqa7FcDNVtAO4KmACqWnPsijClaFTB7iR2Pn9R46Yi+Uo8lUwPOS0VATc/FJL8SP+c81uCfikAvLElHj4R9QrGce64/FLB/+35Cfi5fGbYJkkZzyg4mcSNyZn8zSydjziSMh9UcW6PE/RLnUrbLBg6Zurxnig26WalNsyN1vXqqmX0rqzC1HX+sg5V2MWREAsatg1aC5z30fSo7/0xxIDSGvd9p0uAdq8uYbjETG2ApYz9YDGY3dSPk+G3ubUb6rZ9nP4eVxWI7QqATiAuWTmfT2Qe/8/cLI+YRnaMk4SQ5ODnZtgR7s7n6IXV0Ccev2wOoispkqZS5EQ6p8qCiPjee6Dbr6DYDksPaQLTbzTLUFqGiaWUf2xwkQc1rcKgAhi+FuplGZyAPgnNxl2F4Ek+yaIelGbNEfBpCor5c91PoM+LhEIXqrC+LYDW0lupqpRq/a2zYNbcfykc6sJp0JGP2Q0Ehh0inj7gOUeFb7zY5H8scADgRphyKkIieJFFQRkpVh09ZBShgUXhrNUwyJuSB28Z1LeA9Z9a76qhaUNnfOBjljqPx2L3ajRLd03MUzUTwYQbMcQSRskrixRBzxbCs155sMjyKWGqYCHJs/0LChq03vJgCZcN1YSkNhUftQwoDyxbvVFa/CY678wal2jay23ZRFq6iMRE1ZRH27yc9GY+8nhvgioy7Ba53btcfn2nAh1Rv1ph79nuhgM26YoaooCUkIc0Zs0iqScqqeBJGo0eTv+LEO+hu+rgW2uqszOQQXPLFBAojTcdrCaD5kgUfBoCuHS4QQsrONFEVIKKbYnaY44cjmRKg3Gfo6oxbepy1S/tDVpncPgAx4rxqYcyG6or0L0+G+b2UE21W4zC0iPdT4MaWn3u9t5Myxlnjf9o8ipc4gtnCamQst2ji+CuaaLVQOWDnLECGx1THcG+BSb4SkFbKtEJuoqQFip8kNlezJzYdHQDRlLBLG0toIxX1dC/ySfaZI8HKDE40WJY9FkvvQPaP7EhVSImwID7L01HFxJuCLRYp44uKhZQON98PsWwCztskd7WrTu4kDYURvlxN3pc60xxi0MSBnzZme+zOxMuu8Q/8dOd1kL3rzoQo3CbPNP0U69GVkGElDwmuCsgF2Si4YUTIrMiokQweJLLsGcEMWceOGY+NEVIvIXr1zPRAPMeJ67u+LhLkwX8o9+rIK5MVb+JBTbIQFGzdyGkI5I8xClha6E++O8cLep+4dFQ1OFKf6Nc+JZ4sV1F7szITZ5QCrInmnd7Xp3SREzvVJnApxEe02JUHxmv7dGTp+3DxI13YwHfPGDTMFjN0x4Vi4uv1oNRPb97OQuSbiKopxb4KDqptfDg2IXIn5dB1CUkcA3ruqaQsiaVldX0Qi8xH7aEmkuhXbINoVGNieHKj3efhil3sSpLADiS9yC1N1xAgJ9GPvFRA9ZFUAZ8i63tqb+mZtUzXq3U96KVjSdLkQjVPVKFCpDE4Ph3UBWKiJsHU52KibABxoPaxxp+C5DqP87kaAlUkfTC6OCOCLOEtObesluxGz3XUOibe7V7Fcgx60BE7UI3byB7iivbxcLeoZNC0P1Qx34UB6HwCOeCiSCEutARQn9eDCkpRDlJMd+aUSRBFa+VXKIizGLslZW20KQn2F2dhpyC00/cj6IGslfFvK3YWiJCh4hRzSH2icHovZ2lBuH+TGMupHtzTr32EkpnoVdrXl3QNgk6HXlFb59I4YAWZ1dDFA+tykc/OMepH1g/eyUOhL4lmtNEBbgLUl5xVRzlAOPmutOtgqnxHheBpWFXr5DD1c+wGzWSLGZhIe+tiIDsfNzul22HZitDgHYmNnY+PRFkZIckTjlyGSZIMXPdupHimxuqQYjU9aXYqLMkOc3Q7MIxE3iGOBEXEnTmYfmoz1zBvV6/vWt+ZVQ9KKvDllYo5d3aOqewA8HzH1+bGe1z8CCDWBw+GlZcL0l/Zsc6BhoiwaxloW+MYABQLLOZdDJIL/oFVtR3iSn65jnIzULLtBnnUT23vcl7GNelSICiWfrx9je7cgGZgPrKgQXyTRg4b5D+CLLswEuh8K9C+d4pq73AjD3ktJdxEiIjyFvpTfYB6nShzGbgLi5Bw9zBBW4gepaCrqN9GjbsNivXWQjQy7umiuewAcHZG/Miz50zEDag3Xwg5dXxguYs0citg3Ubi2tFxCyI1V5I4obibnKE39Ff2tm6ClUGvLB+pGxi4OxMvhWAXjKxbi/qd444XDEuebobUAy3ilwwcIqjhjDIO/4RcmLOZIFePFZjOb1ohZOqTHLjDAL5jbUoRNxLXWAkPGmbmP57bXKIiSK0sZhzXtKYfNzkLfPdelE/EIhEy7usNd9wA40mfFUfGVXwRGX3A5DuFo9/35ol49OnYhnVC4uy9yZf0ei9j9+4iMENn9XPUyXPXOusoSpLsdseC210PxjGrmey0T2QNQljV/2rz0p60vRdKewgHhM63bB4ld/VKAEDrGrjFUXjaCmkrRmT7TBbl79kAyWyESafVEg2fgD5elkMspgvJSEFoPgah3CySvgMDhBSMziVvS5M9y4Bi93Az2JZ/HcDDgtN2ti7zZJNk70p3F8nLt23fODbGWiFdiPW9zKE00HuZ60GHyLtaNFzKxoiIgwsVOYzuPnzJXRfPdJMHsFSeHCgiNPqb07FGt0UhcqtyM8a3t7+h9iYct2wSxUdNR/VLkfXqz8/mesUBsglxI8jiZ9ZPaKi2NJqUhmvqEgwKChet1nEaYpTKfF9HhAeqyKdI9AJYoa7iipYTxWHogtQxypisjWKPhTRpCLkdY6XUACmhoDwXmfTzU5/Qy0aqAoMH7MzJ3PmxsfrApTpSMehLKQjLYvMMYPeHlWBWBpGzPFfa76B8jlDpkSdJm9wmXbNZ+5b4jky38US4IWWENBUtghLVomwBkfNWRh4yaeKzdvIBIkUl2G73DEhEy0TjUB8kPlvcb43cAro1kwmNk/Ge78E4VrKyuo5Sxj1wI4HlrFloE10WR9BFgAXhFHqm8pQB8wIuEtJF32RuG/WBv3DZ5Ozs54q1io8lZ2gwfpS0tjC2EGwrCS/xxy43UYpurxtNQ6nxNMySRqPXVCIhfWu/EJascEYYfgB/CJRncg/Tk2VXpiJeTkyyYsD/Ji88MSpQyysYAJjvu10FTIGYVLFsJb9bR4SUy+LMcyDQgC9f2v/oUnU+4Iu/EVduAVvBFHQsP6+M5sTimfl7kQMq5iCxVyHMXQiyFA3MKGyeH4jhXHnZBPbIS54ar+aooalEcTSvTGiENa2IFJ4d8/XYmLEA8HBwyhWUmGD7bEjGyppN3ytm+6ih+QEJxhpcLWhiPuDkGjkVoebySXoF+kCgKhehyWLyOfNpXqcjgz46BcNnMcYY6MjnxafkFE14Y3mkMDToLeViGsAC8442EH7JKHGZDJtZkipOZRkMcpgI0Ym3g3ickLaaixo7Y+ZDgWVitp7p5D0K9dSRwV5TjQrJ8NDZ2/R7Lvnl9i4lmBplIDt0+V9zSrjfWFtlo+impTk/M+VRk1UJDvdlCViJDzaSj7GhuopDRYG5xdRqbveQq2LId370xcCi7w5/VAwEaq6GyjJu25NOO68/Ml8Frs+lJjKc9iOBtq3lwRQmZnWnH8jo3WpeAPJnwVhmra1zsbNg+5cBsw8lF0qhSBmshwxRxHG3yQvI64jw0DhUxQ8JYbOEKN756NxPeadkbI24aYb/0KZyIfA3Fm7j4oGpjaskTQtL7tNiR5dWeqCATSQxFlsVIeTrvChi7C655+9z6QBvV1YZ3n0cad4VdAmgNFbD3tnzRMIcRrbjPVujVQnGvp9CaGDA0DTm86JghfsSHFukj6VtQQSOmLomF0ZTE8rqneBwnstImbQ56ool0mPC6F9W72ZDaUDYxfkRTkf92Y/HtPSw4OeQQUlAwR87hEez4eQJ+WCdEk14YE5UQs/akWQiJXrVBhjZIIh25jEZhYLu/xXrWiNDhdHjINqOrze5OAJmwTUj4EYHow+wF227if5tTtwjNgGNIQVMVIU2jOY3Qeq2NGiYf9kA53AjtZ+YE4xGLnQO3mYsNaQhhLZqNsiBQHwFtAUQW3SWrx/LjIjRJFxSpwsGGhG9+9WYmDGCzkZZB4im50lZCSGaIBDWX0lML69ML9nFKyrDTaDTH6zKIbYgl4pNBrr4oZTLqESXl5ifuPPHlYyY8Z/vT3hhonwtzRLNf1nYoGSTZyyku3fo6096TQuKS1xAHcmVOCzUIPuZUsqFJW6TV+C5hN03novFZciBJAXkupM7Nwg85+jsExwe8Z8Ir800PwrGUFwmV9S0bjbv67q9f3arI885YOHRSPEKuU6jIJEQTZBOWUe+JeC6WKw2SI2c8HKKkeXqIGGghvT5o8DiUla145Xr0K7iax4Ttwl0OMOrGSSUCWzEKX37xY1oM2DCskhcrfjM6tv1hQtUw1q9FaNFe5H7f4Er/6yLqIdi4d+RAgtK8HEiKi9YDCwGkoRBj92SmOEkzeFhmwuWL6kgx/TjAWozP4K8jMa4I0ZJVkIE8Hu8mbGK5v5AeHhd8l0kh0+tzODFvcyUJ9Unl4+eWWb+CfB3L4dwLVsTBuwyAzQkAqdK10EXq5gjVi9wGp+c2ALOOmsd+F/bwNheaCdcEyzuKvE1irZrMRsneYh5gM35mqjBpERvioHH6OMnhrsdhSdZZS8qaL52N5SpU33vrjQS9U2abkxfMxZ1T5QN8mSBhGe9o3pErFIjSfIEFoKM5EmJD/J64E0tcJPEjOgfcvSlfBFvPABWirRsK8yyAcxEAs+YAJKv8HQDiTpuB8rZeZcDzwSTp59hBUIi49OrBsW9HpqEaq/Aa3PZaS9waQ4kpvSSxoRLeTwB9SQp527MQGnPGUkg6WE1WnriUh9pPIWbOGqItln0VyjICmYrwB+5cgdE/sI6CaXyQ9OkNGghxYvGudCmEoyS4h0c2lysH6j9tVoYjHmClJJDQXViEwet/ESAu709Pa7YTA87xCnrJnIQLy+4yocHhdo08rwPXFFiNjrXP18GFgEXNAA2mJIhDHZtsHGTt/ullo8JspeXl5WVNNVLKStfWv39b6ICZx+vag+KR2xYV6yOaVCkVYVVOmFWj7ktnQjI2oLmQ+YIV2qhiGOLELG1QaAG1aoIcWG/Eo98r/3H6SEuN1lcuC16MFkU5IQK8/LQe0evCVsK96Po7C1Snfeud+E7q5mUOTAhDSVahsGA1xurmAPow1FN5SDDzAV/Ux098spF4j3NIzvciRcJbpubUeg/Gq9dv3ryuqSS/b0ctVFdH4kdwq+5dOXcHTqkga6xK4scvofr7oo41XpTpTXfWjSbDJsra7xKljvj7CLCxDdPwCEM7qQk8GgrUw/8kYT1mMpzvxZWid2I56mmMpKORjFOAc/xkT2+08e+ITKCWVyOnDdarLg2+A7A8ji6LBAXLY06AU89XULXT39Pfzz3/NWHEPNykKWDOhnuVfC8nPGLuu97xEAzv3DQypytwE4baagcP0wmvnEOTfUieftaGw1gUkXQJrAWyVFBVm23oUllKYbbeVUp0cKxQGizH5kxuFIrMw9/IiBOze3IBMmp8oqj+HLYqydF65nP0Vcl/MgyhE6/rJvFW/h1dmCyZbDBHPiuGjyrYBDA3GWSQjBIndw5sRTMWOIYOnVw6eYy/ado9gCLczk1gjhz6CCB+UY/GOya2Rz7K1lsanLJY8ZBb62O6Evf31lEF79TtNZ4CbBJBPVKdBCUWsXoco5X6p8XC1wcbzOp4bEPpV2VpEzZim3l3AeG+uBa4ZoqwcEdsqmJoCO4fB9b6DcZHkvpLQh0KTgVR8y+jtOnMvwRAXI9LPCL7DSYFPQJYZ5DBKb7amyZj0kL35VDpCKS9YqV6HQbi1q0CC4QycrhpPCg0otRpWvv1A8XKNHULrPtKKEWyhONj303qI2nB6YsEqL1ENI0HtjvNbjRcfIgBtO/p2EsemSUhNKGfoZ3G1YZ+CIXdFRUT53wAQOboEbcwG5IR2FjF6blEsZjMMIVPPRmOOMQtIqLxB9Iu+BvC2z5SFhoUpT12DhO8cEUVobrvNseDsBip9yvac7qestnHSNwpREjlHZgg+UHKZmIYFm51trGvjsxKSnB26YHERNkQcesR7+mDfXtvt8bFy/RRtS9ljWge/VGfe2/IkjxGKxRjTa7FGaEeskg2UKL3rFgkmUi3kMEa+c5BYpI0q8XVfRV2zxPkEkX8k2W3N7KtjEe7FjpGox692IW0kQkcnIXtcsGdPxxgyezQA35BzoQ7EnwlsmZON5aQUalXY31I5aISuMLvX57m2tPKecyiJdUwwcIfIdUzJXyId7SESTBWTXgQktdrV2LYOAh6fApqjZiLsXYnXz1UbX19gnE+J3VZVwvNgmv5FUyKCV/h8TNS2YONX0UiQyEQmXujASt5jMZvyAygQmOQFVoCDENcFQ4vZDSPff41CUlzGUkdmv6WE6cQ/6VTJP5J4sEPh/h+TDbV/QCS1foOA5FnJeURUGBe0m6p8XsEeYp0aLxwdMfyaEmFwJV4yKKxBxoS4eiFetDYadQEJvFICXoVPjBjY1dYeF5tPjZYOJHjTMu+cmj4M2fKwEUco80Q7/jrLe/vwpVrbW2wajOWwnLWyCgVaUVjjl8kqoa7aE8z79Frsxx6koduh+TgOKTQn9cHjxjSRkry2Cq8ahoDMN4KSUmug2dBls0/lEC+vZm/CkD8bZzR8IRFy0bIUV14TjBAygaYgzoW2N/dvT7SDTdS7H6ttmtabp4w0vLDPZaPh53Gyc/G7zo4RTQYBcMbqxp4JovsYbl2xAiE+CkxS0N2UzlFc4Y53T1W8e7FvSdrrjQ9eQ0DkAlNbQpXj7l9sPjt++BQT4r39Nz9Jg4z1uwjl9pnlkyvy616C1/Yq6ToLc5ESCZdMXVIad8RyMVHxKwXHoyZTOaPBeozW38VBxI6w8GTfy7lsgwPN9LayL4KYJsvvOD3/mzTFMb9Ei7aerDV9PIs0kKiKpj3ZGQQTYTM/fAJIzGM2zhXJiyk0fqmai0ujRo8KFkRg8xG415ggMSWnSm4am+1/17Zo4c1t0vK98Ryztkq6C6MvPPJOjq4KcQaE2RkRX3Mi8ZgfpRHa+dryd3YsXP3meHuNKSxSXw+vPJDKLEVdhojRDy0TGbXAvV/Tfa2YiRenGaCdGVpAlKaR25BjX4FDOY693FdJP5613nRNiB9WFOChPFyWRMnHkcPXiGMJQc70mvY5syEUSSy6mqe3oPaFjhB7D0aBxWp77vs6KYBg/YgkZidm8tvnh6CtMYsxPyutKoHVmRgMVaBDIyRmPUuPqSPDWkSFnxayxmtbgIo88EY99/l0ALnBOW3k7XNTTcHSbsfb4QuCuJfAyBWBrmkEBcVUTHuQsox5mijDUGooJ0Dqfx+69lQaD43buqYUYhPmsYxxga3TNJfyAzjyB2P2O/S5VdBkx2H9OXB1rcHqvTZc0lKLj4Cl9FXJWqIoHfJhlPTncN2bQoY4OnAVRjrdSScHc31QegkVvZoKMcbGbHtdEdKqQIEwN3bEeotvA0Wu2FFWzZU9EBVlmzoE9YeJgDxSEjryIeuIfiLMlg+NyVxeAkRZvwIWU42vPJGATkiu7aOpLSYtrCjhJcDcFPVi5HCdAHksxVbCxLayMwC0bjHsdHWwBjxrJnrFEdujWsmfhQNDuRQQJajl7Tc6y9Dgv7E5IaVHbhSUeZqN0lbKNtLafsaXts97Lr1LYpciK2HAObkgG09pySTCCUtTTnk5suW+9TNE58uXkSLkGSl3Cdf9JaT/PbtcUjt3r816R/p1wDIgMcmiI1NMKFiUZyhsI5Pv0t3LBSkMj+btIOTvCgUTnDSkMhmKVpPDhrPDkvEjgdN9hhrxIGByoaG62kGfUVOuJ7IQKjPiCCtcBJxH6q6Gdtur1a7sDIKykkqxCQN3+TqkeUyUymuXDDBSDnbU3osF42KomH3U2mYj3jl/QudBPLXJknE5ypq8SNFGxEkPLojZ3pzgSrZ9qBEmmdTl8y5XwQgHW6rI2RSptcr6+yiBC0ktPWiYblq6vtPdTzMi5Re1hshGufSUGo612QoHxvp9KIYLwM7lEgK0bN8Z9jf5sUDZb+yKmgpQDlz/VpZ9u+pZVN02tMyIjGawIyivnkewacckdmyMslhcpRbml+ah39JMVI/VL5mmr5Ln2niwyPwGGn3zg/5P+ioxgF9k/0A911jNwnFd6mtvwhAkuFOH3GNaQpF7Ir5FUt8uCUNtCXQvE9lrvEitnNgT4b06WSyDdG26SIRfXzcy9xWewuPcNq+h9BmsHH+5HciGMDThF1Ou681WUH/aAYwT5dOdzMyZKnXkzbr93cMu1Bg9HI7v4KH/5x5xTlBZsrCuflIDd6U2g0KVTcIniSG2Nk9kuXGkUXM5FO2FclgQQzz3abVW6C5XWrrrxEilE71ajDivgEHlBDq65Xvg+Q8J/Fo+0btap8SetEboTGHVDBgYkR2YhZU97OK48QKSG8neaRjxoc45IJsdWBGBEznlL5O+aDfOvSUsrTdC59tqdlSW3twc8XW0R7IdW+CXbDOCE1LnbKF4wOiQ/ooEHVQRRbJZdkFXWIW0eJzlbGgVkYul9tzfcBFC3NsoD+I6HcRhvhxHPl7ujAhzCTNo5DG/anSiDbPztPJzDIiVhLRjGiSdkG7H2EOSsV8p6uDu3DPvtbOJlhBQfb63DTK3JCUQjZuPAizlnCgtFTRdZ58VtvmIuIq7Zv0qsPy+qzF0UhvZWrATK7AWyHWnB2ebVs3sb5IzvU1/Ww/JHbWjchj1fmsVEdMqJ0iX1QFVYs8pjCg0DNFu2vLvX4ZgJSCUIoUzCeKI0mLNVjhqm+4Nk3dV03PzU9SyXfGajcMVXlDPJLPT7fuZ95TCAvhnmT6F+OqaImVQgMh9x4Sy8KRt4YEmoQ1oxUfajQNETuX5bhc7y3tL8Etbmlk7U/zQAlxl5e5yRTvmsCBn2ylgWi2M3cvEhTKfA1nSHC+vgMvfrjXC0qNwuPASR3zfQBXHKOw9D3k+MRjQNfa+es4kBqopiPXhpFIWM4KmudtxrV+lOMo1bdgZKCdnTAX5jTPeqYT4peXxHqdAA0FHcb9llOEjQNp9ubiVuZVUB4G6RhQQdpCgAGCk+3NX3sji4lc0Wv0Cp5R72C0wfvhyxooN9pNScReullOnIvMEiB2u/zzBzKRwtjncCIeS6HEiSRnlPmpViLhcMXqMmUn1UHDZONN+Dl1Dhce977EaKNT1PZDFskv3lMJAxAEkeoLpVMzEa/DNnLyzIGxNmZBSZNypYx9e86/0VcJyRdRwVSoZK4aF5JJxB2QW1bfXAMbY3p5ovpsKHaZz9OLyoFcnreg2kVY1t7IuGig7Qyy1VrVzfdbjyx/wRpzr9thEyVdISZCEEknTt800QbJTX8DF0OJNbPxFfHNFFHzBVQWOdPAEwD7gtKeEDYeNxRWSefraJrq65rraxhajV9avul9FQtH+n+k5fm1u3rR4Y0+WlctHVzpgxJO90CxT6nzrZeOFcarCIuIICGVWS8CUV4vasTaWhaehNi4acrqSICHDIb+B2VRLxoSL1/th41kFdLWVzKI30CRLWRdgBvujFX7128/dyB4Dyut1OsUzK4RUK8y8OgY2xARgXFv4aZnDx0+tv436rAOGbaYVSkMyCAdrA9UD/baQmmmR7yryBRDeArq64SMsuSpyqhrhk6fRGk7/47gr+VA/K2v8vbYdwKVQ86oekkzXcncjiTOzLPKZIKNay+0TBDnJBxIM1TmO5ZOVqcKRjhxayFe3vNPseHVQ4xGM55/eayswexq/Lwderh/siHdlQP115BvgVs3JeXeSyodJiQhFAEvFCYFhM87rqnQ+GSAsIS0M+Ipq7BCylOhQ/Q8StK9gTVAf/d6inUbIw5Dm63Ipspjq3ZtmXcWUhPjeofEBxIls4/+nLX/MWP8qwFkYNGp9mooqpgy+G2PRZcQkp5RBVc2kkz7K9ho7ByIfzlmCMTyNXNwSK/XxahmQxJNMy1GBiYhZGOrje02Lpe9XtP0NUh+78Y0boyxAHLiFCURQRiCqk1bd1G7S8LFHkjyPcznnTY+PsuXw0BUQjxYEPnN0MHs956SNRjupkma+VVQmR1/msma1YtMAVjIe/6E0/LLTuVjC9f1HfsoeSvTyzA4dfM9bAhaDjv5xwAEavlBDEqqVhCy1r4sNPuwUUI06rWg9qrrZSotBBsWvZzDbuYk8AtglKRsRJHZNCFEiwmxU4zKEIlsMMLcxk0S+WII+YT5e9yApvvXxpLdMLhM5aNNJeJHHm//VNTf+tPSCKWUjFa2T1kQKsmOzKcI4C8GH7Q1Yz0nP2JZvkv6Wu0CWOsxq31iFFYFNwDTL3mG8rWL6muODyi22HTVIzRJ3QKPNq9GG5CuwZN1+SH8U1f+DZuT1gShg7dlkPp5wflnsg7eRUq9Qpfx+uNLm0lnxDUUToFgDwHEPmyCKkIJ0zlFggcMk8dNv7YEcbsQ/wE7G5uCKjtCIQsy+prb9Nboo6uIJBKWEw/rQnhaRjoZ4+qx4VkJHr7TJ+Rnj5o+1oDMs5gdVibm8nKTtLcwWiCAxJRUDhPOa4XXSZGsGEPcge/E4YHupbC57/OLeoU2W+NDzibu2pXhMK8NbkZKINbHQz1L4VntHwIQm8XvZGSe7kdSl6VG7xHfeYj/2ERcJZGXD+9VWrHSRCMubw1xLCwKkvj4SaB4r7TeZGYkA+yQIdSsMuFB7Eg/AKs9Csp5i17UN9Y3tJziQhrCHgjp3IHnE/benReaZOpRMmvrxXkhzmqyfWSN9fEtmjeiUA+ivOhjUZv5aO5MrO9pWuJRYIPRona3BhPeDXuI2fciUq66YbU7fqFXwAObrPX6kxrhebwQK0yJg4t0k3nP/0HP/g0AkmHQ7kMM77tw3wrBuYc9z5QjKU2kPGJC/l2vj9EwirZI4/E91dgsNtbMBxvib1tPQ9oXsPJ43oyUkHYpwwKo4diBaQMy0hKFSUZKea7EYJ8+Wn2jpi1cd2jNwOiebAEl23apCEmGuSCayLVDiLOikL2vkkNoVokPjNn1LkR9Oh2eh9sd7OiPTJi2jvyMVbjz1Lw0qbTY73K/VTMssIJ9UIrFfTQk5Uup9xv+Ib3A79nh2hel1RneWJE9PzZoI/f2xX2LrxprY2GRcnR5jIvPMjeqn3Bugcbbc3ebk+2tyRyTNwRjFuCLObJ/qjK3ec6B+wBPF/j6++TmxRNTTZNsyoys0+Zt2391VVqEvErsjMXyeDDA6kmaZt1dboTmv/BHriJbYLW877xRsh5DFsn73wUY6TGXtaKBSsizIYnsUP7C4DjTbtEAv/KUR7abp2hdgdaBIpRYo9F42bnFqHBFvQ9/iANJVeGWFMeNoSMHK2yOdF2LDixwnXxmbCvJNMln1t932Y2TxiQA0qGm6uWJGxG4w5APThO4+FCATNP14NcbspZI35ubPCSRpKubv7dFwfJ129reqo/ftu3s/mGREVhH1BzeP7UwbsZh0cCMfvHDTd62ZjmHyDutt0d9Ri60ub9rLlyJ6Gs8AeCsd9bjDuc9/vsm6TGB5bgeDC44FHZA87LlwGHGr+GKO6tb0NjY+PHHoiYM0djO1cHfwoF0OMKjnzVoDMdc07FH2UdVuE48OxUyVeUNWPVk52bHmCmPmza6HzvlCCVVtodYJLPz0OG7JGbm7FR/S4rhgv3nrqG2Jm5YX8yfmhzqSs0lq0twSRoJuF+EK1hvVJI077GUFGkbhPTYwkK4ORanXmqYppNUA69yw3QTX9AZ7dmBgLn4CuUay40/GrxN+6j/5vyU8THVcMuwPTId92AOdk4uSklFvTtfCPF7ACTDoGDfLbTy4qutilFrBCaeHAsJKd7vfDum0ok/0NPc2IyHjQs5RxkIjubf+lYAyew5sX9tedlgbdIeLafUa9TWA7dXlOQZy4k7y4nYjnldezLHxNQIdzh7rNBsFWl/HtnTuOGIR5G29WhPxIe0D3qp4XHvvN34m/2tN1G+LGpbvpVkmTUD2qzn6mwJne2TujBlolMTtPq2y148zHIY8WlrsOBUqu60bb9nDMTkhzhny41OlHudHrUKjX/s2ZyT5A77EC9ZiUWtb1Nev3vvif19enGbDB3o7G1VOQ51bKeEkLLXuAPEjq2qmJ/vHmzrMGSnazDTyOLCpYtYyW2jb+NQKAG4MZRL18hSU1fdONxDwHOQDhIcIjL5zjSJ2IqdiD37fWWpYAl8cAyrJ7OrlD/1ZMxzCsDbfYKWzR000/eR0zSdq9CYSLouFSYsGL/ORNSMQ0aQmwtz4ro/C+ArMzTC0Wwp2rcsfDtt3EvLlnkJLlir7V9hSDQZXF2jtWuXzkpXICEKZoNREqhQsoSAaDKB8r3snRvcRz2SnZvyHG+K24N1oYlnQyq2wRHPtIfwcpoIZ3l1dcPr92+qsFZYmtQfC25Jmt7sMxsGDDO5U6LtVWDt+A6o5MvACs0IJ5vNYgCnc7vXBa7SfDYo0XQPWUaKtRfy3tGuYYPcJqwOZXeUlB0liNDMTtv1uwBkwlY2jzTlG6oH6r1OrB78wLVlTaYvY2W/RBhDTFtqIQg2PRGNHfWQDkZCtwva816J+h5rAXi9f7AmJ1LZ/A6ebXPywQ3fGL+VzUUYKcUeclSOOovlgCxH5MfdMVgKx72BMho9XUc6L1uMlFffMLxSoT+84V1t5avaV1BNdO8p8e3hGYM59w8aHnZ4Y0BBJh0m8ZHvSUN9d0L1/fXBHh4rRkdyWa4xdENzOm3Yb+NAaO7FOaLnpnGFz8RLNtpcDqm+vyGpaUVwPIzubTOhJ8sm8c3AH17myGZxlNzaiyz3YleffRPrJYcidASpoVIu4Boe3HY5BJ0qT9zG+fRWAicSNl3YBm9SZYlxSDomFaPRvvnr8SBxiY1Xh/QT3DDdQD47SMQ1VNfU3jbYLlnXNj87LYoVhwKvpDwvhY6Of2dT6loFZ/hJTdjQUGrW7vqoe5OCfCaOi5mbVPLHAYRRKF3aKU79nbb94EF3Sp6f3jG5YY9aLBxM6dd0wYSIXhqvHxcSPwMjENfVzTTO+Sdm7cAq2+PBshJIwImDBLyp9O/hcgp/i1n9Of0qOHDHDufIwXy3RE3K8D7l0vrKF9r8djnfQbhrmDDV/PDN25VzA12m33/yMFHNPfbUyRG9St9R3r4VaGLyupArA8b4z4YWf9wHcF8Y9vERJy5vtPUsuTJuwJ8GkMF8Z6gfITaObV1gyeDZkLT67JK863vMsuBYWr9KqF1MkmMh/ZVFVyvtsLqCdRhRcteT+Z5iSG02N8dQPCRySvLNORkjGbEY8838SHN04WJY4gGAqyEIJc3YMO0syaL6mbLGCqAO538PN5G5J/H/vHPGffRaTuzrQVgmvzIZ1e8Q8UJ4SGwMnhV53LvCnw6zERs7J+It/qzidHg0w3rLxpWcna8G+30AQpMVTQ310/ZYYligu2PVrJai4q1bdcY35IT4kCVMzRvDEBI7XDtXDWuB5XdEEE9sSooXtR1GRgTqYWOBkMAmA7QKIjj5bcfgdh8zcrJcg62TTHGihisNmpJzt+ZLXZfa1brJ364aZvUdpXYDqy/EnxA8CcDoEhbawyBCG3fUC1y5peOdr/SfYV4B54WI4wLN+GzbYTKBsmD+wbR1bH9YiDBfRSFFRQv1ZNHDHivEnK9MgLzhE7c5lT/ViAt7zwoQJZt1Udu3SldldygwGBvn1Rz4b64GMoKz4rJvRiQMFJFxmPQBoLIR6ubIt6u8SGLIubGzrrCiLonrlJVongmN9mEAQwwL7JrIdqeLqku2wdsR+PqTnFwPA2xdl6MLsTlZ+0KWJWM7j9IA074MNGJC3e0lqzZKXu+0Yb9PCp9A3IcLDIQHC0xYMyMNrUptGWAf+STI9d1jiwTWZq5QKcNSqlHia3nEwzKgMDLbw4lJZ1pGs2EyNyDrkXzcC157Ip35H7CFYig7Vi1zhbcahaKwx9zs52T3ko1kz5+Obemh3nAOVFsMLsxtmu0VIRHqvgS2zMMIF2puKSfbibh6Xs3OvJY1s98OeN+bvMmz5tvKv7vUv3fnK4p/HwfSB6EJL8W5pD1VpmmOQVPyN940zqjyQ7chN+cNZVvRg7l1BDVJrNupnYimZM6y5pHjPE7KLTJYxpZJJftQs8KdsExQRs3Dns/3IYRVYAV7gy2V3JLNevuWldeZN6cm7mxpbzqzDTYL34Cn8iXuBoU3Hrg8HiI+qfgsfBjqEQH98K2HOadPDg6617/UspY5mjxE/uHXXgMqqCxRrvOsCr8NQDowHNGKIxJIhCNBM1QzalMMZMleKUcVUCK7jVXlSKFzZrdWWSHu7e7tSYswcHzFEmRc4qdpZdqQ5wSxyU0wb4I9cTd4jaI24vvCqVTmjWlI1YOIcvui1NBLcGho+GzqtdCC+SnGsArmCa+x2Ac3nOC69QSZ4hsXi57HX41uY8Ak9quFIfmrUrw3QZMp+QhLv3E9k62vWmSyOm/YbxMiJB+ZRK/azUg4XDVSLId3i9fRQnT5qPAAOIJKWQAmCdxOfgAN85EUVln45VkA5hXiTs2OwoXRfP8TQG27qazHgBkC+lz7yE2v+55nRXyXqwXaWJOU8lp6Y7e9gPPJ/i8oBsSCudnJGQtYuVUW52DY++phkC9ldGDa06iyMsz2bpw704dsHjLAjg5bufDtQxnfuq3I4g321X/OnfWRTtCUFubQ5JT6G/fTzZ254KrkQKaaefMzsuMroVz+FwUbAI64JREvuhKVAkZymTBlpcw0Q+b5k3Ab1nEj1OtqsFZ6zLBex/BAt9aa6lpMomfuSiX7PyCkkDDv5M2WeVta2rsf3Og5GWCGZrHm7ZGnISXH7FTGhmlPjUP3ArxRFBtRmLTVJ30igBdmwD5tncRZ4u6TqN745wFkwGxR2hg31FdIgUdGfJ3HrViNix7oWquDPmuDxzno1TCsgc0duU0uhY9amsqGouPIQMiGsoMQ8nHDhqw9sjJD6lEjwk13znFuYDYbjmA1jAEVeoXi0oNTKHnSt2z22F17YAdlRN+pgQMSWP8OjZkQE73mKEfMB5i+auwzXosGgKnIfUyU19QhcRUktwDbZ9mDPiMmVKtO/YfVdL8XQLisjARpfGpIXg2ljpgxyn3zGeUiyEb7qF640JA+tQBgj8szlwotzkFn+7MjiamiLG8NyQRg5mG+Ykt/D3q6TE6JEIoWfmiyC1aqdGx6dTxm1UYrEzg+bJw+iaZWTdV2W1p2k3l/cbnOjurRyPolvDMqKhfYVrwcm8CTs7OfKBJ12Uc/fmLglJS8wU+ptdw6nfqdmTCf69E/hB79TgBJ33hURHbnYpMWRnxbIzME9A5E9vuwQXA3ZTa8SNxyaRgTan2fnfZil6iFR5xsRWmUsxB3ZRWUNTFRJUFDon+p+TBf0XH8o9EISZV8qV3A8u297T9SqxcPljP0PTXnnSgPnmSkmtnVIblFqoNthaKQ2Vt4pbs1YlAtAWRfqvcZd2xmt/kkRzkGlg/pn8mAQMzzozqHqVHHlf4PIdS/dQyk6Lw/CXAW7aUhyouM9G1lZaKLVYpeUra7dNxbfyw0CwcATJOd3VbfR2MNN43GwYGFiJE3Wk1fYny+cRwKGC2OeBfaWVF9tR+0J2KcEKq257mW/Adornz24GZJX7LqXYEb6Sgbx2pz692GPORcD2uES/QjSLzGvPiITXqVmNs1wvvar5m0YGYx3MZWj9arzgFcgLZ8tUj+I/1uAIm5f8AZt05AHGnrGI86efz1q4qh7s7eMWNPHJMQYMZh0coYEHQCnvW3OBrHSWAgKT2QtBFNxF23f/Q756xUKRuk2F8DW3y+w9h2US3G0mLMQJnt8ECCBKkdVlh0Da7F9WgPExRWH/0Wy4EssvRuodoUboP5dbB9QISq5nuAKN4wDr6xA1J88mE3fktA5xtUvVWIIBX/OwAk/g/G0TCi5anrZSUomcbn3oD39y/PKls0q49MtFTqgwdNsM454iVztRun2mjJuHzWvIk05lulHCvDGf3V+9gPUFbGQobrbnEYFj9vFvlb2GckFY5jz4BVkndwvxyoO3lQ9UINa+cEYTbHqTOeUrOYzAy0H2C4/eBewaPWGw2aaqj0Fu5KWwkiJGgdjibAPi6iA34zd0mOS9Al+Af8/kAXZtEOku8dmV3P6jVBiGeti+vQ0mPXHtS3lE2fX2iekjmqwqb32kdetr1Ldy+PYucXcRoTgvFjV/EfatxfNdj24QKEjLHWq2taB3eGWvqNnzQlQbjHZif+k+C6iWyze65q0rbHOf1NFmSg49S2NmSIZcYYYKHs6DfN5UGhZLyJfcp92KD2vAAheRl1VFJ7mBvRbn8ralsZUCWX9M8N+VMAAv1YAOZC38sio4+jtdlo3MKl43xzYzdfeAV1bytmGmghZODkyG8mw4m4RZTUbGQ5iD3HppCp7IEctsshpLZRhoamw1rbwieLoqIXvj3V5zRzYSD4b6Gm8nHDa2t2X5ro5pKRPSWmfZVek6Dq+Lf1HinDA96sNhAeNOs+JNsAPRk5ayC0rtyOA4nc/TYABp+I47v3z9G/fwpAUqF9Fgi52aPrYfbX+CbgqjY9dGVTcgotiF+yPW1kgNXphRyoD29vLraOOVrO3kgqOXABdcgj6SyFVBtH9bm1y1HOPQhpbTfwO7vGttVvB/V4wnBAh7a23db5iSvOnTtwZGzE6FJNwTSr8q1ySdZqmRmX20pvgosJLput7iCAvJ47IxTCYH4DIBPWs6/9lxjBPwUgNaS8HUHy2Vns7DWjQJKSf4dEfG84XF5Q6GZp7O7VlhYoaqg8W47M8RAQOWX7s8kkDJyBf0ppuu7ogdDK0qD9aRxp76vn/r/2rgQe6u2LnyExKS9Cr4VESZaiFI2UIruEFtr3JJWSLEkpLSrS5qX0VLayFIkWlFbt9dLroZXKaxElEmbm/H/3NzNaHr0/6TW89/0wPjNzuXe+zr333HPPIsXbL+SdZKecTDnLre0EX/ScikWO4u479wVfSx7aCW8EjtSQCO/hGI3oug3nGFC9VtvLdWCAUX9qD6mNAhbsuNSP42KTvxYE9sOmMA8ffhkkCkPMFG4Zb6HHbiqSs2wrtQ38lqrBjFRs3yXEozM1l1VEGOJSkmKmbUBh9pK1INrharisOxNm7rb6XVnzHKZrQ+tZQQqmStTxRaY1SEn2YwVkCJz68tV1qD9hYG2npdhdQjwMsTjVSHbkBIpblzW42ZBYnJ9Zgih9oz+d7zPD4Ye+Es3luKhN+ScD5nK/yI/ygwmksF2NHL1Ce9PutJeZ7o/U6NxGuwBWp/vLuyUu/pnaPn4y9hxH4jTlfR2sxRJMdWmP8QyrlO79SjBODAaFD1292ufSohkRPn19vFuJEedXk+EmwWkvK7gv3cHaK3i3iMz2xBEgYpxSjTVbjMCNjS7b8rqplJE95/1QOjAMiGcNbVjjuWKSzBanW2u9/nS0XO4Xy+GPJpCEz2xTARiuwKtXPbbtQ89tROm6K9XpDb7rqdLHLcNDHCxSk4PmSoC89jKpCe42CsRup/TQdfd02QKM7S4/2rtv4LxR6+w89sy5HbA1OCRGU7U9z+NBvZ/e9pzQhU4O9l5Jv/Rgzkmb1E3N9SmWrWcW4pphHQefqCFVvzBfF4arAEPnOo9AbmUlrc5wMFup/+PPd2ZO9ecb9Q8nEOmYJkrKJInLM14A4+dTiYGVM0X0HLXA2+lPG+IcrwlDjyE+TjSXUkvEs2Kg2A3k8jOmnBSNw4Q+Y5dGD7roMzqm+9adgyPcDPfn77y1PdfRqQuQSCVmt1ZMs/XQNja9HxiRtG/X7XpJ+5egw/N8M5j9gZ6y1Ff5JI35sgywCC2hGfz9Lk/SjolIXv0iH0VNKX5m8f/RBPKRP1cSxJYX0pHGWf6+5KVgsiSd1h7y4I6BWcA8aqUMr8J0puGTbXIMhqwcrOMMixwzFwsUBizYYZKzdOhhpfjEsakmc6subQi8t6h4U97R5eGyfVcd8lOVlGyv3K0PKJ/k91UW0FXLZ9SuDh0OCXqn1rWXk2EQQ8RqpfczLHt1qJrUjUFMYxrVmRbv0+tTYSCQXrIvzOkIHaO5+ES5V4YN8Vl5rSNzH18t0vbAMJCyJinetDaN9XLtAHRGFIm7CeNPd3qAbgYjTulmh/RP1Dgc2T944Mnn4x0rVlw/kev3cFfP9NI7mUaD17woOOypBAyZDY8FHZbuNxQB8ycfBYlojivESPDyFpd9l4pz09Opd94uBpt3dY73U5EUAgJpZylqTE9dmGB1AhM6zSWXPSRNViii82y98mttiUmGdpMZfLMzSZ0A4IYzD1mM5N5haYVNc746MFv/dtL4FNaZUqO1x1jLQnXuvQnecQPPKdvmcNixw+isvtR5emUp6Y/0VXnhZCVtqkfeK2QmZxLH4p8ctt0qjk9Ow6rDKsx1lXUaATlc4ZrC/DRY1MNvDgDG50NbnfA/T5zTlfXKcb+f5SnUIe78InRGbdnWdKZyi9LcUX8qJaHXwPlH++bqbXeOSlW+axBWqBJ0Qi0pbdCZl1qLsNrbJLoG43rxL6fIRts/g3YLFGSS+wIPHKmmGjMvHL7yAHf1Z2il15NHgYPpJbVPhIBAAchYsywBxsppZNiTot++EILvJ/h5Yjjw8srwdlZK/ry5uNu6uFvhY+keueNPrF27ffk79ZQhs8p7h6RqpcQOKSntMxXvKFKa0QuLWhc52mNc5drX0rSxvaiVQiXBfeEEC9CIram3Gedtde0TISKQQ+or15waR33WGTemUf/jvHbaZTjL1vzaK3UQETgLElmaS7Xe5hIl+jwQzLOs8wZvMeXM3L11DntGwPVe1wMG33jddx7mKHmVYFoP4HnI0VChdJthf7n0FYA+xd2Yrkaaq/ZYW1KHiPLB5gjZJsIHWYnIwDKoiTxtOjHsJYATPrNwHYPL4BMwPYqotpMvb1dle0HQmIg9bkMTzo6P6YXrrK4o/Lqy/2scOA1vdFmHeKQdHcpTC5IVfm+9vXPpNfFdYtSBU0RM60/E81kpHSEikOe2TH2/jjAAOanllM7Fgkhc4WaRmaNAu6tS0tfdaSKdLr16wK0k9SIH8DR8bOo/vlTriE3yH9q3zPbGq+bhryy8q7QGMUWKXv0oGWRA14Esa2o11FAa+pXOPxG6v5w4PmsqrATyQDSI8AEATvl4Tar727KxoyfiMXoJZIiCJ79RjXFsZc8sVfh5+WZ95wP7p262qnHcEmP33iQLE/T/yOtK8XeMly2KV65dUXdqWKgIw1NbNKNpRyuUBBJJDNEC6ZXXsuRGVicP0jyNdjy7NKlqzVuAvK1w9hglAHtzD/Mr0y73yd7k+FSv0H4TnoLMcg1KFU+Toj2taAqlGJayTOOZavJKbWF3045WGAnklfV+k9wTwJ0FtuygVr0xX5nnquWF/Hl23Az/HEAmdh8fhxing2M+DHi6cE2k7Ydnmv7oNIraDqQo+aOd7VvbtZoSr/uT6URpEVB1gNGNTTdbN4SQwFq8SqSjkZa+1Jdwxrs9yUWlwwIs55ucjCPwD5l23XtKtXLRjxtx0NMrf9g9+ydoaY8HVB7hXbJqqnYEkNlsb7pu+nDnZYbKEgpt+s4Eww+NT1dZB4SXQPIpiw4SHy3Pi/1UwzBXiwGdF7oUHeGbh8+ohJVOlFTTEBMdqbNvWKF2ka9fkA8e13xZrJGJVbbE1VlJFkz8Nz7fbePsNsd5xyrtroozlsKQfwuBvNQulRGUKjxdb86MK/jSkOJS/+YHvrETb0/uySQxTSJMN69VQQFntLN6/VltkIzjJiBG8BPCK+99vmr+xsItrAUbJy/yXOY00AAM3uPXlOmGQngJJIoZsSRVB9sCyNmNysY7o4E1xpW/idBq76rFJFUgOKofYd1zWZEyBWOGsA+0y8P0drw42o63T4bcL/CdlPVoyfCl0ZYr84MMYOi/RQI/ojpQEUC3dxbWuIOZdCJd+4rN30sCqK2izWK7WKMC8xcz9qJOFNsgEl8Z8JTGYUvsk4quz0q7uWH+uXsrovzObozKBv3G1q6pG8JPIOGqdDW1hXQ6jrhDCxRvCpzWCIWvjUGss/MYr2UXWEVTKnYaYog+YihAl74ioPMECwO8L745uPlR8ca5D6p8Pdbm+YFLE85fbA4E8tJkPdvUGRiub/HdYhDdWvHxPXzSXYS1wFR/uefKE27VIw6/1YxBtAD5OVbQ+yFy2VdSPOYVvTm6rvR89qPHVUFbzWFf0w5P+AkUVGm6v6E1aCYhnp0hqrObl4uEXg1Hw6QoC+v4Xr96r7+vzdllQ7WUAjM9aH0M2fghye9Q6qnIZzkZgZX5cZkPS2dJ1+1s32g0AwJrkelLHTxuIV7x76dqsfEIXff+qFUr0F1oZ5nGujLsYsq4d3opiC7AkGPQJhsKRVcLLkXMesA5kLOhIGvXQ49eTTokbjMikFxSHB0ObS1PUcrNQSN9lS6DWIaGoqQIMeiYeCqdlb/quOuAajE++pk6u8GgUvq3zsZVl+fhy5JyLvd0ZBrmyfg37ai4zYZALu+u9rg1gOXBAuqF53FLzRQoBUddzYopNnjHuPPqqVqvXY0QlxKjg0wOT9njPK/AFxXP2O/ecPDDndg9egebdlic5kMgnXSRojCJ0qe7OETvJ9E5xevm55aRxFcG+1ZctD2tXqDjebVCl2gwC/naMhtrqnc9IpdG5Gm+uXRR0w6r+RD4EZWZo0nJuE4WUXGHTtzLuvS08HLHNuN9o0Nud3YQP1aULE4JYLtbfD2RzU29xivERltIp81vylMIQbMjkPZNKchePVtWYGdu14Y8+vkGBM4c1zumMJ5YAbfVlrzhcAU6N6U7HpU83ujaP/Wg2REoKGODT68lZfo4z3UYbTvD2W2R6NSUNRv2TNQJqLSlzsfDqwXHNeK4wa1Nc2LX9/2/XgJpYzvnL+U/Jonv93KNddPxTu4CDAj9eKPB5QjKDHAxm3m0wXUv/m40zY/AulGhqWS6KmyMf1AgA0A2p85oD66uZZP322IIxNOS0gFrhldmsUQZoFteZ5OI1mebvt8WQyDGtVO2Gfuqajo1g1nv6rJXvZAJbnTtrvrQoJPI1y76hAGrAPTL0JIicLlgD/5YsJyLHCvNen0NGo+GTGHhJpDLKZ8spnwBidd1OM9NkvMxBQV1iNnAOPUdPkADFWnhZZDUP3jUgXkHjQFaZfGV6I8qHxf3i+9tUku0oNuGEVh3DkKhADlunJFcgD4Aosl8zZm9/KHg7UOMJV/4ZDQRWooE8nwx4iVjjgJI5BIXYUrfY0eR7BPEfH1fbGr1dxl+y1FjkD6rubWJ1wSJQpq1ildbfiEp64jZWt/xO2wg5G+3LALZ3KrJktLAfFBaglVYGHZnM8lHxsWEzuOrmvoMzEOzIPDL0Jb6G1IiWDMVgDGlbF4qZ//FKl9euqtomMWuN9ryG9EczFl0YMH/3zqI0mOmH/PfemPZ2mcLLiKWr+/mz/0+6x82jzWwQRXzKBlcLwGgGLgnKDe9iPrlZB3ZzO83MnYzkMCG1Wwk8z1SFqBTeer9MowOMO/kUPq3JS0aP7RmQWCDtDf6yv20rrikvWaGjUn7tu4P2CSA+LsQSB/NhJ/AxqDmnJ08iClOCS/4vv1Q/66WSCAd318Wf+BvKoF8czfUDC6taYkEcmonfdMffj8BuSasaQ67cINB00fv3d+ZQPLYEgn8R/Efgd+Ehpqz/sOXaJFr4D+K/wj8FnCbk3ubMIIi8H/c3g9R3GkrLAAAAABJRU5ErkJggg==)
| К основным блокам ОДУ (слева) относятся базовый (3), два хвостовых (БДУ-Н, БДУ-Л) (2) и носовой блоки (1), а также соединяющие их пневмогидравлические магистрали.
| Манипулятор ОК "Буран" Манипулятор для космического корабля "Буран" (СБМ) был разработан в Государственном научном центре - Центральном научно-исследовательском и опытно-конструкторском институте робототехники и технической кибернетики (ГНЦ ЦНИИ РТК РФ) (Санкт-Петербург). На "Буране" в штатных полетах предполагалось использовать до двух одинаковых манипулятора. Бурановский манипулятор имеет сходную с RMS (манипулятор Space Shuttle) кинематическую схему. Он состоит из шести вращательных степеней подвижности и имеет одну транспортную степень (для начальной установки в грузовом отсеке корабля). Звенья манипулятора изготовлены из углепластика. Работа с манипулятором возможна в автоматическом и ручном режимах управления.
Технические характеристики:
Число степеней свободы: 6 вращательных Грузоподъемность: 30 т Рабочая зона: сфера радиусом 15.5 м Масимальная скорость:
30 см/сек (без груза) 10 см/сек (с грузом)
Точность позиционирования: 3 см
В результате математического и натурного моделирования манипулятора выявлены следующие особенности его движения:
Движение пустого схвата сопровождается колебаниями с амплитудой 7-10 см и частотой 0.5-1 Гц. При работе с грузом около 1 т амплитуда колебаний схвата за счет суммарной упругости (основная упругость сосредоточена в шарнирах и в схвате в месте крепления груза) составила 50 см. Остановка груза весом 1.5 т и 6 т сопровождается колебательным переходным процессом со временем затухания порядка 2 и 4 минут соответственно.
"Буран", под ред.члена-корр.РАН Ю.П.Семенова, М.:Машиностроение, 1995, 448 стр.; Журнал "Новости Космонавтики", М.:Видеокосмос, 1994-1998гг. (в частности, 11/152 1997, материалы о "Скиф-ДМ"); "Космонавтика", энциклопедия, М.:Советская энциклопедия, 1985, 528 стр. "Авиация", энциклопедия под ред.Г.Л.Свищева, М.:Большая Российская Энциклопедия, 1994, 736 стр. "Авиационно-космические системы", сборник статей под ред. Г.Е.Лозино-Лозинского и А.Г.Братухина, М.:Изд-во МАИ, 1997, 416 стр. "Техническая информация" ОНТИ ЦАГИ, 1421 ( 15, август 1981г.) "Ракетно-космическая корпорация ЭНЕРГИЯ имени С.П.Королева", Менонсовполиграф, 1996, 670 стр.
Оглавление
Введение……………………………………………………………………….… 1
Внешняя конфигурация Внутренняя компоновка, конструкция Двигательная установка и бортовое оборудование Геометрические и весовые характеристики Выведение на орбиту Возвращение с орбиты
История создания ОК “БУРАН”……………………………………………3
Многоразовая космическая система "Энергия - Буран" Орбитальный корабль "Буран"……………………………………………………………………………8 Компоновка ОК "Буран"……………………………………………………..28 Пояснения………………………………………………………………………30 Объединенная Двигательная Установка (ОДУ) Маршевый двигатель Двигатели управления Манипулятор ОК "Буран"………………………………………………………33 Список литературы………………………………………………………………………….35
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