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		<title>Как организованы серверные операционные системы</title>
		<link>https://www.vespa-reifen.de/kak-organizovany-servernye-operacionnye-sistemy-189/</link>
		
		<dc:creator><![CDATA[heiko]]></dc:creator>
		<pubDate>Fri, 19 Jun 2026 15:32:21 +0000</pubDate>
				<category><![CDATA[news2]]></category>
		<guid isPermaLink="false">https://www.vespa-reifen.de/?p=1331209</guid>

					<description><![CDATA[<p>Как организованы серверные операционные системы Серверные операционные системы представляют собой профильное программное обеспечение для управления аппаратурными ресурсами компьютера. Архитектура таких систем выстраивается на основе многозадачности и многопользовательского доступа. Ядро синхронизирует работу процессора, операционной памяти, дисковых хранилищ и сетевых интерфейсов. Базу формирует модульная организация, где каждый элемент исполняет конкретные задачи. Драйверы гарантируют взаимодействие с материальным техникой. [&#8230;]</p>
<p>Der Beitrag <a href="https://www.vespa-reifen.de/kak-organizovany-servernye-operacionnye-sistemy-189/">Как организованы серверные операционные системы</a> erschien zuerst auf <a href="https://www.vespa-reifen.de">Vespa Reifen &amp; Rollerreifen</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h1>Как организованы серверные операционные системы</h1>
<p>Серверные операционные системы представляют собой профильное программное обеспечение для управления аппаратурными ресурсами компьютера. Архитектура таких систем выстраивается на основе многозадачности и многопользовательского доступа. Ядро синхронизирует работу процессора, операционной памяти, дисковых хранилищ и сетевых интерфейсов.</p>
<p>Базу формирует модульная организация, где каждый элемент исполняет конкретные задачи. Драйверы гарантируют взаимодействие с материальным техникой. Планировщик задач распределяет вычислительные возможности между процессами. Файловая система упорядочивает размещение данных на дисках.</p>
<p>Серверная вавада включает модули для обслуживания сетевых соединений и инициализации сервисов. Системные библиотеки предоставляют приложениям готовые методы для работы с средствами. Средства изоляции потоков блокируют коллизии между приложениями.</p>
<p>Интерфейс командной строки обеспечивает управляющим изменять параметры и контролировать статус системы. Записи событий сохраняют информацию о функционировании элементов <a href="https://www.deporte-shop.ru/">казино вавада</a>. Такая архитектура обеспечивает надежную работу аппаратуры под высокой нагрузкой.</p>
<h2>Чем серверная ОС разнится от обычной</h2>
<p>Главное отличие кроется в функции и способе применения. Десктопные системы заточены на деятельность одного пользователя с оконными приложениями. Серверные системы поддерживают множество параллельных коннектов и исполняют скрытые задачи без взаимодействия человека.</p>
<p>Графический интерфейс в серверных модификациях часто недоступен или сокращен. Управление реализуется через командную строку и установочные файлы. Такой метод уменьшает использование возможностей и увеличивает производительность. Настольные редакции предоставляют оконные инструменты для рутинных действий.</p>
<p>Серверные платформы обеспечивают продвинутые функции расширения. Решения vavada функционируют с большими размерами памяти и набором процессорных ядер. Надежность и непрекращаемость функционирования жизненно существенны для серверного программного обеспечения. Системы разрабатываются для постоянного работы без перезапусков. Механизмы резервирования защищают от неполадок. Десктопные редакции терпят систематические перезагрузки и менее притязательны к надежности.</p>
<h2>Главные задачи серверных систем</h2>
<p>Серверные решения реализуют спектр функций по гарантированию функционирования сетевых сервисов и программ:</p>
<ul>
<li>Осуществление поступающих сетевых коннектов и перенаправление трафика.</li>
<li>Инициализация и контроль работы пользовательских приложений и веб-сервисов.</li>
<li>Распределение расчетной мощности между запущенными потоками.</li>
<li>Наблюдение положения аппаратных компонентов и программных компонентов.</li>
<li>Ведение записей событий для анализа производительности.</li>
</ul>
<p>Программное обеспечение согласует коммуникацию между пользовательскими машинами и вычислительными средствами. Архитектура обеспечивает синхронно обрабатывать тысячи обращений от различных пользователей.</p>
<p>Хранение и регулирование сведениями формирует главную цель серверных решений. Файловые накопители структурируют доступ к документам, медиафайлам и архивам. Системы управления базами данных осуществляют структурированную информацию. Средства архивного дублирования предохраняют значимые данные от пропажи.</p>
<p>Платформа гарантирует обособление пользовательских сред и приложений. Виртуализация позволяет запускать множество обособленных казино вавада на одном физическом хосте. Распределение нагрузки разносит процессы между имеющимися возможностями для максимальной эффективности.</p>
<h2>Как осуществляются обращения пользователей</h2>
<p>Ход выполнения стартует с приема запроса через сетевой интерфейс. Поступающее коннект помещается в очередь, где ожидает своей черед. Сетевой стек обрабатывает фрагменты данных и определяет назначенный службу. Координатор передает запрос соответствующему софтверному элементу.</p>
<p>Программа извлекает информацию и производит необходимые операции. Приложение может взаимодействовать к файловой системе для считывания или записи сведений. База данных отдает запрошенные строки. Вычислительные действия реализуются процессором в соответствии с первоочередности процесса.</p>
<p>Многопотоковая конструкция позволяет обрабатывать совокупность запросов одновременно. Каждое подключение приобретает выделенный нить исполнения. Планировщик делит вычислительное время между запущенными операциями. Серверная вавада проверяет применение памяти и пресекает переполнение ресурсов.</p>
<p>Подготовленный ответ передается обратно заказчику через сетевое канал. Протоколы транспортного уровня обеспечивают транспортировку информации. Лог регистрирует информацию о произведенной процедуре и положении окончания. Очищенные средства делаются открытыми для очередных запросов.</p>
<h2>Управление ресурсами и нагрузкой</h2>
<p>Грамотное выделение ресурсов гарантирует надежную функционирование всех модулей. Диспетчер задач определяет важности задач и распределяет вычислительное время. Механизмы выравнивания блокируют перегрузку индивидуальных блоков. Отслеживание фиксирует настоящее положение аппаратуры в реальном времени.</p>
<p>Оперативная память делится между запущенными приложениями гибко. Средство виртуализации эксплуатирует файловое объем при отсутствии аппаратной памяти. Кэширование повышает обращение к многократно требуемым сведениям. Самостоятельная уборка высвобождает свободные зоны памяти.</p>
<p>Дисковые операции ускоряются через очереди обращений и предварительное загрузку. Файловая система объединяет смежные информацию для сокращения времени доступа. Серверные vavada допускают оперативную замену дисков без приостановки работы.</p>
<p>Сетевая модуль контролирует пропускную емкость путей передачи. Ограничение скорости блокирует узурпацию bandwidth индивидуальными соединениями. Приоритизация трафика предоставляет уровень обслуживания значимых модулей. Метрики нагрузки помогает планировать увеличение системы.</p>
<h2>Защита и регулирование входа</h2>
<p>Защита данных и возможностей основывается на иерархической модели деления прав. Каждый оператор приобретает индивидуальный код и набор привилегий. Аутентификация верифицирует подлинность пользовательских профилей при авторизации. Пароли хранятся в закодированном состоянии для исключения несанкционированного доступа.</p>
<p>Разрешения обращения к файлам и каталогам настраиваются персонально для каждого ресурса. Владелец объекта задает позволенные процедуры для остальных пользователей. Коллективы собирают учетные аккаунты с схожими привилегиями. Серверная казино вавада пресекает старания осуществления недопустимых действий.</p>
<p>Firewall брандмауэр отсеивает поступающий и выходной трафик по установленным правилам. Перечни контроля сужают коннекты с конкретных IP-адресов. Системы выявления атак изучают подозрительную деятельность. Шифрование охраняет передаваемую данные от захвата.</p>
<p>Журналы безопасности регистрируют все действия подключения к закрытым объектам. Проверка событий содействует выявить отступления политики. Автоматические сообщения извещают администраторов о серьезных событиях. Периодическое обновление настроек настраивает решение к новым рискам.</p>
<h2>Функционирование с сетью и подключениями</h2>
<p>Сетевая компонент гарантирует связь сервера с сторонними машинами и другими машинами. Сетевые интерфейсы получают и отправляют сведения по разнообразным стандартам. Драйверы карт контролируют материальными интерфейсами. Конфигурация IP-адресов задает опознание сервера в сети.</p>
<p>Стек протоколов TCP/IP осуществляет доставку информации на разных слоях. Перенаправление ведет порции к целевым адресам через кратчайшие направления. DNS-резолвер трансформирует символьные названия в numeric адреса. DHCP автоматически распределяет сетевые настройки присоединенным устройствам.</p>
<p>Управление соединениями включает отслеживание активных подключений и таймаутов. Резервы коннектов многократно эксплуатируют активные соединения для сохранения ресурсов. Серверные вавада обеспечивают тысячи синхронных TCP-соединений благодаря продуктивным схемам. Балансеры распределяют входящий поток между множественными машинами.</p>
<p>Контроль сетевой деятельности проверяет пропускную способность и латентность. Тестовые утилиты проверяют достижимость удаленных узлов. Статистика интерфейсов демонстрирует размеры переданных сведений и объем отказов. Настройка кэшей улучшает эффективность при разнообразных видах загрузки.</p>
<h2>Обновления и обслуживание платформы</h2>
<p>Систематическое актуализация программного обеспечения обеспечивает безопасность и надежность деятельности. Производители выпускают обновления для закрытия уязвимостей и дефектов. Системы пакетов механизируют получение и развертывание апдейтов. Администраторы проектируют развертывание изменений в интервалы наименьшей загрузки.</p>
<p>Тестирование патчей на обособленных окружениях блокирует неожиданные сбои. Backup копирование настроек позволяет скоро вернуть корректировки при трудностях. Серверная vavada поддерживает системы отката к прошлым релизам модулей.</p>
<p>Мониторинг состояния проверяет доступность актуальных релизов утилит и библиотек. Алерты извещают о критических патчах охраны. Автоматизированные тесты находят deprecated компоненты. Регламенты актуализации устанавливают первоочередности и сроки внедрения правок.</p>
<p>Техническая поддержка создателей обеспечивает консультации по конфигурации и решению сбоев. Группа операторов распространяет знаниями выполнения заданий. Репозитории сведений содержат указания по управлению. Платные контракты гарантируют предоставление патчей в течение конкретного интервала.</p>
<h2>Где задействуются серверные операционные системы</h2>
<p>Веб-хостинг представляет одну из главных сфер эксплуатации серверных решений. Организации размещают порталы и веб-приложения на выделенных или облачных хостах. Системы выполняют HTTP-запросы от миллионов посетителей ежедневно.</p>
<p>Корпоративные сети базируются на серверную базу для хранения данных и старта бизнес-приложений. Файловые серверы предоставляют единый обращение к материалам. Почтовые решения выполняют сообщения компании. Базы данных содержат сведения о клиентах и финансовых операциях.</p>
<p>Облачные операторы строят расширяемые решения на основе серверных решений. Виртуализация позволяет генерировать отдельные среды для множественных заказчиков. Серверные казино вавада предоставляют гибкость и производительность облачных сервисов.</p>
<p>Исследовательские операции требуют производительных серверных комплексов для осуществления огромных массивов информации. Аналитические институты воспроизводят трудные операции. Медицинские учреждения хранят компьютерные досье клиентов на безопасных узлах. Академические порталы предоставляют обращение к дидактическим данным.</p>
<p>Der Beitrag <a href="https://www.vespa-reifen.de/kak-organizovany-servernye-operacionnye-sistemy-189/">Как организованы серверные операционные системы</a> erschien zuerst auf <a href="https://www.vespa-reifen.de">Vespa Reifen &amp; Rollerreifen</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Your Guide to Playing Pokies Online for Fun and Wins</title>
		<link>https://www.vespa-reifen.de/your-guide-to-playing-pokies-online-for-fun-and/</link>
		
		<dc:creator><![CDATA[heiko]]></dc:creator>
		<pubDate>Wed, 13 May 2026 06:03:21 +0000</pubDate>
				<category><![CDATA[news2]]></category>
		<guid isPermaLink="false">https://www.vespa-reifen.de/?p=197417</guid>

					<description><![CDATA[<p>For players seeking instant excitement, online pokies deliver non-stop action with dazzling graphics and massive jackpots from the comfort of home. Every spin offers a chance to win big, with hundreds of themes and features at your fingertips. Jump in and experience the thrill of the reels today. Digital Slot Evolution: From Mechanical Reels to [&#8230;]</p>
<p>Der Beitrag <a href="https://www.vespa-reifen.de/your-guide-to-playing-pokies-online-for-fun-and/">Your Guide to Playing Pokies Online for Fun and Wins</a> erschien zuerst auf <a href="https://www.vespa-reifen.de">Vespa Reifen &amp; Rollerreifen</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>For players seeking instant excitement, <strong>online pokies</strong> deliver non-stop action with dazzling graphics and massive jackpots from the comfort of home. Every spin offers a chance to win big, with hundreds of themes and features at your fingertips. Jump in and experience the thrill of the reels today.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="pokies online" 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/SEh70b92/NBRpXVyiIux7ECqercbIZtMfx2avrCQvcE9/cAVVVA8KoG/fwDQYuppGUS97AexAq6ydh+LuIPy1r/ABrJaERp3iQn8NVacL8L+C2/n8qAiAruNUAH1969AFvARCPmd1SaNpAO74fHtr3/ACqzKiRjRJUfT60F5+4gqjAD6EjVeRKUG29x9ParJjV9CPvHnzv2/jVwQyBgPTbQ+reKD3JclgPTAJ/KsbK5PHYXHzZjOZK1sLS2X1J7ieURxRr9WZjoD29z869XNzbWcE13cSLHDEjSO58BVA2Sf3A18D/aX6z8w6kNZRWmKyeH4PcMz4x54njGVZDozMxGmAO+1B+yNE7PsH3rg+Q8f5FjBmsBlMfkceQ2ry2nWSLx7/ECQNfMfL51j8e5hxHlzTjjPJMRlxaN2XBsbuOcxN5/a7Cdex8+3g/SvzDwuZ6mYHguXGDuczacVy8yWeQkijYWskwHcIy+tKxXQIBGxoHftWP086g8n6Y8nteVcTvjb3UB7XjPmK4jOtxyL81OvzBAI0QCA/WEoFHb4OvbdUDsPDAVAei/WTjnWbjQzmIf0b2AKmQxzuDJaSkH8NlDolW15A+RBA5fzTrvznkHUvO8D6dci4XxWz4uVhushyS5EZvLk7/VxA/1QQw8KT8OyRsAh9IIx7t+61quVcy41wXEPnuW5m3xmOWRITcTk9odzpR4BP8A8jXFuLfaZup+inKeoHI8RZtmuIXLY66hs5t2tzcF0SJ0fbajZn8kE/skg6IrjXXHkP2hc70TtM/1JsOO/wBHuQXFrdW62KulzZlgWiDqfBR1P1ZgSNkE6oPubbsqNDKGV/IIPgj61QpJF5Zh+Yri/MeqPJuL9WemnAsUtmcXyG2m+/d8ZaRu1Ph7W2O3Wv8Ax7Vkcy6qclw/2gOFdNLFLQYbPWFzcXnfETMXRJSva2/h0Yh8vOz+4Ou+uG+EFSPxNW5dr/yg0fkD7VxrpR1X5Ny3OdUbPNpYmPiGWuLTG+nAV/VI0wUOe74j+qHn8TUf4x1x5rmvsx5rqneJjzn7H7yIXWAiLayhVJTfnQb6/IUHfJZEiTuGvP1rG9eR1+HSj5/WuIcn6y8yg6a9P7nj2LxtzzLnsdrHbidCLaNmjDSyldjwCR89AEnzrVWuK9T+rvD+qOJ6YdYocDdpyKF5MbkMUHULIoJ7HDAf2SP2Qdsvkjeg7soYqCTsfPYrCl5Nxu3zcPFZcrb/AKYurdruGyaQCVolOi4H0Hn+B+lcRzfUzrfznqhyPgPSA8fx9pxURreXOVDMZZGH7I7Q2hvuA0u/hJLedVW/bJt9qbhZywthkF4fILk24Ji9Xvl7+zfnt7t6351Qd5248BWH+qfNanj3LOL8r/SC8czUGQkxV29jeCJiTDOv7SHY+X1Gx+NcKi6odeOpHOOTY/pFbcctcJxW8axkkyYbd5IpIYbXZG+1iNBdKQS2zXv7HU+QubLn13f2n3e7k5HI9xEDsRSEEsu/no+P3UH0KxkA8/s/Mj5VZDkt2oWbfzNaG86lcCtOSx8LvOXY2HOTsqJYmcCZnb9ldf2j8h7n5VqeL9WcLlLPN3ObW1w0WJ5PccXhee5B+8zIyqhB0PicsNL5+Z3rZoJ0qSopdkI38lNVXuYFZIpCPqSdV5Yz94CsFH0q9E0zDsFxsH3Cg/30FsqY/ijJ/LVePUl+ar/Crkv0diwH9pvavBmgB16n8xQXJI2Q/q/hPt7+9e/VG1BT4h48e1eTcRqw+Ev+R1XtLjQYqG3+PvQXvRTtMrqp+g9jXmRo3j7fTJA+ft/OvEMsxbaklt+/zFeRJI7ESE7H18UHGftaySr0KzuEszq65LPYcdgK+4N7dxW7H8SEkc6+etePevny3y3WFef9Oc3z9p4bLpNyy04DcyAEDMXV8k1s2RPnXaYZLAgHyDcTeflX3R+pUnYYN+DeK9q2j3Be7Y+vmg+LulfM8bivtGc54rleR9PLdL7qBeEWGSspnz80rW0Cxm1lDemkfeqgBlJ2svnyNRvknFeqNviuv3M+m5ny9vfcgznHsxxuTZWe0ewgCXtt9LiFppCw8+pGO0aZVr7xeP1yQGWML7780hS2DAPGsy/P5UHxfd3PT/iPLcPy77QWBF3xa64PhLfjWQvsTJkMbYyrG33uJkRJBHNIWhYMVG1GgfGq6b9mfFAQcyyvHcDf4XguTzYuOMWNzbSWwWH0EE80UL6aKGSYOyL2r42dDdfQUlsJG3GvpgfIea8G2EZIPf5+rboPg/keW6X3lr1s4DfYuHK9RspzDInjNjaY9pskJ2trdbWaKVFJiVJgzFiygBW2fPma9TLHO2ef6h2vIHa5yn/m+vDeSr8QkuQ96JCDrzttnx9RX1ylsr7A8HXuaqbcRqCX8j3DHx/Kg+Y/sp8j4/znjLcfyOR6ZZl7XFY8La8exskU0USpoi8ExYO4YR6K6HcG8e1c7w+VnwX2OeAcF4dgr6bkXUOFsbNBhrRPvpskkka9nHcVDMsJKAsRppV2R5Nfbfosz7ADA/XxQwhG9JVLE/U61QfIHFcldZf7MXUrpny7jt9a5bp3g8pb2dpmLeP73+jWtJmx8zKCyq/pAx7QkAxHRNY3V5BmemvT3oVxDiWaukz+Htc1ySLjdrCbqPGxQoIyFdkQerc+mCSRtYn+ehX2K8JB+FyG140Trf40W2lkB707QPcg73QfO3SXrZyXPYvp1x7kFhaW2fuLrI4HldrfQ3AvUvLK279xGNDGjOOyVvVKgq/wbNd4clPjUMB9D8q2gih12hU39fevLLHJJ6XYW18/ag47zP7THRjgPJbzifLuc/o7L2Hp/eLcY27l7O+NZF+KOJlO0dT4J99e9aKP7a/2cJJGhl6mRtr3JwuQ/wDzFd+ZYw6hId/XZq6RHr4UYMP6u9Cg+d7j7aP2aEcMnUlQ58bGGyHt/wDiKvRfbX+zY5VJOo6d/wDaOFvyf/cV3oLctJtFEaj3B9z+W6yI4Wl7tsAyjxs0Hz/J9tT7NyP3DqQyoP8A9j3/AP8Amau2/wBtj7MjMvd1OPbv2GHyP/5iu9JYSsCSin8aocc7fF8eh4+VBwGf7b/2YIpikvU8xux8L+hcifH7oKvr9tr7LMSiSfqYNH2IwuR/7PXfUsQVCv5HuN1kQWSue1R5X2AOqDgEf25/skIoc9U/iHvrCZP/ALPVT9vL7JjHtHVgKD8v0Fk/+z19BtaSrIAjMv1P1qj28/8AWfQ/hQfP6/bx+yP+yvVoDX0wWU/7PSP7fH2Se4pH1Y7vl/8AUWTH/wCT19AqjqABsD5jdXOza/sEH5edig+f3+3t9k8L2nqtvfsP0Hkv+z1ZP2+/snwnb9VtD/7hyPj/ANnr6JjjDAD0QW/1gK9NA4JYeNfQUHzsn/lAPskLth1a2B8xgcn/ANnqsf8A5Qn7IpckdXD7+36Ayev/APWr6HJ0AwkYufcaq6ZIxH4LBvn4Pmg+eP8A6Qb7IJbX+Vrub/7gyYA/9mr0v/lCPsfMe09XAzf/AHBlPH/s1d/7pB4Qgfh71dEjkDvCH/W+VB86v/5Qb7Hisf8A9cBJHy/o/lB/+TVWP/yg/wBkEef8rJ0fn+gcn/2avoxDPLpQiH6HdeXtCJNSaQjzsDYoPnmb/wAoF9kcp3L1e8fX9A5P/s1Wv/P3+ySNN/lZ7t//ALByf/Z6+jnVFQHuBbfjyfNUkmSQKBIRr3B8aoPnCX/yg/2TQnY3Vsqo8eMDk/8As9ebb/yhP2RHJA6vMfl/9QZP/s1fRP3aEjvDqdn8avrGsSgiZSKD50/+kA+x/GCZerm1Hzbj+T2P4W1dV6S9Z+nHW/j9zyrpbnkzeJtb18fLcfcp7bsuFjjkZO2dEY6WWM7A18XvsHU4WcoCE8k/2WqjNK/xMAv4gUHgq5GmkTt+Q86/hWM1tGjdzSJsn5A1ldyBdlfP4eKuKiEE+mN/2iaDDMBXyZBo+wJ/wrz2Agkjfb+B/wAKvSQs0nqL2sAPx8V472YlGAIJ+uqCykryP8Sga8CvTJFKw9Ynwd6H/fVXjKNoDQ+Rq2yIpPpliT5NBU9oJ7BtR79y7NVDMF7v2l+m6sHTNvtJ+o2a8LNArdzxtr/RJOqC5IsNzE8NwgeGZSjxv+yykaII+nmvm/l/AbThOOk6Vc4Z8h0wz0/p4XMSaa44xeMfgjkdveHu8K58Dfa3gmvowSI+2VSVP9rxWPlcHhuRYu4wuZx8F9YXkZhnt5U2kiH5Ef3fTX1oPhzC5fkv2ZuVZDpb1UxC53g2e2biAJ3Q3ETBVF1bk/1gAvcu97UexCtWu5l9l3P3HJ8TN0klXkfFOUP34zIq+0tVI2UuG/q9o38R0SBrXfsV9DZLo9kvv69KeVYi55X0/wAksjYbJGQG+43KqEiMyE7MfgBD5PsrbHwnp3Srpnhek/EoeKcbknmjRjNPNO5ZppmHxP2+y71+yuhrXudkhh9E+jfGejHGlxOHUXeRugr5PIuunuJB7AD+qi7Pav4k+5Jri3Kemma4F1a5VyrI9EoOpmB5VOt5bMoR7ixnJLOnaysdEu2yAAQqHexqvqdn+DcjoT7HfvXOLnlXVHH2ORv3w1tDAMlPa2jR4ua6mEMZugshhjcs6OY7QBx2/wCddtFQpoIxL0zyfP8A7P8AyHhlv01w/T2+zEpntsdayoykxSRyRNOyKAGb0+w++ho/6I5pnsb176r8I490RzHSl8DFi5bWPIZ2W6U27RQJ2K6LrRJU7Paz7I0AN126flPVie9zEf6EtrCK3WBrEvjpZu8lohKPhfTaDuQfG9fD3dra2UXNOS2nI7mHI8fyJxcORt4BeRY6aUSW5t5g7JGhYjVzEPiI/YkQ+RpqCEde+A82/pPwnql05wozl1w+R0nxbP2PPC+v2CfmPiB1s/ECAdEVqeHcf6odVeu2G6tcz4FPw3EcXx8trbW13P6k9zJIsi/2VP8AypOyoACgeSTXXMnyDk9n1AssNa2UhxE0aGSQWUrbBS4LsZwfTQq8VuoRhsiU6+Xbps5zDn9lJmoIcTLGljLFFYXEeMmufvRnfYbtjbfZCnhyB9T76FBxyXE9Yuj/AD3qNa8a6XXHKsbzq9kvrG+guAiWzSGQkSAg+B6uiD2/sbB0ailnxvrxxLpTkugH+SaW8fKzFkzMF6pt4o5WR3Vhrt7gVYbLLrfsfG+8XvOupMU2QjTDv6NvlFt0l/Q10xjh9a5UtobMwEcVs/eg7f1xB/0b2d5fysWEUeP41kp7yDOzR3qRWU0YTGxTyESIz9okZokj12Fu4udA6KgIjz/ppzXDcG6ZZXhmMjzmb6btb+rYhwgvI/RRJvTY62e6Ma+eide2jrsViOqHWDrLxvqHynp7c8OwnEopWSO6n9Se5mcHwAAp13dv9UDSnzs10OfmPP7S/MUvF5Li3hzEVi/o2jAvbdztJcr8XlBFJba9z3rKuj2ntpx3k3UvKZmzts1xqfH2i3URllit5AksRivX7tk/CAYrVWB8dzH5OtBGOlHEuSYTrR1Qz+Xw9zZ47L3Fq1hcSABbgDvJ7POzoMNnXzrMzHGuQT/aU49yu2xlw2IteOT2s96NenHKXk0hPuCQ6n8jUvxnIuS5Lkmdsr3CSWeOtNHF3csJH3gLtZQQCTv1B8PhSynY371GLXmPUiXFXFzPgXa6hw91PEv6Gux694hkCKgPkL8KkB+1zv8AZ2dAOd4u26tdA+bcvOB6aXHL8LyfIPkbO5tbn02gd2Y9sgAY6Hdo7AB7dhvepV0T4vzLpX0+5Dyfk/Hbq+zvIMo+Ukw2N7HmRZGUBRtgvcO52I34UAe9b4c35+sduRwu4kb9GX0s8n3GVV+9D1jbaRm7wGFuO5db/Xx+U2AcjGcs6kfeMbaZHAqrSTMk6pjJ3V1F06MxkVisXbCElBJIctpfO1AQvJcb5ji+sP6Q4dxXkNrFlM5bXGZ++xWs2IuLVVAe6jk7vVil7R4Uedj6HtOmwfTTnXHOe3XUefj15mra25tlZ/0JOV0lrcuojyNsNgeoPn3f1R47dbrqdlyvqTJbYt0wi3ZyFvPPIZcdNam2aL1GEUiyHYaQNBGD4HcJGG10atR8x57+hnkhw0s96BeyRM2IuIRKiWRkQmNjtCbkiIAnbhdgaJNB0WS47iCr9p/CsO/vFtEaUlyAN7XzWUwLlu2OMgfQ1Ze2jkUCZPI9iD7UG7wfHf0vaxXt1d6hkHcI4vBYfifl+6pAOMYJQB+jYjrx52TUHsRJj5e+xupIyTshJGAJ/FR4P762X9I8187n+QoNeIwHDAMT7+Gq6HlJPuN/WqWNhlch8VrY3AA/rSxGMfu7tE1cfEciRyrWMrDXns7SP76C196lX4VlC6+hqvrzN8X7YHzHkVb/AEfk1kAbG3aA/SFv7wDXtIpg5Bt5VYDe3iZf5kUHpJu/ZKj8qbYnfdr8vpXiE9/cBJ3HZ/ZPdV2IKqhmIO/qPNBXyT3fKvfewHmIgfhVWfetQ6C+5B8UFz3gfCBr8DQelHeN97bPy9hVwFy3Yypr8v8AfVh5wNFd6+a6/urzMD2rN8IB/EAj+dBks6+nsxgjfuTurTyiVSggQkj39qs+oRoFn1v+r5q1cy6G+7sHtvdBcVlQaKgkfSkkqMe1UBPvWPE0QPfEhkb6qpP9wrLjsslOhkhx12zE+wi7P5tqgtqkO+9vGvBA87/lV2ZrZI1ZJT3f2QCBV2PjPIpW9QW1tbgj/lZyT/AAjf7621tw4ntN7k5GH9aOJQqn952f7qCM+onnsClj58L5qgLEFkgZhvySra/uroNricfZENbWcKMP6wQdx/fWWQCNEeKDnEIgMw9ck/6Pk/yrLnt4vUAjZHGvCsDv+6pXe4GxvH9YKYZf7cet/wAxVtcEVHm9dz9SoH91BGf0b3p3SRHfyBHtV63tgP2AQ303W7/Q9wHKkxyD32f91e4sIDJ3Tdo0flv+7dBqRbz7buiCfLRXe/317itGQj1E7fxJ8f4VvP0RB3FvVlG/kraFUOFtmPxSTEfQv/3UGmaOGU6idCV9wT7VZkgKnv7A5HzA9q3y4KxiJa3UxMfcqfc/XzVo8fhOy1zIzb/aIBoNTGyygK6b/PxqrkttbhdgnfzHdqtg+FcAalRtH+wFJrDlsZhJ2m3mCD3KgmgxxbFgfSYePJHgbH76u27empQW4IP7WzvVXBYj4fSWU7O/KHY/nVxrPsJd1lUH3PkUGP2WzS/qx7fXdexHM3xIyaPyB1r+NXCkaASRhSfbRAJ/nXmTvT4j6Z39QSaDHZL62I+JQrfQ1X5d83dr8q9Aq7/rYX7PlsHx+7dXpZYpUCRI7EewCFaDFJXuAWNfPsd6NVFrOzepr4j/AKO6uC2nILvIAB513+a9u0etq5Vh8teKDykDR/FJGzf62v8ACrUpWd+1VKsv4VlCYhO0kHf0O6tNHIv6x4xo/j51QW0clvSPcAPoafrUJVFHYffxukkxkOo2Cj29qyIPUVCgMWz82OjQWG7+ztYxj9wJqzJHL471ft/0dCtjHZzEH1UDKfmN1Zeyt4zuPu39deKDHS3CguJnQ/IN5GqqWlDfFMEU/wChoGsn7rIR3OyED2Hb/wB9eOySTwHBb5aA3QUaVhHtk2v4CrJnJBjPeoA99eKywhKFZTth9W1/KsOeWSMhUEYB9+7/AOVBYLXCkiNnYH5ld14/We3aNj3qsdzCkvxEd302dGrr3I7demCT8lPyoLAkdtpsa/KvTRbX9gfgdmvPeSfIC/gCKo7MFDmAMPYFmP8AdQXGtx6XeRph8/NWCkLDTgE/wr03fOvh0QfQECvUEGlLKyyv7aY7FB4a3Qp3IO7/AEdVcW2LJ2mMLugSVCfV0rfhoVkQqkysrynY8+TQYyWoDBt7Pt58is5I40fuk0ABv4fBNa+WG4WUBY1kXevB8/wrJW0LL3AEH57oLsjxSbaJCNe/d71ZnRnA7u7z9W8VeihnX9XJLEq/Ia8mrjQpIoT3Kn5HdBrAEjmXaRkj2+KqvM7sfWhVVHswbzWe9q4UlY0LfLY+X7qwLlYQNTO6n6ef8aDysszHsQr2/LZNWLqO40O8+oCfYHdVQ2ySd8crMQPbW6y4ZIpASyMoHnwCKDXFXt016RXfszeaxZHuAPhIIP0Hv+6tsk0U/ePvLRAewaMndPSj8GV9g+3anmg1MbXTtp/hHz0tbRLx1hMWjMP7OquGxQ6dHIH0I1R1ijUAjR+tBj/d7Xt9T4Y2PsG+VWUhaJmMTRgHx71fkETHyWJHy2KoCpHlT4+Q80HhFfXb3An3+equC2X3CkD6kVVJoj8KxDf51ddWZR+sdR+PtQY0iLrtEjMPbwKJ6CDcisT9G15q8Eb3AXY9vPvWJIzKWeVEUDwSW1QXA8XcxER0fOh5qjiPs38Xn6gf4VatoZb4s9jC8/b4Po+fP5+38a31txi+uYB69z91J0SNB2A/uB/jQR9kiI2XQa9978fzqz3p9N/j2n/dU8seNYuy+L0jO/zeY9x/h7Ctr2qPAUfwoK0pSgUpSg1eSwFpkA7IzW0z+8sWgx/P61pjwq/YgHNpofP7t5P5/FqpbSgi03ELlEU22RQuPfvjIB/nWFdcazzaEUNu417rKQP4EVNqUENt+HZIhTLkEh35ZApf/ECs5OHduwcvOVb3XsUCpJSg0UXDsUECXLTT6/tPrf8ADVZ1tg8TaAehjrdSPn6YJ/ifNZ9KCgAUaA0BVaUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFeXXY32gke269UoMUBz5RAR9R4qxJbpo9yr3fICtjSg1KoWQIU8L7ePNe4yE2C3v/aNbOlBp5vVBGuwLv38VSa37tMFXRH11/hW5pQaBLMoT2lfPy3WTFj5HPl9A/wBrzW2pQYBxSspVpF/dHr/GvcWMtoyGYF2H19v4VmUoKABRoe1eWiR9llGz8690oLD2kbe3isGTH28ZbUgB/PzW1pQRlhGkp7o00PZtDyao4luh2pG7N/VAX/EVJ6UEc/Qt9JGA0aBh7dz6/uq3BgMgHLStGB9A29/vIqT0oNAOPuBsFUP+tv8AwrLgwFnH8cm3c+/0P7q2lKDXnA4pm7zZpv8AM/76quCxS7KWUYJ+Y3us+lBrW49iGIJs12PIPc2/76qcFjzGYgjqp+jnf99bGlBpv6M23/8AV3B/Mqf8K8jj9xCxNtk2H+i0YI/jW7pQaY4m6JBaRdfMJ8/4ikeJaKT4YyO73KkVuaUGrbCKfiS5dG+R99fzq5DhbVF/XFpm+bN43+4VsKUGGMTjwdi1QVT9EY5QdWcQ376Ws2rVxEZoWjDlSw1sUEeysWMtSq2ZVZt+VV9gD8RWD6sjeZ9KtZZ47kY2JRrd/wB5X/Cri8fyspCy3UCx/TtLHf8AKg1rGLtHpSd38hXnUhPgAA/MtW9/ovEzAtc/DryBGASfzrITjuMVgzI8hH9pz/hQRN7iKM9jqEJ9ted14jtg+5Cf5ip7HaW0Q1FBGv5KKSWlrMNTW8b/AOsgNBAXa3jG2mTx8vU1/Kq/eLuWMCztp5V9gI4y9Tj9FYwa1j7bx7fql8fyrKAAAA9hQRKz4vkpgGu7xYUbz2KpLfz8CttZcXxdoe51a5f33NpgPyGtVuKUHiOJIlCRqFUeAANCvdKUClKUClKUCqbH1qtaeOW5vM9e2E0Tx21tBbyxTJMR6js0nehUe2gqefn3/LVBt9j602PqKwZMPC9ubcXd6mzvvW5fv99++9/h+XiseXj3egSDN5W3I1tkuO4nX17w31+VBttj33TYPsajsvD7m4nSW55nyCSNP+SWWGJT+ZjiVvH57rGTp+yL2f035SV0Ro3y786+fZsa18vrQSvY+opsfUVEoeA3tq5ks+onK4iV7T3z2849/pNC+v3VdXhOQEvrt1C5O0hA2S1oFOv9AQdo/cKCUbH1qtRp+JZhxr/KLyJfbXbDYDX/ALN/fusG16fZq1uHmXqvzCRHcMYpVxzIBv8AZG7TYH76CZbHnyPHvTY+tQy+6e5m8nknh6r8ws+87VIBj+yP8g9q2/37pa9Pc3b3DXEvVrmNyWO+yX9HhR5+i2goJnsfWmx9aiNxwLL3Ddw6o8uiP/q2sQP4fdqvPw3NvCIh1N5MrDX60Q47v9/b/wBF1/LdBKNgeSabH1qAnpfyI3H3het/PF+LuKBcUUI+mjZe1W4ul/Mo3LP9oTn8i60ENnggB+8Y7Z/jQdC2KbH1qBS9NeXSOki9eOcp2+6izwnaf3fo+sq/4ByO8x0VnD1j5lZ3ET9xvYIMV60g/ssr2TR6/JAfxoJpVPauc2PSflVjdtdn7QPUS579d0c8eGaP9y/o8Afu1WPlekvUC8n9fH/aO5zZfRP0dhXUfhoWI/nQdO2PrTY+orlUvRznxu7a4tvtKc/iWJdSo1nh39Vvr5su0fkVNZknSPlNy3qXn2gOobt2gahXEQKCPmAliP5k0HSqVyduinNYrpZ7T7SHUXsUaEVxHi5V/lZrv99dYoFKUoMTLZbGYHFXmczV9BZY/HwSXV1czuEjhhRSzuzHwFCgkn6CuDY/7cHSG7awyt9x/nmI4dlp4LfH81ynGp7bAXTzOUiIuW8ojMF7ZZESNvUTTHzqc/aV6X5TrT0F5z0sweVbHZHkeHmtLS47iqiXwyI5H9RyoR/9FmrhXUjqR1f6ydFc19n3H/ZW5rhOY8mwr8dyE+Sit4+O4pZkeGW6jvw5W4SMKzxpGnedR7VO4Gg6p1e+1PgukvUPH9LoOlPUbnGfyODfkKwcSxlteCGyScQNJJ6txERp2UbAI+NfPmsy3+1R0qyXB+mfUXj8+SzGC6r8htuM4O4s7dNxXcy3B/4QsjqUVGtZkft7mDDQU+SPl37TnTjJ4Hr3wiTJYvr/AJTjmJ6Utxts50ytb5724vlvY+2K8mth5jeON5HQnywjOvArK5l0P6pc2+yV9mfpZzDg+Q47mrXm+Mjz8HE4JImwdkbPJRi7Y24AtyqywtIxIQSyFSTvyH05B9pvgOQ4p1I59hcZnspxbplZ3l1fZu1t4TZ5N7SGSW6gsHaUGd4vTKMxCxd7BRISH7dR0l+1rxXqpybE8VuumXUXhF3yOykv8BLyvEQ21vmYo4xJJ91lhnlVysbK+mK7U7Xu02ucWeP6k2f2Qern2b+R9NbuHkvC+B5fA4i4wWFmXGcltpMdOlpNYhVKmd/hWS3Ul1lJ8EMpOr+z/wBLOofA+tPTd+pM/POX4WTpzFNxu8y0H6niOYEUaZCzmSCCKKD1IGjSFpgXAjmjB2TsOlYL7ZGK5TzvJ8I4t0B6wZiDD8puuI3ufssLZyYmG7t7k280jTfe+9YlYd5JQME0e35VuMh9rDhFvz+/4Jh+Ec/5FFhsumAzGewnH3vMXjMi3o/8HmlVvU7h94i7ikbKuz3EaNfL/RGwuun/ANoLmV3yriX2obW+yPVrkF5Yw4TGZP8Aodc2l1kJFhurlO0QvGVfvaUbXsVG2dVK+uON6gYHrBlM39mnpn1c411KyGbsmuJo4VfhPJbYPbrPc37FpIIWMHeokCpcAxeBs+Q+q+I9WeOc06ic96Z4uyyUWU6d3GOtspNcRxrbzNe2i3URgZXLMBG4DdypptgbHmnEerPHOadROe9M8XZZKLKdO7jHW2UmuI41t5mvbRbqIwMrlmAjcBu5U02wNjzXzrgOoWX6N/a464y5zox1VzOO51leMnE5bAcPu77HlYcPbwyu9yqiMKsjFSQToo+9arofRPjXI8T9p/7R+fymAyVni85kuLyYu9uLSSO3vliwsUcrQSMAsoSQFGKk9rAg6PigsdU/tkYrpR1LtuluR6A9YM5ksnO9vh7nC4Wzntcu8dsLiX7oz3aPII4+7v8AgHaUb8N9C4B1u4tz7K81waYvMYHI8BvIrbL2uZhjhkWOW3W4iuUCSPuF0Y6Y9p3G4KjXmCdbONcjy32n/s4Z/F4DJXmLweS5RJlL23tJJLexWXCyxxNPIoKxB5CEUsR3MQBs+KgX2v8AoF1W5j1BwWf6K5BsdF1Ish076hzRxszQ4Jna4W+Qg6jliUXMIYqd/ekU6GiA7LgPtI9P850DuvtJT2uZxHDLfH3eWR8lbJHcz2cDOFmSJXY6lCd0SsQzB02qk6rL599oDgPT/oTdfaJuTfZjiVvirbMxtikjknuLWcx+m0au6ISRKp8uPG6499qPgXVHm0vTn7PvRHguIk4/gntuS5eTkSXNtx6W1xzotljJJoIZC7NOI5TCoB7LYd2lbzxzknT3r9x/7FXW77M/Lentxkc1iFS/4sOKWV7f426x17erOthYu8Ku7WrCVDF29yR+nodujQfTnBftYYDmXJX4TlOkfU7hnJZsZd5bFYjk+Fhs58zFbBfWW0ZZ3iZ1MkY7XdP2wfbZGTgvtZdMuUYfp/fcasc7k8p1Gu5LOwwEFvCMnYNAdXrXsTShbdbQgiYlzptKodmUNBum3SXlvCPtYXF11DzvOeodhDxV5eF8pzXbLFiDJKiZKymNtDFbpNL2W8iOyhmjVlG+w1k9FukVpxn7Z3Xznx4BNjrXJ2XHHw+VksZEt55p4Jjkvu0jDsLO8FoZvTP7SRlvOth17pR1h4/1f/pj/R/D5rH/ANCeWZDh97+k7dIvvF3Z9nqTQdjv3wN6g7GbtY6O1FTuoD0kssPZf00/RHEM9gPX5fkZ7r9LW6RfpC4b0++8t+w/HbyaHY7fEe07qfUClKUFKbH1rlHO+l3V3knJrzMcW+0XmeLY249P0MVb4GwuY7ftjVW1JKhdu5gz+SdFiB4ArVv0e69RwRpZfayz6uo+Np+KYiUMfw/Ugj+J+VB2vY+o802PrXGR0j67AoP/ADrM8QgAIbiuIPcfnv8AU7/nV+fpV1yMZEH2nssjN7n+iuKOvGvH6v8Af535oOwVTYHvXGIelX2g7dmKfanvrhCNL954djSR+O0VN/wrJtumPXZYX+9/abyEk2wYzHxPHIgH+kpUkn8mFB1+qEge5rkR6b9et/8A8SkhA+vD7En++rZ6a9f2I7vtKdig7Bj4bZBj+BJYj+VB2HYHuabH1rl8PTnrGyMt39ojJFiPhaHjWNTR/wBqNtivMnS3qzIp19pTkkbg/CU4/h9e3zBtjv8AcRQdS2PrTYrk9x0y60q6/c/tJ5YKCCRPxjFybHzHwxJVtum3XYRlI/tITE+fjfiFiT5/IgfyoOubB9jTY+tcpn6b9ae1Gs/tF3yvpfUM/F8dIpI9+0KiaB/Et+dE6bdanjjiuftGX3wEkvBxfHo0n0Dd6uND8AD+NB1eqbG9bFcsyXTfrLdCJ7L7ROQspE8P2cZx7o4+vayEg/k37qy7HgXVyOzW2vuuk88quWN1HxuzjlYH+qQe5ND/AFd/jQdIpsfUVzW76b9VZl7bf7Qeat/Y7GBxjH8vMNeU6cdWlMnf9oLKOHO1B49jh2D6DUft+e6Dpmx9abFc3m6e9VZIPSi68ZCFw3cJV4/j+7X00U1r92/xrGbpx1kkLK32iciin29LjWOBH72Q/wB1B1HYHuabHvuubXHT7qyEX7n15v1YHZM/HrCTu/D4UXxV6PgnVXs3J1xu2cpokcfsgoOv2gO3e/zJFB0PY9902PrXL5eAdaPvyy23X11tAwLxS8Xs3kP1AcFQB9PhJ/E1N+KS5SbGSHMzRy3Md7eRB0Gg0S3MixEj5ExhN/Le9UG6pSlApSlApSlArVWsRXk1/MZSQ9laqE34XUk5J19T3D+Ara1HLC7Z+oOasiW7YcPjZQD7bee9B1/0BQSOlKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUCtVxyFLexmRHLd17eOSTs7a5kYj9xJFbWo5wmWR7TJwyI6+hmMgi9wI2puHcEb9x8dBI6UpQKUpQKUpQKjthM7dQM1bl9pHh8a6r9C097s/8AVH8KkVam19McmyAAHqfcrUk/PXqT6H8d/wAaDbUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgVHOFu8kOXMjOSMxeKO4+wEngD8KkdanAyAm/tl8rbXsyh/k3eRIdfkZCv5qaDbUpSgUpSgUpSgVrLdrb+kN6iMPXFnbmRe07CGSbtO/Y7Pf49xo/UVs61FpcyNyrI2ZY9kdhaSgaHgtJcA+f8AYFBt6UpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKVQsoIBPk1WgUqntQso9zQVpXnvXfbvzQuoOiwoKkge9Ad+RUC6z9Tk6Y8KnzFlBDd5m7f7liLSaURRy3TIzd0rnwkMaK80rnwkUbt8qxehfNuRcr4veYjnEls3LeK5GfC5w28fZHLMhDRXEa/JJoHhlX/XI+VB0ilKUClKUCtbhniY3qRrIpS7kD9ydu2OjsfUEEea2VajBzzS3uahld2FvfiNAx3pTBE+h+G3NBt6UpQKUpQKUpQK09oD/AEryTemQPuFmO/5N+suPH7t/zrcVHLCaZuoWat2ZvSTD410X5BjPehj/ANVf5UEjpSlApSlApSlApXlXVv2TXqgUpSgUpSgUpVO5Qe3fk0FaUpQKUpQKUpQKV5d1QAudAnVVB2N0FaUpQKUpQKUryzqv7R1QeqUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKV5eRIlLyOFVQSSToAfWsTDZrE8ixVnncDkrfIY7IQR3VpdW0gkinhdQySIw8MrKQQR4INBm0pSgUpSg5d9ozlvMuHdPYL7p/kLezz99nsNirSWe2WeP/hV/DCwZGIDArI2/iU69mU+Rp+n/wBpfieUwJTqjf43g3JLJD9/scldpDC5UfFJbSuQsq+DtQe+NgUkVWU1rPtecvteJ4PgTTYu9y0tzzjGPDjbGL1Li8eAS3CRovzLSQxrskAFgSdVreAdJMi2cj5j1d4tZh8PhwcVY2cf3rH8bjHiO2x8YJ/XxRxjvn9JmkZgsZjRFDhK/wDLB1D53K1t0b6bySWJbtHIuVmTGWLD+1BbdpurgHzo9kaHxp601jwTrTy/P5DHdQur/JMdaWyKyjjFhbYq2uGYA/q5GS4mKDbr/wCkK+1BKKGUmX32Axmb45xqLF8Vi5La2UyvHLm7mWzmTtRtzyB4i8ncRsgrpiwbTDRG3y8WFj5xiMxc43JLdWtlcq2RgkVbSOLQYx3R7gdHXcncvbsHRBoONSdGeEyWnD+Q/wBO+q+bsMjeraXRvOX5b1bkzBkjM3ZcxrAI5Nb7EGyFX2J3t8f9nyWx5xd2GK5p1MtcNNZi7ju4ua5AxWkvd2pbxxzyzesWVS7s+gp7dAiQqk/znPp7WPHiW1bHJcXq2GRgZ1bIW63Fw9pZzRRjY7ZJwGDt4CBjrwda/DXGPweO46i3mexcXH4b2DH4KVlN5mIraNofVaH/ADk21AkUeN+pGzAMQFDlee6EdXz1GueSWHM25db4WxjtbJOZy+mrIzLJJFFLaQokZbtAeRoJ+5VVW+YXC6f9WbXjHXnCWmcwmY483MMTHxzKjIXCXlrcZKyTvsrqLIREw3DSQmaJ9lJNiDuQbrtuQ5Jlt3c9neZuyzuWxC3uOw17i1uI7IRLuRQYdI8zFwGDXBAYxAaBPfi5Junec6c5PCci4bHfxXtqt1meOrj4mvZPUZdzPaRsWVidP7940NHuAoOoq3cAfr5r1XGemOdznTzlydF+Z5i6ydhdWsl/w7M3pJubu0j16tjcs3lrmAMpDHzJE3cR3RuT2UEEbFBWlKUCtRhAwyOdJXQbIIQd+/8AwWAb/lW3qNcUL/p3mAcsQMzF2bPsv6Osz/eTQSWlKUClKUClKUCo9YyIefZiHtYOuIxzFvkVM15ofu0f41Ia0Nl2f04y/wAQL/ovH7HzC+td6/xoN9SlKBSlKBXiWT00L6Y6BOgNk/lXuo5a8oXJ8uu+LWNrJKuLtUmyF2GHpwTSkGK3/wBKQx9zsP6qmMkESKaDUcAjmwuHuOT80mTH5flF7HeXUNxOAto0pWG1sh57QyIIYj2+HmLsPL6qchgfatTyjjOO5ZgL7juS9VYL6IxmSJ+2WFtgpLG39SRGCurDyrKCPIqvFYc/b8fsIeVSWsmXjgVL2S136MswGmdAQCqsR3Bf6u9bOtkNtSlKBSlKDy5IUke+vFQrB4/P5PnmV5hnHvLPH46E4jD2f3giKaIlJJ7ySNT2lnkVETuBKpCWUj1mFbfN8pjxnIMNxi2tHvMhmWkcRKwUQ2sXb61w5/sqXiQAbJeWMeASy74qO0qPnQFZXHcvt+Veqh/TzB5jiVve8Ruog2Ixtwf0JMHB/wCAv8SW7D3UwN3RL40YlhOyxYCYUClKUClK0PM+VQ8SwUuU+7Pd3LSxWtnZxkK93dSuEihUnwO5mALH4VHczEKrEBquUcZ5NybluFmizd1icJgmXIg2U4WW+vO7tEUoIIMAh9ZWU77mnRh2tECZhGwIC+xUDY+lW7A3hsbc5Awm6MSeuYQRGZNDu7QfIXe9b86qK44Z/CdQclbXX3u8wediW9tJmJkFhdRqkcsB/sRSKI5I/l3i4BI2gITGlUB2N1WgUpSgVHedcfynLOO3HH8TyO7wbXhRJr6y0LmOHvHqLE2/1bsncofyV7u4DYFbXNZa0wOKvMzf+t92sbeS5mEMLSv2IpZu1EBZjoHSqCSfABJrUcD/AKUy4Vshy9jHf5CeS7Fl8BFhC5/VW21/aZECh22wMhkKnt7QA2XHI89Fg7GLk89tPlo7eNLya2UrFLMFAd0U+VVjshT7b1s63WyqJ8y5RkOJZbCZC59L+jt1KbDIydv6y2uJpI0tZid/5rv7on8EgzRsdKrmpZQKUpQKUqlBiX2Wx2Oms7S8vYYJ8jMbWzR2AaeYRvJ2Jv3bsjkbX0Rj8jWi47yu8veSZviOctorfI4qSO4g9MntusfN3ehOAd6IZJYnG/2oi2grrVV4reXfP25hl7iKWCws/ueHtkG/u/qaa4mYn3kftjQe/akZ0f1rit3NisZJlIM7NZRtf2sEttDcEfHHFI0bSID/AGWaKMkfVB9KDNpWJicrjs7jLXM4e8iu7G+hS4triJu5JY2G1ZT8wQQay6BSlKBWj5ryiHhvGrzkEtrJdvAEjtrSIgSXdzIwjgt0J8B5JXSME+AXBPjdbsnXk1q7PK4DkdzfWVs8d3Jhb0W9wGiOobkRpJoMRosElTZUnRJB8ggB5wM+St8XjbHk+Rs5801orXZt19OOWVQolaND8QQMw1vegV2dmtsDsbFRPqHxbI5uwssxxoQpyLAXQv8AGPK3akh0VltpG86jmjLxk6PaSkgBaNalighQD76oK0pSgUpSg102cwyZmHjs14v6QuLWW9jg7WJMEbRq7k60AGljHk+dnW9HWr4VxWfiIy+PiuY2xd1kZL7H2ypo2izAPNFvZ2pnM0i/2RL2AaUVTj3E5sdyDPcoy1zHdX2XkihhKKQLaxhBEMA+vxvNKT7907D2VazOX3OfssDcX3GrX71fWnZcLajt7rlEdWkhTu0A7oHRSSAGYEnQoN1Stdx/N4/kmFss/ibr7zY5GCO6tpQpXvjdQynR8jwR4PkfOtjQKtXE8VvDJNNKsaRoXZ2OgoA2SSfHirtck+0ze5Cfp5DwPD3UltkeoOVtOJQTIdGKK5Ym6kH4raR3LDXzAoIjwXj2X673+X663+RksoLy3ucNwHviL/o7FseyXJKvchE90QWVhorD6YBOyDvOoXUPC4nCY/Awxcoky75WTHYTB4dTaX+ca2AWUAaQR2oJJaYMsaqqt3aYKZZj+P8AMOO4VeP2M+OtLA36wxGCQhcfiYxpVTvGg3pRxx9oGlZ2fuNcDyPOcxmY4uoPDY47fmfV65OM4vkLmMP+ieNW4dluAreB3Ikt12f1pLiFW2F8cmdI3vFI3KY5yw6uZ7J4nM815/0r6e5CyZ5sTanHtlchbBx2spupbi3B2ug4ji7W1rbAA1q81wfrdwVchn2xHHub215EsN9fYCOe1yv3ITCZ4lsbuae3uYiBIvoJJFpZpBEAXO+AdROqn2X+i2fu+G5bp2/O+QxMDmcnkLSC/uZJSoLGa4uSWaTRB7FHYN6Hb2ha6d0Q6mcQxeGtOp3RS9yCdPzkosTyvil2SBhnndEjvbRCzeiEeSP1I0YxNGSygMhpHaqmabz+ZiEvk6ucaulwWV6eWcmWyeSS5w+GwuCuC99l7C3XtgEry/8A1fFA8zmaSQLIksIGyCUbWch47FwizxLdb+qGVsL+9tvuWK4Z09SZLqeFPiMRuo1N/dnZ7nlLxR9zkkDu2fofHcC4Dw7NZ7qBiOMY/H5jMxrLlb+GILJciMHRY/l769zonZr4y5X1mTp50wvvtL5nGJleX9R7lRiEuNlLSxcO9jbAg7SGOBfVcLrvlcknbBlTOnc2X64jUbmU6x0HRJ7y2t4bfrF0myd/KsGPz+TzGRWCW4O+yJ5Zbm4tWdjvSTjbHYAJOjP+I8q5Lx7l2Q4jz/jmLyfOcNFDermsfjgk3IcI7rC11CqgtHPEwjE0IJX4V7fEilPjPol9srlfNuoNp0861YnC5vinMZVw91bCwCiMzMEjGt6ZO8qD3bYbDA7BDd8zFxzXjsXG8Lgcqb7lvTPnj8Mxt7eykyX2IyWO9a0WWT+s4SS0DMfBe27mB3XUqWmereuo9XYM3ynBcu5fx3cl902vbbKYiB+9Jv0jYRmeeMKR4S4tp2g2PDrKDoDTP3LAZew5BgsdnsVN61lkrSG7tpP7cUiBkP7wRWoy9tyK5zuEGOe2XDhrj9MQSAGSVTEREANH4Q5+IA/T3GxUW+zSZIuivG8Q7swwSXWBXuOyFsLqW0A3+UAosdPpSlAqPcZm9XNcqQRFRFlo17j/AFv+AWh3/PX7qkNaDjckb5jlCIR3JlYw4HyP3K1P9xH8aDf0pSgUpSgUpSgVF8dID1Mz0QA2uDxLb+fm4vx/8NSiojjIpR1Y5HOV/VPx/DIp/wBIXOSJH8GX+NBLqUpQKUpQeHlSPXcdd3gefnWvwuBx2D++/cLb02yF3JfXLly7yzPrbMzEk6AVQN6VVVRpVAEcyeDzHJOoGNuL+3KYHjlub637mXV3kpRJEvgHYEEXqHTDTNcIw0YhU2oFRLn/ACPJcQXGckV4zg7a6EWcDJ8UFrJ8Iug29BYpCjSE+BEZWPlBUtqzd2tre20tpe20dxBMjRyxSIGSRCNFWB8EEeNGguK6uNqa9VgQZjEyZSbBQXUX3+3giupbcH40hkZ1jcj6M0UgB/0DWfQK8u6xozuwVVBJJOgBXqop1Dx2bz2NtuL4mIfdsxdR2uWuCyj0McQ7T6BOy0ir6AK+VMwf+rQbiLB45OQT8lS01f3NrDZSTFjswxvI6KFJ0vxSuSRonY3vtGtnXlAVXRr1QaTmWVymC41fZvDYl8nc2KLcGzi36s8SuDKsQH7UpjD9i+Az9oJAOxsMRkrLM4u0zGMu4rqzvoUubaeJu5JYnHcjqfmCpBB/Gsl1DqVI2D8q12GxuH43ZQYHFQJawI0jQ26sdL3MzsFBPhQWOgPCjQAAAFBs6VT3qtBRmCDuPsK1ttNx/kRivrY2d+cfdzJFMoWT7vcx98MoVv6rruSNtefLqfmKpyaHP3GAv7fi1zbW2XlgaOznuQWihlI0sjKASwUnu7fHdrWxvYpxfjeN4lx+w45ikkFtj4FhRpH75JCP2pJG93djtmY+WYknyaDa+1W5VUr5BO/91XKoQD70Gk4jymz5biFyNrbzW0kcs1rc2s+vVtriGQxyxPokbDKfIJBGmUlSCd5WkxfGrHDZ7M8gtXljfONDJdQAj0jNGnpiYDW/UaNYkY70VhjAA0Sd0DsboK0pXlmVf2j70GoxvI8bmc5lsDaLLLLhBbrdS9n6pZZVLiENv/OLH6bsNeFmiOz3Vt1VV/ZGt1peHcWtuI4j9GQTy3M0s8t3d3c2vVuriV2kllfQA2WY6AACqFVQAoA3lBbnt4LmNoriFJUYdrK6hgR9CD71h2uexN7lL3CW14rX2OWJ7mAgh41lB9NtH3Vu1wGGwSjDe1IGwqNZXic03MMPy7EXUdrNaxzWOSjKbW8s3UsqeNfGkwRlY70rzrr9ZsBJaUpQKifML/PzZvA8X45ctaTX1wb29u+1T6NjbsjSqoYEM8jvDDo+yyyOPKAHfZrN4vjuLu81mr2O0sbCCS6uZ5DpIokUs7k/QAEmrmNvEydhbZJbaeD7xEsoinjKSx9wB7XU+VYexHyIoMhO4DTUcEqQPcjxXqlBHOIcZm4s2UsYHiXGXGRlvrKBN7gEwDzId/IztNIP/tNAAACpHWp5WORf0dvn4nJbLmI4vUsxdD9TJKpBEbn3VX12Fh5UNsbIrzxDkthzDjdhyPGiVIbyMloph2ywSqxWSGRf6skbqyOvyZGHyoNxSlUJCjZoMfIpeyWE8eNkijumjYQvMhdFfXwllBBI3rY2PHzrW8M4racN43Z8ftZ5LhrdWe4upQBJd3EjF5p5NeO+SRndteNsdeNVqeH5/Kcr5HncvBda45ZTHFY6MKv/AAm4gZhdXBbXd2iX9Qq+36iRviDqRMaBURzHKclx/m2KsMkkX6BzqNZW84UhrbIr3OiSNsgpNGGCkhQrxBdsZlAl1Y93YWN/EsN9Zw3MayxzqksYcCSNw8bgH2ZXVWU+4ZQR5AoL4OwCPmKrWFY5fGZC6v7Cwu45Z8XOtreRofMEpiSUI30Jjljb8mFZtAqHck5FlJ+Y4ThfHLn0pjvK5iYRqxhsIz2pGNghXnm0g2PMcdyVKsgIl000VvG008ioigszMdBQBskn5Vh4i9xGcsLbPYl47i2yFvFPBcKpHqwsO9D58602wD9aDPpSlBrp81h8dlrLj01wsN5fwzT2sPYQJEhKCTR127Hqp43sgkgEKxGxqN834tPye1sJMddrZ5PD38OSx90y9wilQlXUge6yQvLC3z7ZWI0dESMb+dBWuQdVD94649GLGTZjjvs3fhfkZI8bJGp/MC4fzXX6491s/wCKepPR3lsh1Bbcnnw83y0L/H3MUZ38v1ywj8yBQafqDddQMx0vyPK7+OHFZGLp5nnbHkkXUl20SFGCeOwL6aMR+0rSBNnzUD5J+jsFmegXILQKuCbCfoO3lX/No11YRNa/l3G29NT7blUfOu1vieW5DFYHk+fjSPLYe1v48ni7VBImRhdDqBT3aUs8Ns/zHhlI8+OF2MPTyPhi/Z96hZ2ew43PPJ/QDlcrGKGWBJi0Nsty3wxXdrJH2oG16iRxMoOytcmNqs2P7K6fCH2nOB5DiHXbkq8gaeO0z99c5awuQhYPHcM0iMPqqyEo3gkdjEA/CD3D7H2DyGD+zv1M5Bk4njt+bfdcBh1bf6+5kkFtHJHv9rc1yo8fOJt/sk19E8l6X9YMrjbfjfUTo5w/qfBYtuzy8WQhtDL7D1JLe4T9Q5A+L0nZTvQAHittjuH23Bp8X1G+0ZyDivF8PxtxLxzimNnLWlrchSqSsxRGurlVZljjijCpvaqzEEImfFWPnbVbV0+jMxb/AHzDXdsI+71IWUL9fHt++vgXkXTS+6m/Z2j6X2EEN1yzpVlVtUxtwSgufuhdIFbyp9OezdHVtgEnW/DEdM5P1N+1lm+pmI5v0348YOAxzm1uuKZdrS2vWjS2ad7i8Yoz2PqL2+mJJAQxj71USaPjmvJOkXLMvbcxy8PU3pRy826xDIwcdupBcRftek0sEU9ndRbPcO7vHzXt3SY2ZsVrTFq+w+Q/s3fZ+5oeqllzHn/FcpxrjXD5v0tc3eYtjZKXt/jiA7wobTqjsw+HtDbOyK+nMPFedUuV4u3jyU+Gn5Xn5OfyXbRH1cfjobJMRgTIh0O64m7LhYzolVffsSLtvhb3qHcw4/A5XnHV2dJVeGLkGB/o/wAVtpAdrNet92he8CHTCFe8MQB2jex2zgnAun3BjZ5nk/Jf6RcwyOe3f5ztZfvOWMRhW29NNrHHEjkRQnxGq9/uGYo37KzHW++d/Urx0X9H3x2Q4Y1zm7LP5SP763qiRbeFrcfrAxB7I19Mv2k+Xm0P2gBhfZtvbO96bzS2dxFKH5NyaVvTcME783eOFJBOj2up17+ak1nlOD8UxOYxOJMNrDxeBru/t41Yfd1dWnLEnwdjub3NfO/2ZZbzp/yfiuEmtLG3g6jcZXIXy2tz6m8vBDDJJO6/1JJBJeQt/wDd8Z9yTXVz62pVF32jfvrzVaBUX4lL6nIuax/83moQPyONsz/ialFRLh1tLDyjnEzj4J8zAyfkMbZg/wAwaCW0pSgUpSgUpSgVoLPD+lznKZ/7zIfvWLsbMQ7PYvpTXTFgPbZ9XX+yK39Re3tz/lMvbr70+hg7aP0d/D/6RMe/X1+VBKKUpQK0XMs9Px3CPe2VvHc3s0sVnZW7ydiy3M0ixxKzAEhe5gWIBIUMdHVb2tXe4vEZ26x99cQR3EuHunubRy51FOY5IWYaOu7slkXz7dxoNkqqv7I18q9UpQKoQCNGq0oI5neJtkeRYTlOMu1s7/EtJBIWTuW5spe31bdhsa+JIpFb3DxL/VZwZHVD7eaimE5Jdx8xzHD8zI5uAkeUxhZABJYuAjqCNdzRzK3dofCs0Gztt0G/zOXx2BxV7mMteRWllYW0l1cXEraSKJFLO7H5AAEn8BWBw7I5bOccsczn8Qcbe3amf7m5Jkt42YmNJNjxKIygcewfuAJABN7JWmE5JDNhslBBeQpJE1xbOwPlXEid6g+xKg6PggEEEbFbUAKNKAB+FBWlKUCop1A4xkM9jYMhgZIYc9hLlcjiJJSRH94VGQxSaB/VyxvJE+gSFkLD4gpErqhAPg0Fu2aV7eN507JGUFl3vtP0389V7Zgilj8qjOT5RdYXnOKweQgiTFZyCSCyulJ7lyEYaQwOPb9ZCHdDoa9CQE7ZBW5kzGLGXh49LcL9+ubaW7jgIJLRRNGrt9PDSxjz778b0dBouBclyXM7e75PqKPB3lwwwgVfjuLNPhFyzb0VlYM8evHpGNvdiBLK8RQwwRpDBEkccahURFACqBoAAewAr3QKUpQavk2Ius7grvF2OVmxt1NGfu95D5a3lHlJNezAMASp8MAVPgkVZ4hlMxmMBaXnIMScZk+1or213tEnRijmM/1oyylkbwWRlOhvVbqtByjk1txaXDtdWj/dsrko8a9ypAS2kkVhCZPweUJEP9OWMfPwG/qJ2b5/Mc3v3nt7i0w2FtxaQCRiq5C5lCSPKAPBjiQRorfN3nGh2AnM5Pyq34/LiLMW8t3e5nIx2FrbREBn2C8shJ8BY4kkkO9fsdo+JlB3yKqj4VA370HqlKUClKUEQ49yLLW/LMxw3kriWZf+M8TcrGEFzYyP2mPXgGSCQhG1/UeBie6QgS4nQ2flVi9uILGznvp43aO2jeVhHGXchRs9qgEsfHgDya0HIuS30nDpM7weyTN3V7bxHFBH3BM05VYpXYH/ADI9RXdhsiNWIBOqDJ5Pxe15fHj7a/uJRY2l/BfT2ykBLswkvHHJ4J7BL6cmgRsxhTtSyneKioNIoA/CtRxDBNxrjtnhZclc5Ga3Qme8uW3LczsS0srfIFnZm7RpV3pQAABuaBSlKChAI0a1GQzeB4s1la3fbZx5O/FpCyRajNzN3uO4gaUu4YBm13SOq7LOAdxWo5ZxnHcw49fccygkWC9j7PVibtlhcEFJY20eyRGCujDyrKCPIoNsrB1DD51qshyXF2GcxvG5jK9/lVnkghjQsRFCoMkrf2UBeNd/2pUHzrLxUF/bYy0tsreR3d7FAiXNxHD6STShR3OE2ewE7Pbs63rZrV43icNly3L8vuLp7q7yccFrEHGhaWsS7EKD8ZXlkZvc96g+EXQbyONIxqNAo+gr3SlApSlBoV45dQcvk5NaX6RxXliLO9tjFsytHIWgkVgR2lRJOGBB7u9Pbs872qMCR4OjUE4pyy7wq8iwPO8kPX4tu6fIzAIlxi39R4LliNKGCxyxSe23t3YKFZaDec64tLzTAScZa9FvY30iR5Idnc1xZ73Lbg7+ESqPTY+SEd9abRG/RFQAKANDVRrp7fcizHHY8/yVJLefKySXlvZSR+m9lau24IXX39QR9hk2TqRnAPaFAk9ApSlBSohc5/L4Tn9pgsvPG+J5DC36KlCdpivYVLS2zH+t6kQaVPG/1E+zrsFTCvLRxuyu8asyHakjZB/CgOdIx+gNfKHW1OoHW3P5bEcOv7i3seE5yOzw1tbzCNr7N21ut0buYtrvht5ntovT2vvcSbdo40r6hw+cxfILOS+w92LiGK4ntHYKV7ZoZWilQggHaujKfyr554BFHZS9QMdZ5l8Rye45/lLO3vJwHhjka4F5AnawIDyW12QPhPcoI/qig6X0yzdl1Dt8L1ZxOVlt7LkWGVpsKQdxXgdFlZ/OzJEU9BhrwUPt5r1Fw/hHN4mNjj4f0JYT3eLyuDubNJLO7KNJtHiYFPhklZwy+DvR3pe3mGBl4xhOrcnHpbm4g4xyLkZyeLI3GcTyiJBLeY2UkFStyjC4QAlWf1u0kmM12bO399eW2SsuBrbR5yzv7Vrm3lKxhg7J3PLo7KmEsQf2j2aGyvbQcjsOgPF14tZScVwXKeLZe6S3a6wOM57k8dZ2kcjaZ2jhnKoAgchI1G2Xs2PLrt+P9BOE8ebOT47jeOTlML+rY5BryXI5Y2Xeezuu75pHiab05U7lOl3vZKmp9zLApetNa4zHXUV1yqJcPf5Sz7DJaW6RzujkP8PaC8iggEgyDwfAqvM7q24naXPPrSxtHntkt4cpcO25fuMLu5SP37nBkcqmtsW17kaC62OxWS5DA0OKwkk9ncNc5UpPq4gu3tVjjYhV/Wd0LMhMmiV7CN9oAwf6I3GOsMNcR8Twc+Qw12LC2SwdrSO3xbyej4HsfTtiHMR2ncnw6IU1p8T0zz/NXn5H1HvrnEx5R1uDxzCXr2aR6RUU3t1blZbufsVVYd4hAAQIwUO21k6B9MVj3jePzYq6UfDeYvJXVjcg/X1YJFc/vJ386DJkt8ZgLoYbD4nL32YxuLur/GPdXc0i3Ad/jt/vMrnZ7/RHbKdAGMjwp7cqzusPjMphcOOJSWsmaF5lWCwK4tLkFXlMrLtQ7NOw7gx2xIBINRmWbm3Ab2HjfIOWfpPC5pv0fiuRXUUS3uNvZAVhiugqrFOrNpY5AqEuUjdWLhzL7zM5zD2PH47jDfpO+vrqCxvmsAwhti0bGWYdwJEashA7js7Ub2RQcy68Z7jN10v5RZ8Wti+W5lk4uFXjWsYFzI7v6FwB5Hc8dr94kXz7KKtHHYfJddOncvE0sJMaMTluUCa0tkiCW0kFvbQqWX9v1JLqeUE+d9/51Hut/MMni+tPF5MFxcZnB9NLOblvK7e1TcyffRJaRTRRqP1k0Uf3yYofLJvXxdtS37N9xecybPdULvIyZTH3phwPHchNF2SXmLsmk1c6PkerPNPonyyRxMdmg7avlQR9KrSlAqP8dxNlYZ7k9/byFp8nfxT3AJ/YK2kEaqBv6R7/AB7vwqQVFcBbW8PPOUzxyMZZ4Me0qlthdLKBofLwP7qCVUpSgUpSgUpSgVobextzzi7ySyg3C4uCCRO7+oZpWQ6/MP8A+BW+qNWVteR9RsvetG4tZ8Lj4kbR7TJHPdlh+YEi/wARQSWlKUGk5lcciteO3kvE7WG4y5jMdms7dsSyt8KySHY/VoT3sB8RVSF22ga8O4vZ8O47Y8esppZktI9PcTHctzKxLSTynQ7pJJGeR2+bOx+dbkgH3AqtApSlApSlAq1NFGAZhAryIjBdAd2jokAn66H8BV2qe/g0ET6bcbyGEwc2Q5EkR5Dnblspl3Q9yrcOqgQo39ZIY0igQ6BZYVY+SSZbVAAPYAVWgUpSgUpSgwsph8bmYI7fJWUNwkM8N1GJF32SxSLJG4+hV1Uj8q1uH4/eWfJc3yPI3cU75D7vbWiIpH3e0hTaxsT+0xmkuHLePDov9XZ39KBSlKBSlKBWq5Txyw5bgL7jeURmtMjA9vKUco6hhruRh5V1OmVh5VgCPIFbWlBo4uJY4chi5PdNLdX9vYHHQvK+1jjd1eUqutBpCkXcfn6Sa1o73lKUClKUClKUFGGwR9RUf4ZxNeHY+6w9vdibH/fZp8fCY9GzgkIf7uDvyiyGTsAACxlEA0mzIaUFAAPYVWlKBSlKBSlKCHc64/zrNZDDniPKVxNl65gzCMu2a0Yo7PAQNifcXpKSQoS4lfyyIKl8YZUVXO2A8n616pQKUpQKUpQKtT2ttcwyW9zbxSxSqUkR0DK6kaIIPggj3FXaUFAAPYVWlKBSlKBSlKDRYXi0GDzGZytlcSqubmiuri2LAxLcLGI2lXxsF0SIMN63GCACzE8g6qYmPpnzq+6pZDDPkuE8os47LmCQwtLLjJ4o3igyiKvxFBE7QzFPiVBG48I1d8ry8aSAh0VgRo7FBwjl2Pu+RdPbqw5Pk7XlHE7nAXmZHI8ZIkU0d3buJrW4jkRtKyoI2jdAfMTdx0AGv/Zw59fcuwsNl1Bs7Ox6ifoXH3eUWL4RkbKSMtbXsY8bU+o6OAPglV18KE3vsz9m/p1fY7J4zj5zHErfLrMl7Dx3JS2dtMJVIk7rXZt+5gTtvT7j9a2HLOjGEz/H8TY4nIXWEznGrRbXAZ+1198sO1FTR8aljYKoeJ9o49x7EBTieIyNvg8NhbnnKXN7gMlKt1PG4LXUIadI4JFY7U9jJsEHRj+HfwsNRyTE4e+5XxLiONuHuLHK8kvOQ5SN5jKrvYoWEY86UJem1ftHgNEfGyTWh4lyLH3fJ77gHWDGR8c59kfuji4trh4bLkK2j90N1YOT4ddj1Iv86g8HvRVatvnrq2xHN+O8tkwi4qW15PNiss47dXEN9bCC2utjyweaKwi2QNMGX+psh2JR2jVVqinY3VaDSc04tjea8WyfFsqrfdsnbtAzxntkiY/syI3urowV1YeQygjRFQDpbzC2teI4ZM8sqX2Sgyd9mLh2Zra1vrWYJf8Ak+I4/XMxGyAANAedDrD/ALPtuvlLH5O76rtffZ/4tNI2OPK+R3nOr2Fyq2uMOavCtgHH7M12QQQPIh729nU0HR/s0Wd1ncPyDrJl7eSO86lZV8tbJKpDxYmNRBj4iP8A7BFl9veZvrXY7W0tbG3is7K2it4IUEccUSBERR7BQPAA+grxY2ltY2UFlZ28cEFvGsUUUaBVjRRpVAHgAAAaFZFApSlArQ4a3sv6TZ+9hI+9O1tbzr/opH3If/8AK38BW+qOYXG3lnzLkV5Ih+638VlLC3yLqsiOPz+FT+8UEjpSlApSlApSlAqN2mRhfqFkcR95YywYi0ufR2e1VknuF7te2yY9b/AVJKh8WMaHq3Pl0X4LrjsdtIfoYrl2X/3z/wAKCYUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgjXPennFOpWBfjvLcVHeWves0DglJrWdfKTwSLp4pVOirqQQfnXFeXdNuuGDtZrGNcd1Qxq2E2Os7m5vv0VyC0ikZHBMmjaXbxvFG6O6xMGXe9kk/R9U0PfVBw7jP2ieSWeFsbbqT0H6l4zOJEqX5xvHmyNm0w8O0TWzyN2E+QCNjetnWzvH+0Vx0gCz6c9U7qQ+BGvBMnF5/FpYUQfvauqgAewpofSg47d5/rd1Q3ieMcVvOmmHuP89nM3Jbz5QR/NbayiaSONz7CSaT4ff0m8VOOnPTLifSzAJx3iVk0ULSyXV1cTOZbm9uZD3S3E8rfFJK7fEzH5/QAASrQ+lVoFKUoFKUoFRjEZO2uuoHIcdDv1bHHY31d/V2uSP5AVJ6iGGxotuqXJskhUJeYTDoVB898c1+CT/ssg/dQS+lKUClKUClKUCouGt4upgVblWnusGxeHflEiuB2tr6MZnH+zUoqJfobfVVORG4jUf0feyWE772/4Srlh8tDwD/rD60EtpSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlAqKYy4s26ochtUk3dx4HEPKuvaNrjIhD+8rJ/CpXUVxuIt4ep/IM8t13T3mCxFm8HZrsSG4yDq/dvz3GdxrXjs+e/ASqlKUClKUClKUCovJdLJ1Ls7JW8wYO6lYa/5y4gA/8AdmpRUNVGbq8XQqVj46RJ58gtcjs8f7D/AMqCZUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpXiWURxPIPPaCdAbP8BQe6VGcX1F4jm+OS8rxWctrjHW6lp5F33QkDZR4yA6uNj4CobZ1rdRGb7QfEsfx85/OILFrgyvYY5riNr64gTX61otgRBj5UM3s0YJDuEoOqUqAJ1j43ZYzGycikS1y+RVT+iMcXylzGzfsqUt0ZideSe3XhtEhSanqP3KGPgn5UHqlU2D7VWgUpSgVFcbch+p2fswT+pwWJk1rwO+4yA9/9ipVUMxSH/K9yJxIo3x3Dhk3sn/hOR7T+H9b+P4UEzpSlApSlApSlAqKxWQfqfPkBIoMOCjhKfNg9w5B/Iemf+l+dSqoy93DH1HgsU16tzhJ5ZfPntiuIwnj85ZP50EmpSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlAqjHtUn6UJAG918+9YupPNeS89f7PvTziQuMleWcV7eZ4Zqe2gw1q3j1phalJe8kMI4hKpcjZ0vkhIurn2l+K9Hczacf5Jxfkd7e5QKMXBioYLqbJOSNxwQrN6pYE626KuwdE1ye+v+tOa5RdcnyPN8Z0NwnIfS/4qvruPKZm7PhFmS2f9TaO6dobt72Xs8jfcTj4PH8T+zPyK+GO45Lm+SyQerkuYcgmje5viRtljAfutoF+E+QO7t9mGpqhGS5VF1Kyv9Prxba6uLkagvBbqpMY2o7D+0F1sDfkjf4Gq75Ir1CymObdyuf0V6JQ8qydvyzhnKOoERcSrm87y25f76w0QWtUSONW7mbwyeCDrdZcX+RWxzsVvB9lDp/PhZLc/rJYInuIJwTvuZ4iXV1K60NqUOywYdsaiu2bPTW0fI7ORVA7sd2p6selGzsN3fNT5B8EfhV7PZdMHirjJG1kuWjAEUCa7ppGPaiD82IB99Dfg6qn7bLfqhJosD9nPJ8psyOi8XCrRYpXuc3gsrcWlxbt2/AIxatGQN+SWVh8DeN6JzuS9J7fC5fFJwTrfieWnKStJZYPqF+vGTmJ8xLlIRHOZB7LBIZP2tlSBuud3vGsMmNuYb++mTHtfNlZxLIojGm9RlbuGhH3AsQfmSd/OpBjeb3/A3j5fx1rkTSrEG+6QF5LmInYBj1+sUdxPafqdefeVcs77ctijXTsPFftQ8zh5RadK+WdG4+McslQrZ4m8y0VtbXMSkBful0QY7ka/qxgMNEa8efpCxmnuLOCe6tjbTyRq0kJcMY2I8rseDo7GxXzByLmmK+0Pwe14plen1plr+WdZjZTsbS4ZQrfrbOWZo2trhTpttsgeO1gW7dx0wzXUPpR1RtOivULnr5vHZe1lveL5LMW5a8yEcYJmtZJw4AuYtox2HEkZDD0yrKb4mJ8Z/H0dSvKsrqGUg7G69V0Ki+Pto16k5e/D7abCY+LtA8AJPeHZP4+p4/I1KKi9reRJ1IvseoX1JcLbTufnpZ5gv7viaglFKUoFKUoFKUoFRGYOnVixZ7Y9svHrsRzA/NLm371I/wBtCP8AaqXVEZ57huq2OtXCiCPAXzod/EXa5tQ37gFXX+saCXUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpXl27EZyQO0E+ToUHKftF9V+K9MeE3IzoydxkMtEbXE4/Gyz29zfXbMFiijnhIaJi7INhg2ixAOtVynjvBOXdBOD4rL5TkeO/S2QuP0xyD04Xe4y2Yk3qDvV1AtreMBQSW7iCxUMQTkJnY/tO/aGGKxtzPBxDpZj2v4763K90+avEeO1uEEilD6UQllibTDZViNMBUR653sseTs+H8LmN1Z8feDGiaSRDthIGu5pCAA0jEMHIG2cb99moZLcY6TpXlPaK5jN5DLchK5OKa9fIxS3NzdMpZQwZAAx/Z+IMdKD7L4Ggda3IX91LcJjeP5TFffInDXMFwxeRYte6qh2CDrwRojx496z8j97ONujjwPvPoyegT7ep2nt3vx71HLfD9Hbbodic5i5gvPVVLzGQ28Rlvr2cBSxcIpkCsSyyO5C771YgVmiNtMTvpIp7eG3afJQY5Jr30v8Ak1VZZtbKp3nXz8DZ18613GrfD3EcnIsSLmOLMFLloZkKLHIBpmEZHwsSPiPnegfPudLlOQ22GMnNslxDlOPjjiSG5uJMYzW7Qlx8byxhkTs2zfEykgEeToVt8lkbS8spGxGbht0x00N/eNAvcTACJiBr3EijyfYgsN0mNEW2vpZTZ+zv7DkeMi+7NdOkEIJPqQKR6bNo/tEjevl4+Y3WDZc5x2QvLSCHHZNbPISyQ2OSlgC2l5IisxWNu4sdhHIJUBteCdjcw6edJOonXe3hznHsmnF+JSwuBkru1aeW9lYFXWGEMm1j8D1S4XvDaWTtDDO639KeqPS/gfEnyF9jeS8H4JcLJc3OOxbWeQs7dYGjRpIjK6SxhyjPIhQooJKFdssox2mNo/ZXekXxl3yK2yc97cyWlvZwP32ckRZZ1II07HuKjyCQQd+RvRrq2Ug5j9pbh+Z4wZrfHcg4xFaZfjOZgHpyQZND+rk7u7YZuyRWIAXtlXxsbrjS3zZ6Sz9LGi9wmQt/UFyp9N4JQSQWVirAEa0VHcrDzr3WT9POS5zpnynBz8fRZsXZI1tfJJMS7wBO1YSdEknasGPkGMb33UpaazpG1OUPpL7MnUXlfU/ptZ8n5VDYpOS1swilJuIp4mMc8NxH6aKkiSIw+HwylTofPrtfJPRnqjjuM9cOQYPj1ldXvFupyQczx3oQtM9jeTTCzv1cRgqFF1GgdiwClgdkHdfWiFiilhokAn861M71USCT2/VTveJGhvsARE4PxI0FxtwfwIuI9f6pqW1ES9x/lUiWSRfu68fkMY7T4f7yneSfb2CfwNBLqUpQKUpQKUpQKjZ1J1FiLtow4WTsX6h507j/ANRNfmfrUkqLTWcR6m2ORMjCQYO8hCD2Km4tySfy0NfmaCU0pSgUpVCQPc0FaVqoeVcZueQT8Tt+Q46XN2tut3Pjo7lGuYYGOlkeIHuVGPgMQASDr2qGcx66cT6f52bE8wxPKsfZwIjvml47eXOKUMN/HdQRukQHzaQqoPgmg6RSvKOrqGQ7BGxXqgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUqmxvW/Nc+5D1A5/b8tbjHEOj2Xy9vbyQi6zV3f2thj1RwrN6RZ2nmZQ3kLCE2CveDQdCpUb53znG9PcGnIc3YZe4shOsNxJjMZPfPbIVYmZ4oVaT0x26Zgp7dgnQ2Rn8Z5Rx7mWDs+R8Wzdjl8ZfRiW3vLKdZoZV+qupIPnY/MEfKg2tKUoFKUoFKUoFKUoFaLmvLMbwnjN/yTLd7W9nF3CNBt5pGYJHEg+bu7Iij5swHzre1zrr7zGz4H0p5Lya5iEs1pjZ3tI/h7jcLG7Iy7/s9rSEjyFRiPag5F9nHlcOO6P8AJermburVeRdQcpm+SwqqsVaKCcWtvGvcAxjULD2g6OpN++zXFbWymx+IhxMubnkvZ1aJb2YK0skxVmMnbrt7vDPrWvBPnya6PJwaxwf2eOkmSnuZzcw8Zx9rBZ6AjimnhE88/gbLE/B760x8EnY5jaLiuVDGcmgmuDDCspijJ7VYl1B7115KtH486B8+To1nzT3powx1tg8snveNcOd8dkrhrq2MUcLOizS3cjv2Rw78aZ3ZQW8kAk+a+mPs6fZg490+49Fm+Y423yHJMp/wy/eRNoJWJZtg++mZtA77d/Nu524t044dJzj7RPBbC9kSXF4WG95DNahDt3txHGjOd6IE1xbso1vav59q+2pZbuaSXHS2MnoSgxl0YqwU+N9w9v3ea7jiIjcuX3eZ4/xslt7ZoBCsaGIr29oA7e36a+lfP3Pvsc8MzvJLfN8GuBxO0vZkj5FjrGLtt8jZ9/c6xKpAtpW+Ne9BrUsh13acdg6adP8AB9LOD4vgPGpL6TG4lJEga9uGnmIeRpD3OfJ+JzoewGgPAFWOrPIuW8R6c5/lHB8NY5bM4qza8t7O9uGhimEfxSKWAPxdgbtHgFtAlQdi6YiVETMN3BFh+KceSGGG2xmLxNr2rGqiOG2t418AAeFVVHy8ACtbxzlPDuqXC4M/xu/tM5x/OQSIknYTFPFtkkRlYA+4ZWUj3BBrH6Z5rO8z6a8fz/NLDHW+TzeMivLy0syZLeMTL3iMFie7SsATsgnevGq2OP49Dgo7bF8ds7PGYm0UJDaWsCxRRIPdVRQABs/LVJ68SrHKe5fn5eX1l025By7pzfyyD+hWZ+5J6zHujxc7K9nIWO+4JBNGrEkf5seRsb2EqJx+HK5mWS6uonY3ckaxqzRhUCsVA0W+FB49/hAGydGadZEtrX7Q3NbVXX1Lu1xd60evJJtvSZvx+GNAf3D6VFIb5nzFxjJI3QQ28Mse10H2zhiD+GlBHgje9eQTlvGrNNJ3Vv35lnMJmelHO+O4yLJ3eEz9xxmWATiN7y0ysBMEWzpdevB4dm+FjH4YEivtfB5Q5nGWuS+43dl95iEht7uIxTQn5o6/Jgdg+SPoSDuvzk5tzC4x2Fy4xkSrf8Zucbn4TLK8evul1HP6qroeoQIpE1vs04Pdv4a/RfjWTvM1hLPK5DD3GKubiINPZTkF4JPZkLL4YAg6YeCNEe9aMc7qzXjVm0qLs8T9RBFLJ8cWGZoU3rw849Q6+f7Ef5fvqUVFZLW0bqVZ3jHdx+g7qNQD+yn3iAnY/E61+RqaKVUqgGhqq0ClKUClKUConI0sPVS1Qx7jusBcEOR7NFcw7AP4iYfw/CpZUJvrm4PWjB2fqfqBxjKydn+n97sBv+H/AI96CbUpSgoSB7mtPl47flGFyeKxOeltpZY5rJrzHTIZ7OUqVJRiGVZUJ2Ng6IGxWD1DtuZ5Djr4nglxDZZLISpatkZCv/F0Df524RSCHlVN+mpGjIU7vhDVncR4jgeDcdsuL8bsvu1hYR9kaly7uxJZ5HZiS8juWd3YlmZmZiSSaDB4N004R03xTYjh2BhsYppDPczFmluLyc/tTXE7kyTyn5ySMzH6+BUkaJH/AGt/xr3SgiXUfleZ4PiLXkeOwbZTG2t2pzaQhmuYLAqwe4gjUH1WjYxuye5jWTtDOFRpLj8hY5WygyWNvIbu0uokmgngkDxyxsAVdWGwykEEEeCKvsqt+0N6rX4XCYTjGOjxGDx8NhZRu7R28K6jQu7O3aPZR3Mx0PA340KDY0pSgUpSgVQkAbPyofHmtZNyPBLnouJHLWwzNzZS5CKx7/1zW0bojy9vv2hpUXf1bx89BXNcm47xuK3m5BnLHHJd3CWlu11OsfrTudJEncfidj7KPJrV86y/PMTjbefp7xDH8jv5rgRPb3+WONgii7WJlaYQzN4YKvasZJ7t+wNW7Tpvxe35xddRJ7GS8ztxAtpFdXc7TfcrcKA0VsrErArkdz9gBdvLFtLqVAADQoI5wy86hXmIeXqHgcBh8p6zBIMLlZsjb+lodpMs1vbt3b7tj09a158kDScc6qzZDlZ4TyrgXJ+MZSR5vuUl5aLcWN/FH3H1Iru2aSJCVHd6cxjl9/gOian9eWRGO2UE0FQQRsHYqtc76i8w5b05ytvzC4t48hwRIRBmY4YCbzFN3Ei/BBJmgAbUqBe5FUSL3AOtT+2uIbu2iuraZJoZkDxyIwZXUjYYEeCCPOxQXaUpQKUpQKUrnuH6g5nmnOp8Pwuwik4zgJri1zWauI27Lm9Tafc7PyO9o5AfWlO0UoYh3P3mIM7nnVniXAHhsL9shk8xdJ6lrhsPYy3+QnXZAYQxKWSPYIMr9sYIPcwraTXfK8vw832BtYsNnbyyWW2gzUAmWznZAey4SCUBypJDCOXRI+FiPNb7sX6V6oIbwPE9VsX9+l6k85wHIZLj0zax4jjsmLitSO7vB9S6uGkDbXW2Gu3578avkGW68YXk8txhOI8U5NxeR4wkMeSlx+VtkIUOdSJJBcEN3HXfD40Nkg76NSgsyXUFuY1uZo4mmf04w7AF20T2j6nQJ0PkDV0EH2NaDm/BeLdQ8DJx7lmJjvrUus0J2Ultp08xzwyLpopkb4lkQhlIBBFV4Rh+Rce45DieVcobkN7atIoyUlqkEs8PcfTMqp8BkCaDsgRWYFgiA9oDf0ryrq+yp3o6r1QKUpQKUpQKxsjeR46xnv5hIY7eNpXEcTSP2qNntRQWY6HsoJPyBrzl8pj8Ji7vMZa/gsbGxhe4ubmeQJFBEg27uzeFUAEknwAK0fAOR5nmOATkmWwEmHt7+R5sdbzSd072R/zMsy6HpO6/H6Z2UDKG+IMAGk6cP1E5HkrrnnMvXweNvofSw/GWRPUtoCwYXF4/k/enAH6pW7Il+H437mHQQoB3QAAaHsKrQeWVXGmGxWpx3HuP8WXIXGBw1pjzkbuTIXv3W3CfeLllUPK4UfE7BFBPudD3rcVRlDeCPY7oNXxjk2E5hgrLkfHr9LuxvohLFIoKkedMrKQGR1YFWRgGVlKsAQRW1qM8c4bFxnk/I8vjZFisOQyQXstmoOkvgrJNOPOh6iLb7UADujZztnY1JqBSlKBSlKBWh5pzHD8EwFzyPOSyC2t1AWKGMyTXErHtjghQeZJZHKoiDyzMAPetll8visBjLrM5vIW9hYWML3N1dXEgjihiRSzu7HwqgAkk+AAatPZYPkC47KzWdve/dJBe2E0kYYwyNG8fqRkjasY5ZF2PPa7D5mgwuD3XLL7jFlec4srSyzVwHmuLS1YtHah3Zkg7tnvaNCqM40HZWYBQQByj7Z3H8dlegfLcxkfUk/QmHvbi2h7tRGd4HiWRxr4iqyN2j2DHu9wNd0AA9q+fft0WXIMr9nnkOJwVuXhnhlnycnaSIbS2gluSx0R7yQRIPP8AX+Y2KCFdXp+SY+x4NxV7ZVwdrx+3njn0BqURRRegBvZ12ly2vZgPrXJ/0PJb3+JixgitcXjY5dwRggs5UJGo/wBEK0hO/n2/nU+60YzmOLTjd/HmWytvkxHLbLKTu0x8vxtsMdM6SzNojX6pIl1tfMDe1S25A+UvMoqRSwJDb27P2gOW7XY7PxElolHjx3H+3WXL3btpxeOjfZTmmvftC8maaGVI8ZxlLa3ZoiokEk8Ukjqx9xtUUgeAUPknYX7H1Xwd0a6pYDpz9otpeZ3z4vB5DjM1iL+WBvu0dylxBJuSQAiNOx/LvpVOtkd1fdVpf2WQt4ruxuoriCdBJFLEwZJFI2GVh4II87FaKfmFF/1LIrHv7CyylnLj8laQ3VtOvbLDMgdHH0KnwRWRSpIsTHYrG4iD7ri7C3tITI8vpwRqi97sWdtAAbLEkn3JJNZdK0nMOY8c4LgLrk3KctFj8faa75HBJZmPakaKAWd2YhVRQWZiAASRQfFvWu5x0/2iuoGZR5pLzB29hYPDExYsj2UM+uzzsksNEefBH4VHr7JZOXjv6XwFklxcyW63EVtK2u/a77d7AB8/PQOtbG+4Y+J5o3PeZdQOSTY24x73vKLpja3QUXEKRqluqyqCQsg+7sCoJ12+5BrNyGSu7bKY2xhsjLFfNL604JIh7U7l9hrbE+CT8jWXJ+pasf5YHPkW46f8ohAJ9TC36AHW1LW7j2+R8j+Ar7a6I89tOoXTrCZqDvjuBYWyXcEv7cU3pISD9QQysD42rrsA7A+IOV4uzs8JynLxBkmvsXIs/nan04ZFB/Dw2j/qj5+/2h9mvOWHIuhPAclYSd6rx2xtZCSCRLDCkUgJBIOnRhv5gCrMPkqs3rptRG4a5t+qNiE/zN7gLssPo8Nxb6/lcNUuqC5aSdetPGow7egeL5tnXR7e/wC94wKf4Fv/AAKuVJ1SqD2G6rQKUpQKUpQKiE5Zeq+PBUdsnH73tPz+G5ttj/rCpfUeuccsvPsXlgPNticjbE79vVms2H/ujQSGtfn81jeN4a95Bmb6Ozx2Nt5bu7uJP2YoY1LO7fgFBJ/KthUZ53w9+bWuLxNxeiPFwZS3vslbdmzfQwbkjg7tjtUzrAz+CHRHjI05IDO4nmMhyDj2OzeTwtxiJ7+1juWsLlgZrbvUN6cmvHeN6YDwDsbPvW4qgAAqtApSlAqO894mnNuL3nH/ANJXOOml9Oe0vrY/rbO6ikWWCdR7MUlRH7T8LdvaQQSKkVKCK9N+S5/kvHfU5bhHxWdx872GStwjCBp49blt2YfrIJAVkjb37XCt2urqJVVi49eK0maxiiecRsYklkKIz6+EMwDFRvWzo6+h9qiXDOor5/IzcW5HxjLce5JZ2wurmzuYGktnj2FMlvdoPRnTuOtArKoK98cewKCaVQkAbPyrHushY2NtJe311Fb28KlpJZXCIgHuSx8Afia1fKL/AJJHx25vOEY2zyuTkRVs4bm59G3ZnYD1JJACRGoPe3aCxCkKCSKDbTu8kEqWroJih7CwJAPyJA0dVEOmnTWDg1teZTK5Fs1yvOOk+czcqdj3kqghERASIreMMyxQgkICSSzu7tn8A4lkeJYNrTPcov8AkWWu7h72/wAhdHtEk7gAiGEErBCoUKkS70Bti7lnaT0ClKUClKUHl0SRSjqGU+4NRrnXNcb04wA5Fl7C/fEW0qR3lxZ2/rCwgOwbiVFPcIU8d7KG7VPcQFVmEnryyK47WGxQWrK9tMhaQ3tjdRXEFxGssUsTh0kRgCGVh4IIIII+Rq/Wk41xDAcIw36C4biYcbYJLLPFaRs3oxtIxdgikkRp3E6VQFXegAPFR7h/I+r91kY8Zz/pnisZGVfuyOH5CL+22B4JWWGCUdx8aCNrfknW6CeVaubq2soJLq7nSGGJS8kjnSooGySfYAD5morzXO9RcWYrXgfAbbP3M6MfXvsxHj7OBt6AkYJLN+PwRP8AxrY3HHoeXcTjwHUXC4rILe20Qyljoz2cko7WdAHALx948dyjY1se4oNV066k2XUv9JZTj2Ou347byJFjc1KAkGWPxepJbL+00CkKFlICybJQsoDtMEijj32KF7iSdfU1SGCG3QRwxhEUBVVfAAHyA+VXKBSlKBSlKBWPkbC0ymPucZf26XFreQvBPE42skbqVZT+BBIrIpQc+6d8Z55wXI3PEr7KDOcPhhEuFv7u4Z8lZgEA2VwW2bhVB3HOWLlR2yBmX1ZJ+HVt6PsdVU+QRXPspx3qfhOcryTh3IYMvgsvcwLl8DmZzGtigCxtc4+ZI2ZWCr3NbyApI3lXhYsXDoVKi/OOo3Gem2Ot8py5sqltcT/dxLYYW8yIRu0sDILWKQxLpT8bhV3ob2QDkcO53xfqBhP6Q8SyT3lgZGh9V7aWAh113DtlVW8b+lBIK1PKOVcd4XgrzkvKszaYrF4+P1bm6upAkca70Nk+5JIAA8kkAAk1oePc9zXJM4lla9OuS2OLDyrJlcmlvaxHtBA7IWk+8nbaALRKpHkE/PKzfTbinJeX4vmXIce+RvMIn/FsVzO72tpLsn7xHAT6Yn0e0SlS6r4UgFthmXeL4z1F4xapnMML/FZAWt+LTIWrxklHSaL1YZAGUqyoSjgEEaYe4regADQoqhQFX2FVoFKUoFKUoPEnfr9X71CenHPL/kFxleJ8utoLDlfHZVjyFtECIriBy33e9g35MEyqSPJ7JFliJZoyTOa1k3GsDPnLbk02KgbK2dvNaQXhX9bHDMyNJGG9+1mijJH1UUGzpUB5n1m4r04yf3bndlm8Ti3RWjzpxslxjAT7rLPAH+7dvsWnEaknwzVJ+Q8w4nxLDnkXK+TYrC4odpN9kbyO2t17v2dySEKN/LzQbevLMq+50T7VGuCdTeA9T7K7yfT3lVjyCws5vu8l7YP6tsz9obUcw+CUaI8oWHy3uo/ZcH6gZ7mx5Xz7lqR4zEXcrYLj+FeSK2KbKx3N9KdPczFTv0tLDGT+zKyrLQZfM+nN3z/k+Lbk+Sjm4jiVS7/Qax6F/kVk7o5Lpt6eGLtRki1oyHufYRBU6RFQaUa/fuvVKBXG/tY/fr3ozmuMYy1uJrrkkMmLjEBIYAwySvvQPw9kLd3j9kn39j2Soh1ZnktunPJHtrWe5uZcZPbW8MB/WSSyoY0VfxLOAKD5g5/yHI5/gvRLJ2UBaxyHDvvl/OyEqr+hZ+nGGHgOWeQ6PjUbfhXP72xx9/kMZnmyCBcf6/plXUpJ3L8Wzv8Aq9nd4/s/LVdF4nCP/NZj47cSq9/0w5LeccvGRvUAWO6eKLRHuvo3Fq3d48bPgbrlFnxrHXfF8fYY65nSyWZL2EyqCzQvIXaI/wCi0TvH9dMP35s36acXjKbnsHTzqzwXkM+KucjDaX0kN3bW0SySTWt3G1oygMVU/rZ7Y6J8kgfM12DknUXoZ02xt/y7pV1BueE5+z3cHg80EtquVuC2hbfoe5RXieR2CerbrGQWDMWUEHjfMbeyznEc5a294vqQ20ypPAwZ7edF9RGBHsyuEbXg7Ar7b6Lc9xvVzpdxrnfpwtPkLVWuoxoiC9jJjuEX/VlSQAj3A386sxTuFeWO08iYsgYne/nXuqABRoe1Vq1U8uSBsH518q2/VrgvJOWZ7mvIcrFybmfGMzkMLxng0LlHxssEskX3hkYeHkWMyPeNtIYmKqR8XqfVZAPvXJ+udhxTp90l6l8/wvG8XYZu749fGe/trJEubqcwMsPqSKO9/jKDyTQfFnThcxluBx3+SuVgnzqzZKKaAkvH97JnJbwvxCSVzrzoAbJPmpNYvHZpa4e4v/XvVtgzlj8coTtVpCNn3Yj+P4Vr8fibzD4TA4Xjt1EbKxSC3kll+JmtY49Dt8aJbtUfLQYn5aO4W0t1uWvvQUTMnYZPn2b3rf5/+Pasdp3LZWNQhnUXJZWw4fzea+RI7GPEyLYSL+0zSQMjAnfuH/AeGHmvv7o7h8JhumfGoMFZRW8MuKs5ZPTi9MySGBAzuP7Z153537+a+B8lBdc7biPB8hYC1l5jyaxx01rKO147VLgSTFt+/wCrhb8+4Ae9forxfjeN4lh4MDh0lSytjJ6KSymQoGdn7e5vJALEDfyAq/D4oy+ttUPybH/KvgEBGn49l9jXnxc4/wA/9aphUevMd6vNMZmAPNri7+238wJJrRv/APj/ACq1UkA8jdVqlVoFKUoFKUoFRhr64TqVDjhL+omwk0xQqf2454xsH29pDsfl9Kk9Q26t0Xq/ibqO4+KTjeRjli38lurMo3/WkH/yoJhISANA73Wj4TyC45Vxqy5HPYSWaZJGubeGQMri2Z2MDOrAFXaIxsykbViV+Vb0gN4I3QKB7CgrSlKBSlKBSlKBXj0ox/UH8K90oIJyboN0T5pyMcv5j0l4jns0qogvsnh4LqYBBpNNIp/ZHgfSpxFFFBGsMMaoiAKqqNAAewFe6UClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUFCqk7I3TtU+CBVaUFAqg7AqtKUClKUClKUClKUClKUHgxRt5ZATVi/xeMysSQZPH213FG4kVJ4lkUMPYgEa2KyqUHlESMdqKFH0FeqUoFKUoFeXUMp2PbyK9VQ+Rqg+UunvHbriXWLmvTHnFgLfj/Vuxv73GwkFR6ljLJZzKp35eaz+7XO/GhvxsbrkGTyVlg5LLG4/wBO6iluksLZ4PEbBWAIHzGo1kcAj2jYHRFfSX2pen3O+StxTnXTeCF87wKa7zVoZJezvdVRjb62NidY3hPy1J517jjXKcp0yveB8b5p0w7ziBxqK8ex2TNHHF3Rku5/akDxvFIx2fUQHyWqrLG42txW1KFWFpZ4uQ8UTH3EtpcxXNyZ3PcjF5SZI2OvH+dXt+ZX5fCTXXvsicts+M9QeTdHiwitcnbR8nxMetIknwwXsS/L3W3lCj/nJD9dco/SF/eZPFjHRBsZc2sl5Lc9vuAFCR+fYt6ob/Yb61hX+Tt+nXNMF1fhlkjucLkbISsW+BbUtJHcIBre5Yp2TXzcQH+rVVLalbkryjb9G6VbglSaFJY3V1cbDKdgj6g1crUylcH+2rm7XFdCb2yu1DR5bMYiwkUsB3xG9illX98UUg/fXeK+Xvtw5hIbbp5x5rX7ylzyGTJTRGFpQYYbZ4WZgu9BTeK2z4BVajbx2vriGUuhxbCxPY2DzW9p6VusCFmftOo41XeyT3lB534JJq++NklyltlJrk/qYGQwL+x6p8CQE+dhWkHsP2vw838lkYcRi7rLTB2isbeS5YJ+0VRCx1+OhUZ5vyS747xhOT3Lfc7e2iE1zZk/rpJD2mKFWA/aMmkPy7Xb3IFZP6171CYdHen+X6tdcLnM4i9it7Xpnb2zRSzRl4nyVzKkjKSPJKW8exo7Dsu/BIP3uoIUA/IVwD7HvTTkfS/iGXxPLcZdW2ayF4MnlZpSDHcXsy90hiIJBRVMSeNeVI9wSfoCtdY1DJaeU7KiWSupU6nYGzSZhHJgcvK8Y9iy3GPAY/kHb+JqW1C8nBbt1d43cPK3rrx3NqiD2ZDc4zuP7iF/6VScTSlUHtVaBSlKBSlKBUZbCTzdSIeR+sBFZ4WaxMf9ppp43B/cID/0qk1RmO4jXqRLaFmDyYRJFXfghbhgTr/bH8aCTUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSg8SpG6MJFDAgggjfivji64LbfZkknzfUHDWuc4DzL1cPyCeCJmmwTPJIUuEVfe1mRY3lUDuSRS4Lb7T9k+/g1pOZcQxPOON3/F8yjG0v4/TcxkBlIIZWBII2GAPkEePII8UHxvzjA23CORY7C2Vwt/iMzai9wl/a9rw3VsB5ZSm10gMQJHw/rYyP2hURxq5XLY+xuc3BbxCWNnu7F4O8BiwKaJPjtA9yDvexojddv6m9GeQdK7SObo/Zx5Xi+WycNvd8MvpCtvYy3EoUXOPuArPZfrGUMna8I7yxUAGuKc35bHxlo8XyzjWY4bnPvMaoubgS3sr2Mt2ygXALQEqpZgYpD39qgqpJNZ74+PcL6ZOUal9NfY+6h3HM+k8HH8nI7ZXhV0/HboyP3PJHCqm2lYnyS0DRbb5uH/Id0r4b+zByGHg32ipcFbFmwnUXDyvFN6/qCXK2ss0+lGz2j7vLKABoaVR5INfcQcEbFX18hTPr1Xxr9qnN5DKfaE43g8fC0tvx/jsz3jBl1F9+lJXYJ3smxj0Rs+T40d19jmRR77r4B6+52wxH2jOYcnustBb2y3OOwdwby5SGFI48dHcswLaJKvPGoAJ+KUggbJEb+dO01vtYtsvHe32QxkEb/eLEqrlge1u+NWU7/HuI18u3fzG7nRnprlvtGZYcnuvuTYXht5BaPaksYL6+lHbdzRyfP7ojt6Z0Q8gPkAbrF4BxDlX2juTpxHAQ5Pj/AAw2wvcrn3t2hmvLYsVWK1VtFRKVZRMw0Qj9obtO/uPpz0y4h0qwJ4zwnFLj8Z6zTrbiRnCMwUHRbzr4R+/ZPkmoYqTHcrMt4nqEojUBVJHxaG6909qVcpKjN5hVuOoWH5EblVexxGTshCT8TieayYsB9F+7gf7YqTVFMldRL1LwNkV1JJg8tKp37KlxjwfH5uKCVDyAarVB7DdVoFKUoFKUoFRiTB3knUu25Mh1aQ4O4sHG/eR7iJ1/gEf+NSetHBlrqTmd1g2jjW3gxkN2rb+NnkllQ/uAjH8aDeUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSg8lFY7ZQT+IrS8p4ZxvmdnBYckxFvfwW11DeRJKNgSxMGU/iPGiD4KlgQQSK3lKDgWe+xj0Xy3ObPltlw7G4qBVc3Nti2mxzLN2ELNBJavGY286YeQR5Gj3d9yw+yjbWd5fsesvVBbGZwbO1tuY5OI2ya8oWad+8b1o6BHne/Gu80oPm7J/YvxGUsLKxy3VHqBnHF4Tez5XlV9J32m3PakYk7fU0Y17vC+C2j+wd3Z/Ym+zfjrizurHprZJLa3K3LvLPLctcdoPwSNO0jFCSCQCN9oBJGwe7UoLcUSRqAsaqQNeBVylKBSlKBUav+Nz3fPsLysShYsbi8lYOm/LG4ls3Hj6D7qf4ipLUdvcpeQ83xOGSZBa3WLyF1JHr4i8U1oqMD9AJnBH4j6UEhHsKrVB7VWgUpSgUpSgVCgtwOsgdP8AMHjTCT/XF0vZ/IvU1qNwzWw6hXFsYm+8Nh45FcL4CCdwwJ+pJXX5H6UEkpSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlAqE5a2nfq7xe4Q6ijwGbWQa8HuuMaQP5VNqjOSvFh5zgrcW5drjH5H4x/wAmoktSSfzIA/hQSUeBqq1Qe1VoFKUoFKUoFRB4RH1ZgnDHc3HplYfL4bmPR/P4zUvqFSzN/lktIfTk7f6NXTd/dtN/eoPAHyPnyfn4+hoJrSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBXl/2DXqqMO5Su9boPhvkWb5l1FxsfVHkvJ+eCLO5i7suMcf41lJMZa2sVu92pEsizwCW4EVnLO3dIe5tRL2FhU46R/aa4/wI3PBOsPUuDJxrYWGb4tmpoWa7zGKu1coHiiUsZUMRO9BmSSPuAburbZTpJxPA/aJxXEZbK3yvFufY/L52+wWStY7i0gv7Wa2f1IVI8I73cshibuQSEuoVjuvo9bOGHtaONFKJ2KQgBCD2Ufh+FBwi9+2/wBDreQR2P8AS3JbJANtxa/UHQJOvViTegD/AANYUn25umCFh/QjqFpUWQk4HtHYd6Pl/Y6P8K5d1m4w/Eef3VvclUhurhpLVvuhl74pT3+GHlQFWVCT42fPyBhlraejJ6j2rkW7vJMZYu4Pv1A5hRSdFmUP2/2X+pqi2bVuL2cf+NpasW5evo23+3H0UJ3lLLmeKj+cl1xi8ZR5I8mJH+asPzUj5VI8X9rn7OeWeOKLqthrKSX9hMqZMaWPsR/wpI/O/FfJdvaXl7d2+Lt47G6uBcpbWYUiSWWT1O22Dlj4Jb1oyzH9s+NMTr7wwPB8FjOGYzht1j7S9sbCzjtTHPboySdqgFihHb5OyfHzqdLzZk+Z8WnxtcZ3txdftP8ANeWLd5vpl0ms7/jNq6ehkc/nTipMlE6s0ctvEbeQLE4RikkzRggeQNgHrPSrqfieqvG3zePx15jLqxu5cbk8behRcWF7Fr1IH7SVOu5WDKSGVlYe9cr609Ifu+bteo0OTs7fj/HbaC4uvXaX71hbe0ne4lkx0it+oWZCYZwo7vQjURglRGZD9mXE5d8HybqFl8R+iv6fZ1s7Z2Jg9B4bIWtvbQNJFs+nJIluJWXuJHq6JJBNWMLs1KUoFQ/N2wXqVxe6/rjHZaEH5AM1ox/92KmFQfkkhXqfw3thVw1tlVL93xJ8EPy+mx5PyPaPnQTce1Vqg9hVaBSlKBSlKBUGhSb/AC2zy+m5iHFo1Lf1Vb745A/Mjf8A0TU5qPW1nvn1/kPUPw4i1h7Pl5mnO/5UEhpSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlArW5/keD4vYPleRZeyxllGGZ7i8uFhiUKpY7ZiANKrH8gTWxPgV8ydZ7Y9U+sdxg7+HH3XG+kOHtOTX1lfWhuYbrI3Mknp98QdO/wBO1gnKKWC98w7tignmA+1r0F5LmLDBYvnCm8yt2LKwEtjcxR3chk9NfSlaMRyAkqQVY+CDXXwQfY1899Tem+Y53w2bivOYprfB5XIEbiyEd1JZzTn07ZQptUCRxSsnayP3Jv3YfEs/+zpy7Jc76GcJ5VmpWlyN9h7f77Kx2ZbhF7JXP4s6Mf30Gj538P2nelDf28DyhP4fo812B3Cg/UfKuQ9QBr7S3SNt6/4o5QP+pY/7q6ndY6G5nW6aR9prQU+PBrk7/jsRE+uacv4ZedYeHJdcl43JxXN2dxK1tHNeRzFUSX4S8kJKlJFRX7dnW9EEbB+Uc/jDw1kx2e5VgBdW0Xd6z5a1lT1ggj7kLSgrsBzpgPMhJPuD9SYrhuG6u8y5PyHn9lHm8Rhcs2FwmIvF9WwiWCKP1rh4D+rkma4aVQ7hiqRxhe0li2k62ZXnXTbOcIwnSLpLw3OWXJck+JuILqMWr20vpmZXBTwIhFHOzEKxAj8A9wFRtji3ctfx/nZPj14x3CH/AGcOFcfzfLBy9+VccvjYq0tnZ4/JW13IO8eWlWIkKA57hslu/wA7XfbX0kM/dpypOMf0cyTWxsGvTl/1f3QSCRU+7n4vU9Uhu8fB29oPxb8VzTr7wbjlh0v5H1F4/hLDF8n4hjrnP4jJ2tskNxDcWkbShO9QGMcgQxuhPa6OwIINdXVDk8fDNHM8PrIsnj3AI3r+ddivCP8AWFObNb5F+d+mk6rWP6V6XcwxgXZvMDkINH599u6/41g9DL/9KdE+n2T3v73xbFT7+vdaRn/GpPkLD18JdY2RzKJreSElvmGUj/Guc/ZQuze/Zq6ZzMdlOM2EJ/8AwcSpr/q12PO1Mur0pSuhUFz0Ez9W+IXUUfcsWIzQkOwO1WksfP8AEAfvqdVH8jZRS80w14xIeDH34GvYhpLbYP7wD+6gkFKoKrQKUpQKUpQK0Ed3MvOZLFLXcUuKWWWbfsyTMEX94eQ/urf1Glmdeo7W4l+B8KHKb9yJ9A/u7j/GgktKUoFKUoFKUoFUJA9yBVuS5tomjSW4jRpX9OMM4BdtE9o+p0CdfQGo5zfiuW5bHbY235Vf4bGMW/SAxo9K8uU8ajS533QKR3BjGBJ5HZJGRshI4bm3uFZ4LiORVdo2KOGAcHRU6+YIII+tXa5jfY604Fy3pxwzh8EeJwc02SjlsbZAkTqlq8i9wHue/wCIk+SxJJJNdOoFKUoFKUoFUJA8k6oWVRtmA/M1jZH72+OuP0a8IuTGfQaVC8YfXwllUgsu/cAgkUGT3KPciq1yDl+AvOmvCOZ9ZsnlW5Jy/Bceyd/ZyXsRjsrQRQPKILe2Rv1MTNGvee9pXGg8rBU7euxqFQKDsCg9UpSgUpSgUpVqe5t7aF7i5uI4oolLu7uFVVHuST4AH1oLtWxcQGY24njMoUOY+4dwUnQOvfWwfP4VgchtsvfYmW2wGTix97KAsV3JbfeBENjbCPuUFtb7dnQOiQwBU8w5jxOz6V8Ily3GshfyZ7K8g49Dk83eTCXIX6SZe1idZZNABPTllVYkCxorsERB4oOxUpSgUpSgUpVPbyaCtU2PrXkujKe1lOx481CrvgFzyTkcea5tllyFhi7kXOJxMMDQWsUqMDHcXALsbiZSNoW0iHTBO8BwE3BDDakEfhVainTHlF/zHif6cyUMEU5yeUs+2EEL2W99PbofJJ2UiUnz7k60NCpXQKUpQKUpQKoSANk6rxPcW9rE89zPHFHGNu7sFVR9ST7VquVYzL5zCS43Bcikws9wQrX0FvHNNFH/AFjEJNor/RnV1HzRqDaLc2zyyQJcRtJFoyIHBZN+2x8t1drkvLuNY/pVwjHR8GFxYz3vLePJf3bzNNd3xuMraRTvcTuTJM7xMyFnJPb48AADrK/sj8qCtKUoFKUoFKoWA9yBuqFlZTog/XXmgr3L/aH196Ag+xqBWvTa5zPIbflfUDOPmLnHS+rjMfFB93x1i4O1mWEsxlnH/Oys3aRuNYttvY9KeT3/ADTp7g+V5OGCK6ydos8scAIjViTsKCSdePmTQSw+x/KuFcNx9rL9pnrLx7M26zQch49xy6ETjxNbiO8t5R+I2Nfvrutca5ki8V+05wLlJ8QcwwmR4lcMfAWeEi+tvPzJWO7Xz/a/GgncXAIVlt/0lyfOZKyspUuILK7miMSPGwaJmZY1ll7CAR6jvsgE7IBqCfZBBtugeCw0wKXOFvcribmNv2o5bfI3EZUj5H4Qf312Q+VOvPiuAZDl4+z51Nzk3IMe8XTjld7HlJ8tHA/p4HJzqsbG4Ou0W1w8Rb1AT6cxbvAWVWoM7rPJJH146TrCbxXucdyO0WSzAM0XqpZJ6i78Dt33E/IKT8q7fGymLuGtea4T1kdMx1f6VTYn/jBL3EcpWD7pdLH66vZQFeyYbC93jT+w2DXVeIZfD31m9tirtLiJmku1kjgkRXSaeb4gW33bZH+IHR8MAFZaCOdCWabieZu3O2n5lykH8kzV5Ev/AFYx/CplkuLYDMXa32TxFnc3EYQRzS26O6BXDqAzAkAOqsPxUH3ANc6tbzP9G81mbCbh+YzfEctkrnM2l/hrU3k+PmuZDLcwTWsf651MzySI8SvsSFWVSoZ9rF164DMCFg5YJB/yTcMzKyH/AGDa938qB9oWMydC+cYuJtSZPB3eLi/17pDAv/WlFdDiRYokjRe1UAUD6AVyrJ5LLdYL7HYGw4bnsZxe1v7TK5DKZe0awa6a1mSeG2htpdTnumjjLtJGi9iso7i3w9XHsKDFyN8tjEj+jNMZJY4QkUZcgswGyB7KN7JPyB9zoHk/2Qm19nPhMG//AEezmt/y9O4lT/4anXL5oYAst/dXC4yINJfJABuNV1KsrkfH2/qGj7VBLGXXy8Qb7I+/8gfHkP8AyV1loQda/Yydyv8A8NB2KlKUCtBmJrxOU4KG1iQpLFeC4dvdYgsZ0Pzf0/4Vv6i/IpezmPFoxKV9Zr1NA67h6IOvx9t/uoJOPaq1Qe1VoFKUoFKUoFRZ7GYdS7XKDfpS4O5t2+gZLiErr8+5v4DXzqU1HLxLg9QcPIsjCBcPk1dN+C5nsu0/uAb+P40EjpSlApSvPegOiw/jQVJA9yBQMrfskH8qiHOcLzfkklliOP8AIo8BiZRJ+k723i9TIlfHbFbdwMcXd8XdKwZlA0q9zCSPc8X4rg+G4eHA8etGt7OAswV5Xld3Zi7yPI5LyOzMzM7kszEkkkkkI1xTpvcW2a/pnzrNnkHJFDpay+h6Fni4m/ais4CW9PuGg8js8r+xbsCos8pSgxLm5x0N5a211eQRXNyzLbRPIqvKVBZggPltAEnXsBWXUG5lhMvkOovAstZWTy2eKnyL3kw1qESWjIhPnfliB43U5oFKVQkAbJ0BQCQPJOqp3pvt7139N1jZOe8gxl3c4uyW+u4oHe3tjMIxNIFJVC+iF2dDejre6h/DeH8qXL/0y6gckkvcy8bRQY7HySQ4rHRNrcccZ0bh/A3PMO46PYsKsUoMnmvGeT8wyFvgkzj4ji7x9+Skx88kOSu334gSZdfd4tAd0iN6p32qY9FjJsRiMbgMVZ4TDWUVpYWECW1tbxKFSKJAAqqB7AAAVmUoNfyDB4nk2ByPG8/arc4zK2ktleQMxUSwSoUdCQQQCrEeDvzWcgCoAGLAfMne6g3Xu+vsX0M6iZPF3k9pe2fFMtcW1xbyNHLDKlpKyOjKQVYMAQQdggaqcprtGjsfWg9UpSgVT296oXRf2nUb+prU8rPKGwU68LONXLSFEgkyKyNbxAsA0jLGQz9qksE7l7iACyg9wDbhlJKhgSPluoBlumT825HNe9QcqcrgbaVJMbx9IfSsu5QD6t2CxN24bZVW1Eo7T6feokra8J6f2XEZLrL3eVv83yDJogyOXv3DTT9uysaIoCQwqWbtijVVHczEFmZmldBQDQ1WNkbrH2cCz5O8gtoTLHEHmkVFMjuqRqC39ZnZVUe5YgDyayqg/WTB5bkPC4cdhbKS7uVz2BuzGmt+lBlbSaV/JA+GON2+vw+PNBOKUpQKUryGBBKkHX0oKllB0SN1HubQc0vcbHj+E5HH426uZljuL+7ga4NrAQ3c8UI0sku+0KHYIO4swcL6bx6741zvmPJTc8oyxwvGsZdBrLF4i5kE+TKMCst5cAKyR7Hi3j0CB+skkVzEvQ6COcL4PiOFWE9tj5b26uryb7zf5C+nM11fT6AMsrn3OlUBVCoigKiooCiQuAVIJ0K9V5fXYdnQ170GFg8JiuPY/wDRmFtVt7X157jsDFh6k0ryyNsknzI7n9/jxWfUD6JX99kuAi6yV7PdT/prORepPI0j9iZS6RF2xJ0EVVA+QAA8AVPKBSlULKPdgNfU0AkDyTVC418Oj+VaPlw5fcYiS14TcYy2yE7Ii3d/G8sVvGT8cgjQgysBvSdyAn3YfOxwjgmK4RZTJaXF5fX99J94yOSvpjLdX05ABkkb2HgAKihURQFRVUBQGkvOmMnLeSyZnqLlzmcbaXAlxGDSH0cfblTtJp4yWN1OD8QaQ+mhClI1dTI0/UBRoVWlBjZC6sLSBZcldwW0TzRQo80iopldwkaAt4LM7Kqj3LEAedVkAaAG9+PeoT1ewmVz3GsXZ4axkup4OUcevnRCAVgt8rbTTOdn2WON2Pz+Hx5qbD2G6CtKVQkD3NBWvPeg/rD+NVDKfZgf31A7TiHLeR8nbkHNs7NaY7G3bPh8Fip3igIViEuLyUae5dh8Qi+GFO4ArK6iQBt+c2HNsrZW2N4XmbPDNcS9t7kpYfXntoNeTbxEem0pOgGk2i/tFJNdhyeH8MwnB8W+MwouZDPKbm7uru4e4ubucgBpppXJZ3IVR9AFVVCqABvaUFK1/H8FieM4e1wOCthb2FlGIoIgxYIo+WyST+81sD7VA+hF/f5PpHxe/wApe3F3dz2CSTTXEjSSOxJ8szEkn8TQT2uPfanxt+Ol/wDTnD27z5Lp/k7Ll1tGg8utnJ3XCf7VsbhdfPursNWby2t720ns7uBJoJ42iljddq6MNFSPmCDqgtYrJWeYxtrl8dcJPaXsKXFvKh2skbqGVh+BBBqP844v+nbO5lS6v1P3cxyQQ/rFmj0wdBExEbMyswAfaFuwsrBQKgX2esjccPjy3QDOzMchwSULinmb4r3ASsTYzLv9r013bvremg8/tCuzgg+Qd0HzzgugXTTjnMbHk+Lxt9gVtZbyC3wkeau4sbEZbfdzNBbzRKIzpQv6opGU2xPcO2uncJuf0jkVma6uy1pYQARnJx3EL+qzsZV7QGYEIva7gAg/AANkzV4Udu5vf2osEav3jwaC5XntUf76qxIGx71xPlHU3qHzrqBluj3Ru3tcTdceEX9JOT5W0M8GN9aMSQw2sAYC4ndCH2xCIuu7ZIWg7YpUgFSCPlo1Qug92A1+NcV/yC9Ru0X4+1F1HXK77i/o4s2fd+Fr907Qv4br0emP2jVj+6p9piFoj49aTg9obn8wwlEe/wA4yPwoJ3yZ5cbf3GUt4ozPcxW8cCQN/wAIvmgM8z2x7gV12d5X5nuk8jwa4r0K5tyPoyMZ0V6uYC0xX6Qy1/FhMzZXRuLSe6ubqW6Wzn2F9CZlmDRA7WRfAIdWSvoSLDOcDBisnlbm6uI7ZYJMgQkU7yen2NMOxQqOdk/CAAToDXiuP9cuPWfKennLOPC2nx9sljc3jTSN3NDNCL6aG5TRPo9txFBMsnzBVdDWgHdBsgE+9VqNdM8/e8r6ccU5Tko/Tu8xhLHIXCdvb2ySwI7DXy8sfFSWgVGeUY1rjkfEslGx7rPIXCuN+PTeznB8fXuVP3bqTVHOVQPNmeJOr6EOYldhvWx+j7tfP72FBIh7VWqD2qtApSlApSlAqNqt03ULuW4R7aPDsGi0O6KRpxpvrpwuvp+r/OpJWjtBanmeTZGj9f8ARtkHA/a7fVudE/hvu1++g3lULBfJOqoXUe7D6VEeb2vUPMy2mE4dfWGGsbpXN/mnHr3VsmwAltbspjaRgW1JISiaBMcu+2glbysVPoacjfioRxjhfJ7nKrynqJyCS6ySMZLTGY2aSHGY8FSpUKCGun02jLMCCRtI4dkGT8Y47ZcWw1vhbG6v7mOAMTNf3clzPK7MXd3kkJZmLMT76G9AAACtrQKUpQKUpQaLM8rs8NyLA8bngne45A9xHbuiqUQwxGVu8k7G1GhoHz9K3tRrkPE3zPLeL8mF8IV47JdyGH0u71vWgMWu7Y7db37Hf4Vu8jdzWeNu76zx89/NbwySx2tuUEtw6qSI0MjKgZiAAWZV2RsgeaDJLKDokbqIc1teoWZvbfA8UvLTC4uePuyGaJ9W8jHdr0bWEjsDkbJmkLKnjUchJK4vE8N1Ev8ALry7n2XSyZozHaccxr91pZoxBLTzEBrqfxruHbGoJCoTuRp1QYuMsYsZYQY+Bpmjt41jRp53mkYAAAtJIS7t48liSfmTWVSlApSlBg5vJ4rCYa+zWcvIrTHY+2kuru4lOkhhjUs7sfkAoJP5VmqAFAU7Hy87qH9ZeO5bl/SHnHE8DbifJ5rjmSx9lEXVBJPNbSJGpZiANswGyQBUvX4UHeaD1XkSIWKBh3D3Farldxye3wVxJw3G2N9liUS3ivrloIBtwGd2VWbSqS3aBtu3t2u9jUcG4ZkuOSXWX5Hyi/z+dyax/fLqUmG1QJvtjtrUMY4IgWbQ+KQ7HqSSEd1Bg5HhnK+U8jupuUcle041A/bZYjESyQPdjQ3Ld3I7ZD52Fhj7E1vvaUEBZ2o0oH0GqrSgUpSgVo+Y8rsuGYePNZCGeWB7+xx/bCqlvUu7qK2jPxEDtDzKT59gdb9q3lRrqFxJ+bcejwUd8LQplMZkfUMXqbFpfQXXZrY/a9Dt3vx3b861QSWvLOqkBmAJ9tn3qoYN7GueX+P6lc15C9tdSycS4tjrrQ+7yxyZLMdjA7LqWS1tm17DczqfJg0QwSLms3OUx0VvwGzxcmQuphC9zk3f7vZxEEtMY000xGgBEGTuJ8ug81c4dxq64zi2tslyPJ52/nk9a6vr6Qd0shAHwRoBHCngaSNVHzO2JY76lApSlAqhAIIPtVaofbxQYWHyeKy9l99w17Dd23rTQ+rE3cvqRyNHIu/qroyn8QazSQBsnQqG9JsBleK8LGJzluLe6/SuXu+wOr/q58jcTxnakjzHIh18t6962vL7nlyYgjg1jjbrJTSLFG2RmeO3gU/tSuEBeTtHkRr29x0O9ASwDd+oreEYE1BpOG8s5NyO4yHNORNDg4JSMdhcRNJAkiqdrNdzjtklc6/zS9kSglWE3hxt+E8TvOM2MzZjkuQz2WvZjcXt9dkIryEBe2KFfggiUKoVF+nczO7O7SWgooCjQqtKUClKUGj5fyuy4djLbKZCGeSO6yePxaiFVLCW7uo7aMnZHwh5lJ+egdA+1btdkDf0qOc+4k3NMNZ4pL4Wn3XNYrLF/T7+4Wd9DddmtjXd6Pbv5d29HWqkIbwAP2vmKCrOqDbsAPxqO83bncljBY8BjxkV5dyGObIZEs8VhFrZlECaa4fegsffGPJJca7W0tpYdQOW8mGSzz3HGuPYi7b7njIZYnucqUJAnuZE7hFCf2khRu5hoyMNmFZ6PbzQaXifHpeN437ndZrKZi6kYy3F9kZxJLNIQNntULHGvjwkSIg86UbJO7pSgUpSgodaO/asLC5PE5nGQZbB3kV3ZXSCSGaJto6/Ig/Ss0+3iod0e49l+J9NOP8AHM9bCC/x9msM6B1cKwJ8bUkH3+RoJlVPfwarSggHU7pgeaPZch45mJuO8wwqv+iM5bxh2iDEF4JoyQJrdyq98bfMKwKsoYRaPrdzzhkC43qx0X5Qt7D4lyvFLFsxi5wPeVBGfvMQPk9kkW19u5vc9oryyKx2RQQ/p31e6d9U4bpuE8lhvp7Fgt5ZyRSW13ak+3q28yrLHvR0WUA6OvY1Mq4t1kxuP4/1V6T9QsdAsGYueSHjF3Mg7Wu7C6srpzFIR+2qywRSKDvtKnWtnfaGOgTQQvm3O8lhspacQ4jgI87yTIwvcx20tz93trS2UhWuLqYK5jTuPaoVHd22FXSuycm+zTmb3jnUvql0y5zkrSfld3nf6VLNBC8Ud5az20ELCMSKGcQvAEYga0yMPDV0npsv6X5j1C5TP8Ukmcjw1ux90tLO1iAj/IXEt44/+1NZPVLpBx3qfaWM93dZDEZ3CzG5w2cxc/o32OmYAM0bkEFWA08bAow9wSAQE7BDDYOxWJe5fHY9liurtFlk/YiXbSP9e1Btjr56HiuMXEX2wuHY6dLLIdN+eRWkTPFNeQXeJv7nQJCskXqwlz7DXYu/fQrQYDinX/qvh7Hl99y3gmIxXJLWPJoqY+8zDNbzxKY4hHPJDCi9hU6Mbju8kMQDQdbznUbH2qEWNzaOkboZ5Z544RBH3kuXSR0YD0Y5nDa0QgZQ42K4ZLeXf2pJbfh3C1QdPIJEk5DyCG5unS8+GT1sfZSTdhmMnrSRyTdgVE8AszBY+hY77MHDLqO2l6pZ/knUWWyPqRR8lvzNYxPvfctpGEgb6bkR21/Wr19j+2jh+zvw+5hgWGO/hu8iqKoCqLm8mnAA+n6yg7BZ20FlaQWdrCkMMEaxRxovaqKo0FA+QAGtVepSgVHORiRuScXWK+Mfbd3DyQA/52P7rINkfRWZPP8ApD61I60WUuLOHlWHS4lVZZrS9SBT/XYGFiB+Parfu3QbwewqtUHtVaBSlKBSlKBUdis3h5rk8ktgvdJi7OFJ1bbv2y3LMnaToAF1O/n3nfsKkVQyG7uv8sFxYkyfdhxyKZR/U9Q3Tg/v0BQa/jmI6icmzltyvnF3Lx6xtSz2XGbCdWJZlK+pfXCeJXAOxDEfSQk7achXXoSgKoUfIaqtKBSlKBSlKBSlKCHdQLrqnHLibLpnjMFL98mkjyN7l5JBHYRemSsqxxkNM3dr9WCvd7F4/wBqt/x3HZDE4a1x+WzU+XvIU7Zr6eKOJ53+bdkSqij6ADwNe/vWypQKUpQKUpQKUpQKgnJMTz7mHIJcHFkJ+NcVtDH693aSL+kMsxVWKQyKxNrCuyjPr1mbu7PSCrJJO6UHlFCKFHsK9UpQKUpQKUpQK0HOb3meO43Pd8Awlhl80ktuIbO+ujbQyoZkEvdKAxTURkYHtbyo+FvY7+lBG+DY3mGPxs8vN8/FksndzmdktrZYbWzUqAIYB5kZBrZaRmZmLH4FIjWSUpQKUpQKUpQKo2+09vvVaUHPbzFdRuacgeDJ3UvFeL467+COynVsjmexvDPKpK2tu2t9iEzONdzQ6aNugqoUdo9qrSgUpSgUpSgUpSgjnP77nWP429z04weNy+cF1apHa5G7a2t2hadFnZpVVivbEZGBCsdqNK37J9cMxnKsbjW/plyJcxlLiV55pIbRLa2g3oCGCMFmEa68GR5HJLEtohVkNKBSlKBSlKBSlKBSlKBSlKBSlKDjXXcm76g9E8Mu+6Xm73uvwgxd85/vrsh9jXF+rVxrr/0Vg9GWUwzZ+9Cxrs+LJLfuP0Ufe9k/IV2dNlfi96DnnSBhDdc8xrAiWz5jfeoD7j1ooLhP4pOh/Iiui1zbFyLxfrnnMXM3Za8yxFvmLQD2a8syLa7B/EwyY/Q9yEf6ePGU+0v0EwnKH4bleqmBtstFOLWWJ5z6cMx8elJLr043347WYEfSg6RcSRQwSTTyLHHGpZ3Y6CqB5JP01UD+z4Jh0I6d/eEZHPF8W3Yw0VBtYyFI+RA0P3Vb603d1k+HHguCuezJ81lXBQSI2mggmVjdXCn5GK2WeRfkXVB86ntjaW2Psrews4UhgtolhijQaVEUaCgfIAACg1fOMicRwzPZYHRssZdXIP07Imb/AAqJ/Zux36J+z500sNaaPieKLj/Ta1jZv5k1ldfbtrDoX1FvUOng4plpF/NbSUj+6tv0xtVsum3E7JBpbfB2MQH0CwIP8KCTUpSgVo8xZtJyLCXpjt2SIXMW3UGRGdFIKH5eEYH8xW8qF81e7XmnAFt1cxPlbwTlToKn6OuSN/UdwX9+qCZjwAKrVB7Cq0ClKUClKUCoZbZVx1gvsL92Qxtxy2uRMT8Sst1MpX8j3A/7NTOoXDmraDrFc8dkQfeL3jUV7CxXz2Q3UiSAHWveeLY39PxoJpSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKD566zSm6+0BxW3EqRyYbhWbyNs5h9d47mS9x0UDRxnw8vqKpRT4ZgBuu84q7a9slneOON+943RJRIFZWKkdw8Egg7+h8fKuE8vvZj9qG++53csMlhwC0g7obZZ5Q1zkpTqNGIBYC279aJ0p7VY6Fdg4BbW9lxW1srVIo47aSeH04ipSNlmcMgI8kKwI23xnW3+MtQc1+1XZ3knBsVdcdytzieUvyLG4rBZC3Kh7ae/mFjK3n3HoXMzfgUVvdRU5xfSbp5jenS9MLbiVg/GjbG1lsJIg6TKf2mkJ8u7H4i5+It53vzUO+0mWMXTSJSR6nUjAhvxCyO3/AMNdi2FXf0oPnT7MHCP6L8p5nxfkWXyGYyXTy+/o5gpL2Xv+54KaGG7t1TQHxsHVHY7JFtEPAQCvo2uPdIX/AEn1m605+3G7QZnFYdX/ALU1tjYml/gZ1H7q7DQcN+11m4YOiPOccrgMnF8xPK7KSqA2UkSJsMO13abahgQVjl8bAI7BxuEW/HcXbgaEdnCn8EAr57+1g1xN0w6m3TCZ4bbj2Qgt7iGNVVO+zPqwSt3frELJG6kDvR42U9qlO76NxoAx9sFHgQoB/AUGTSlKBUL5tf3tlzHgMNrGGjvsvd21ye3fbGMddSAg/L44kG/oTU0qE9QM3+hOScARkcplOQyY5iq713Y29kXfnwO6JfP/AMwE1HtVaoPYVWgUpSgUpSgVGZsVat1Hsc36Li5iwt5aiQgaKNPbt279/BQH6fFUmrBjvrZszNjBKPvCW6XBT5hGZl3+RKn+FBnUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSg+ds+01l9pXndkUn78twDF3kDxzekqR209+JCzB0ft72iVgjBtSL7DzXdOOQXkVg02QluTcXL+rJHPMknpHtVe1Siquvh7vA92Y/Oub9bulfIOTZbA9S+AJi35dxMXEcFrkwfueVsbhOy5spiASvcNFH0QrL5BBNYtl175RYJ905R9nXqZYX6k+stjZ2uRt+7/ANXNDN8a/QlVOvkKCv2jg8l90mgTf63qTit/ktvdP/8ABXY9gR7PtXELSHn/AFo6icW5FnOB5Hh/D+GXc2Xt4M08P6QymRNvJbwn0YncQwxrPK22fuZuwdoAJPb2VjGQPeg479lT/jLppfc2cn1uX8ozuakH0D380UY/dFDEP3V2NyQuxXzdxLlGX+ywcjwPqFxvL3HT9MleX3H+S4mykvorK2uZnna1vYog00bRySOFlCsrKR+yV8zaD7W32abq3NwOtHF41HnsnvBDJ/8Ai30+/wANUEI+0vCuV6RdWBJaFbzH4K9mmDXav6a/cb0RkAL2gFG32gib9YS/wBPU+hsHIJsLYTDWpLWJhr8VBr5e6u9SOP8AW/CZvgnQfG3HL8ryyy/Q8+Qiws8ePxcckU8Ml5LfSKsfcsU5AVe9iFKgHu8fUeHsI8VibLFwuzR2dvHArN7kIoUE/wAKDMpSlArQcux0d8mJmNoZ5bHK29zCQdGNvKs/t8kdx8vet/Wty2WtMZd4q1uZex8ndtaQj+24gll1/wBGJj+6g2I9qrVANACq0ClKUClKUCoADIOvJXbBG4kT7+CReD5fhv8An+NT+oezrL1at4lsow1rx6dnue742Et1H2p269h6THe/nQTClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUFCAfBqnYvj4R4r1SgoAB7Cq0pQeSik9xUbqy2OsHl9d7KBpP7ZjBP8ayKUHkoje6g1X2qtKBSlKBUB6mqTybpk+vCctcn8N4jIr/eRU+qIc+uJY8lw21jFuq3fIkjeSUeYwtpcy/B9GYxBPyc0EuHsKrVB7VWgUpSgUpSgVz2SWVOvtrCIAYpuI3LNJ8wyXsIC/vDn+FdCqKTwxr1Qx1x6LiSXBXyF+34e1bi1IG/r8Z8UErpSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApVCdVC+b9ZumfTu5ix/LOWWlrkbj/ANHxsIa5vp//ALO1hDTP+YUjyKCa15Zgo2a5Dd/aXwONgbJ5fpj1MsMREO+bJXHF5hFBH85HjUmdVA2STF4AO6hHKuqEXW3Nvi+F8zW24Bixq+urO69B+QTaBlihnVlYWkCMDK0bK0jEoGVUkYB1qfrz0bt+VR8Il6lceGdln+6pYjIRGQz/ACh99CQ/JCe4/Sp4CCNj518odWrDFce6J8t41YYmOKFsXNgMdxv7t93WPLXdwqY97aLsVWKzOxjmj/qxdxeRgWX6iwdreWOFx9jkbo3N1b2sUU853+tkVAGfz9SCf30GdXPurZuhd8DNpGrn+l1oHDDY7DBcBj+4He/qBXQajHOrdpFwNytq833TN2shK/8AJhu6MufwHqa/fQSelUHtVaBSlKBSlKBUVly94Op1lgUiAtDgru8kft2TILi3RBv5aBfx89/Lt8yqo/JgZ353acmWaMQwYq6sHjO+4tJNA6kfgBG4/eKCQUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgVbnmjt4mmlYKiDbEnQA+ZNe2PaCdbrhHKZ777Q/Mr7pxhb2aDp3gJvR5RfwOUOauxonFQyL7Qr73Dqdn/NDW3IDX5/qtyLrRkbnjfSjJZDD8TtpBDkOU2MYkvL5izJ6eOTtcpCXjeNr5lKKVbsB7WdZPwjoxhOngfJY8Y7BwgtNfTxvLPe3vwkM95kJXEk+/ibTABSRryisMrnvUI8NOP6T9JuPY3MczmgRbHEq/oWWKs1HaLq7MYPo26AAKg+KQgKg8EroJOgOJvcfLzD7RvO7znU1nG17cW19IbTj9gqDuJjsUIjZUAPxzGRiBvx7UHJuUdR8bzDn0fSvoXmJsnl8rBeQZHlWN75YcVjVZPXnE8SKLudI+2KKFfUVHMP6zYVa+lOmPTbD9N8THjsNBHb2NvELKxto22IbONj6KsxVSzeXkYkbDyyeWJZ3iP2duNrkIMj1iv8ACpjJuWrHFhLAQCIYzj8JP3K3WPX6syBmuHUa+KYAj4BWx64865FaJj+lvTZv/wBNuWd0dtc9nfHh7FdC4yMo9gI1bSKSO+VkUb02g0li3+Wzre9/EfU4Z0qupIYD7x5DkbL2yOB7MtpE7ID/AM7K/wA4xXclHaoX6DVR3p7wXA9NuHYrhXGIHix2KtxDH6h7pZWJ7nlkb+tI7lnZvmzE1I6BUS6iZPI46Hj8ePcJ99z9jbXDeN+iXLMBv69oH5E6qW1ouW4SLOW+NjkvVtWs8paXyMwB72ikDemN/NgCKDeD2FVqg8ACq0ClKUClKUCofdLIvVrFut0oSTjuQDw9x2Stzadra+g73G/xqYVFJsRK/VCxzqsAkOCu7RgR5Je4t2Gvp+wf5UErpSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSvMh7ULb1oboOU9e+Z5uwx+M6a8Juzbcr5zO+Ps7tfJxtoqhry/I/8AVRH4BvzLJEPO9Vg8p5BZ9GeGcc6O9IcJb3PI8jb/AHDjePlbcUMaAerf3be4hj7g8jftO7hRtn8QfAc1wl5cc3+1JyuYrg0ikxXHz2hmGGtZCC0anW3u7kMwH9YC3A+VdH6IcEztv9+6s9RIFXm3MESS5gPxDD2K7NvjYyfZYwS0hH7crOx+VRi25mP+J2pFIif7KQdKOl+K6Y4Ka2hvZsrmcrOb7O5q6A+85S9YfFLIR7KP2UQfCiAKPbZhXWd26l83wH2f7I9+PvQvIOXsvkJiYJB6Vq343NwoQgHfpxzfKur8q5FiOIcbyfKuQXi2mMxFrLe3cze0cUalmP8AAe3zPiuRdK7iDgPAOR9furs8eGyfLWHIMwbknux1kq9llY69yY4ewdgBYzSyAAlgKkgnvU/qXhOlfEJOQZeCe6naSOyxuNtV7rnJXsniG1gT+s7n9wAJOgpI1XRfgXJOPW2T5t1Eu4rvm3LZI7nKmE7gsYkBEFhb/wDqoVZhv3d2kc/t+I50w4nn+pHLo+vHU/GTWE6xPHxDj1yAThLKQAG4mX2++zrot/zaajB33E9sA0NUFaUpQKhnVIQforCvNdC3ZeSYgxtrfcxvIx2/vUsP31M6jXPcT+mMdjYe8r93zWNutj/1dzG2v361++gkg9qrVB7VWgUpSgUpSgVHZcskXUCywWh33GIu7vevlHPAvv8A/hf7qkVRS5hH+VHF3JtkbeByMazf1k1cWZKD8DsH/ZFBK6UpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUrCzOXxuAxN5m8xfQ2djYW8l1c3Ez9qRRIpZ3Y/IAAkn8KC5kcjYYiwuMplL23s7O1jaae4uJVjiijUbZmZiAoA8kk6rhHUXr5Z826ecjsejuIzOca8s5LCHPpElji4TL+raWO8vHhilKqxZfTZwWCj2O6uce4pkPtEXcHUXqfj5ouF96z8X4ncqVjniB2mQyKH/OyONNHA20jU/EC5JXovEsVj8q83LcjHFLd2l7e2NmrKPTsYLeeSAJEvsjMIyzsNMxbRJVUChw3I4HmuWuOn1ivRPOxdO+IlclJZ2N/i7p7ua3jVceojW6HfDGdykAsWaOLSkAmu1cG63dP+cZmbidjf3eN5Fap6k2EzNlLj79U8/GIZlVpE8ftp3L+NS1s1jhgDyC0nF1Y/djeRyW/6z1Yu3vDJr9rY8jXvsVzzL8O4t11xN7HyjETC1tb1ZuP5iG3msL+0b0Y2FxbyvqRHVy2nUBWCgENpt8iIjxK1pvO5afq9yDjPN+UxdKb2+j/AELx/wBDk/Nrl5FW2tLGHctvbTOfhBmljjcofeGKUnQZScDjmHyf2iOVYvqNymyns+neGZL7iuHuYykmXux+zlLqJvKxqNG3ibyd+owG1Wub8A6a5q951dfZt55j7aTFYy4k5fyHKyXDPNzWN5h9zeRGJJAkXVypJUNbxIoEcgFfYUaLHGsa/sqND8q65MaVVe1Qo+VVpSjhSlKBUa6gZb9DYS0uj7TZrE2f/wCPv4Iv/jqS1F+osUs2AtEhiikb9N4c6kXuHaMjb9x/MLsg/IgGglFKoPaq0ClKUClKUCtU7Wf9JrZZJlF19xuPSj15MfqRd5H4A+mP31taj080C89x9u0kfrSYm9dFP7fas1sGI/DbLv8AMUEhqJ8kynVO2yXpcP4bxXJ2AjB9fJ8lubGbv2dj047Gdde2j37Oz4GvMspQazj15nL3FwzcjxVpjsge4TW9peNdQoQxA7ZWjjLAro+UXW9fLdRi86ycLxGXlw3JHyeBkjuGtlusrirm1sZX7u1ey8eMWzd39UCTZ2PG/FTqvEkYkGmoPRIHuaVr8/i5cxi58fb5q9xMsqajvbP0vWgb37k9VHQnx/WRh+FaXjtpzzFXq2WbzuNzuOEBC3n3JrW9EgIC+oqM0Umx3EsoiAIGkOz2hKtih8VCI8h1GzXIJ7MpgOP420mDRB3e/vry37yPUKKY0tQ3a3b5mJB2QpBUSXP8dwHLMXPg+SYiyyuOue0T2d5Ak8EoDBgHRgVYbAOiPlQYdnz3heR5BJxTH8uwl1m4o2lkxsGQie6RFIBYxBu8KCQCSNDYq1y3nmH4ZJax5Ww5Bcfew5jOK49kMmF7db7zaQyCP38d2t+db0dbHCcbwPGrJMbx3D2WLs0/YtrK3SCJfyRAAP4Vs6DScY5bYcusZchjLHMW0UUphK5TEXeOkLAA7WO5jjdl0R8QGt7G9g61PIeqvFeLZOTFZuHkEMkSq7XEfG8lNaAMNj/hMcDQ7+o7/HsdVMaUGLjMlZZjHW2Wx06zWl5Ck8EqggPGwBVhv5EEGsnY+tUdQ6lGGwagll0T4Hhb6DIcVt8lxtoJVlFthcncWdk+iCVezRxbMDrR3HvROiKCe0rTcjueSWGLkk4lisdk8ghUpa3169pHIu/iHqpFKVbWyNoQT4JAOxz7OdYOoUdlc2PGvs/8svuQ28Jlks72a1tLNF+RF6JHhlLfFpIi7jQ9RYu4UHWdj6io/wAl6gcK4fPaWnKOW4bEz37BLOK9vooZLlidARqzAudkDSg1qOm3OrHm+Mlglztpc5izftyNkllNYXNizbKxy2s7GaM6Hhm0HA7lGiK3mF4PxDjl/kMrgONYzHX+Wma4v7u2tI45ruViSWldR3Odk+5NBnZbJPisVcZNcdd3rW8Zk+7WiB5pdf1UBIBJ/Eio3ged8jzOThsbvpDy7DWsoYnIZCfF+hHpSR3LDeSTedaGoz5PnQ2RMQNDW6rQR/k3JczgIIZsXwTNclaVyrxYqayjeIa2Gb73cQrr5fCxP4CnFOTZfkS3By3As9xloCvYmVlsnM29+UNrcTDxob7iD5Gt1IKUET5L1S4FwzKx4jl/J7HCSzRrLHLkXNtbuGYqAJ5AIi5IPwd3d7ePI3JbK9s8laxX2Pu4bq2nUPFNDIHR1PzVh4Iq5LEkyGORQyt4ZSNgj6EfMVj2VhYYy1SysIYbW3j2I4okVETfnSqPA+tBlbB9iPNNg+Aa5byj/LBwa1W54hNc9QGubsCPHX9na28yKdsQ13G8EcUSgaDGGV/2RpidjO6UdR73lwusXy9bXDcot0W4uuOvbyQ3NhGfDfHIxF3GH2BcwgRMfA8g0Eq5Rzbh/CbRL/mHKsPg7aRu1JslfRWyM30BkYAn8BWfFkobmwTI2RFzBLEJ4mi+L1UI2Cv12Pb8xWssuBcMx2fu+V2PFsTBm77QuskllGLqbQ0A8uu8jWgAToAVvgNeKCE4nqFyPLZO3s26OcysLSdtHIXkuLSGIf2njW8acD8oifwqRckzGSwmNe+xfF8jyCdWUCyx8lsk7AnRINxLFHoe524Pjxv2ra0oIrxnmOfz1+9llemHJuNokRkW4yk+OkjkOwOxful3Mwbzv4lA0D5r1y7qXwngdxBBzHkVphUuEMiXN+xgtQN6007ARKfwZgdealFeHQP7mgw8LncLyPHR5bAZixydjN5jubK4SeJx+DoSD/Gs4EH2INY1njsfjY5YrC0t7VZ5GmkEMaoHkb9pyAPJPzJ8moTyTH9QONLk+RcUz9zn0P6+HB3eNt5W7vAEFtNG9uYwT7tO0ut72ANUE/2PrWNkclj8RZy5DKX1tZ20C98s1xKscaL9WZvAH51zDiHVnkF5y98F1QwltwS5uZHgxOLvSZWyHnaSRX6sLaRyoYm2QNKvuTobM7zvBeF8pyVjmOR8WxGVvcZs2Vxe2UU72xOtmMup7CdDZGjQX+Ocs43zDFrm+J57HZnHs7Rrd4+5S4hdlOmAdCVJB8HR8VHcr1G5FY5C5scb0Z5rmEtpWi+9Wj4yKGTR13J95vImZT8j21N0QIoUE6H1r1QYsd3O+PW8axmSVo+82zFPUVtfsEhu3u+Xhtb+evNRLE9QOV5HIW9le9FeY4mGeQI15d3WHeCIf2mEF9JJr/VRqm9KDVcj5Nh+J4ls3n7l7azjZUklWGSUR9x0CwRSVX6sfA+ZrD4r1B4PzkSvw3mODzqweJv0bkIrkxH6P6bHtP4HzUgZQw0axUxeOivzlRaQi8MXoG49MeoY993Z3e/bvzret0GVsb1sU2PffvUY5Bx/lN1lI8vxrnM2P7IhE+NubCG6sZD3EmRlAS47/iA+GdV+EfDvZMH5b1I6scbEFhH0znubS2m9LLclggM9pbxlSyywY6KRry5AHarqvb2sx7WkVWIDr+wPc1Hk6hcIm5MOGQcvwkufKsxxcd/E12oUbYmEN3gAAnZGqpjrriHUvh6mG/xPJcLkoDBO0DJNbXA/ZkQjbDWwQUJJHkHyKzsDxfj3FcfHieM4SwxNjENR21jax28S/kiAKP4UFjlXI7zjdlDd2PFMzyCSaT0xbYtYTIPhJ7iZpI0C+NbLDyRXjiXJMxyOG5ly/BM5xh4HCpFlZrKRpgR+0n3W4mUAf6RU/h8631VoIlyPmvIsJkPueL6Ucq5FB6aubvG3GLjiDEnaEXV5DJ3DQJ+DXkaJrd8fyt5mcVFkchx+/wAJPJ3d9jfNC08WmI+IwSSRnYGx2u3gj57A2VKCE2vWfpddZf8Ao8/OcRZ5b1WhGPv7gWd07g+e2Gbtdh9CAQflU12PfYrGv8XjspbtaZKxgu4H0WinjV0OjsbBGvB81ZzWMuMri7iws8xeYmaZCsd5ZrC00DfJ0EyPGSP9JGH4UGeCD7Gq1GeN4/nGKufu2e5FYZmx9PSTfo8212HBXRkZXMUmx3b7Y4wCBoEE6k1ArivXJU5/zXhXQzuD47NSy8g5HGDv1MVYshWBh/ZmuZIFP1RJB867Q5ARiTrwa+NfsT/Z+wKZqb7SOQzEmTvc2k4xFo7u4xXqOwuF72JLv/UB34UuGJbfaH1NwTFcwxmGuYeb8htsrfzZC7nie1tRBFb2rSsYIFUeT2R9gLNslt7Jq7c8D43d3dzeS2kqvekG7SK5ljiuiFC7miVgku1AU96nagKdgACQFlB0WG/zqtBCx09nXH/0XXlN0OOhPRFiIUE4g9vu/r+/pdvw/s+rr/lN+amUcaRIscYAVRoAVD7bBZrCc7zvLshzDJZDF5aG0gssK0KC3xrRIwkdG92MhbZ37a+fjUmkyVlBbwzT3MMHrukUYlcIWkY/Cg37sfkPc1zcT07qY7c+6iWUGP6p9M+WxaW6myV/x2V9a7rW4x89yUP1HrWMBA+RJ+tdMU7UHdcr6gZuwzXPumGCtfX9f+kdzkWV7eSPUEGMv0LbYD/lHiH5OrexBPVF8KBXXFaUpQKUpQK1PJp7O3x8L3u/Ta+so10N/rGuY1j/AOuVrbVHed3kVjhILidwifpXGJvt7vLX0CjwPxagkVKoPaq0ClKUClKUCopeJIeqOFkCbRcDlFZvoTcWJA/kf4VK60U6L/TbHv8AMYu9A/IzW3+6g3tKUoFee9B7sP416qAZLBcs5ZzpHyxmxvFOPyRT2kEUwD5i+0HWWXsJKW8JK9qHReVWZgEjT1A3PNsTy/NwWmN4vyWPAwyuwv72OzWe7WLxpbf1NxRuTv45EkAA8ISdrmcT4jh+GYw4vDm8kWSQzzz3t5LdXFxKQAZJJZWZ2YgAeToAAAAAAbqlBFuX9OsBzB7a/uZb7HZiwDCxzGNn9C9tQSCVV9EPGSFLRSK8TFV7kbQrZY9n47x5ZeUZ+GY2FsXvclcKlsjBFJkmcb7IxoFjohR59hW3rxJEkqlXGwQRr60FIbm3uIknt545Y5FDo6MGVlI2CCPcEfOrlQjinTxeBZq4TiuSa14tdxmQYBoe6Cxuu8EvaNsehEylu6AAp3drII/1gkmwIPkHdBWlKUCrc0jRxO8cZkZQSEUjbH6Deh/GtbyvkuK4dxrJ8pzkxiscVayXU5VSzlVG+1FHlnPsqjyxIA8mtf0/HMJ+ORZHnbxR5e/ke7ksoQvp49HO0tQw/wA4Y10GkJ+N+9gFUqihquJ43qNl83HyznORTEwKri041jmV4YQw0Hurgjunm1v4U7IkJI1KVSWp0RsaqtKDFXF49b/9KCzh++CMwif0x6gj3vs7tb7djevbdRXlXUdeDZyOPluJex41cpGkXIFf1La3uCdGO78A2yna9kp3GSSGZG7A80qzd2tvfW0tndwpNBMpjkjdQyupGipB8EEfKguRuJEWRSCGGwR9K9VH+ScrxvDY8Y2VjkitMjkIcXHcJFuK3lm2sPqn+orydkQPt3yxr89jfRt3oG+ooPVKVZuriO1t5LiWVI0jUuzudKoA2SSfYfjQXGbQ+EbP0FQDFYbqLyfOx5zluUfjuKspy9ngMbIHe5AJ7ZL25I+Lfg+hDpFOwzzA+Mjpbn+R8zsbnnWT/wCDYbOMs+AsDCFkix4A9KeUn4vUnB9XtP7CGNCA6uWnNBQAAAD2ArGlxllNcx3ktvG08SskchUFkVtdwB1sb7V39dD6VlUoIZzTnmU4Ndw5HKcWnueL+ju9ytk7TzY+TuPxTWoXvMHbrcsZcqSSyKgMglWPyOPy9jBk8Vf297Z3UazQXFvKskUsbDaurKSGUgggg6IrIKhvf5VHuS57C9OOMXGevLd4cRjEVrj7vD3LawdwDSlV1qONSZHI3pEY68UEipXlJI5VDxurqwBBU7BB9jXqgVQkChOgT9KgnH+S53mHO8pLip0h4rx1nxTsIwzZLJhlMxVj+zFbgGI68tM0qnQi+MPXKbXqVybMNx/C3kfGMAiL96zUXZNkLkt7x2sbgxwAeNzShzvYWP2lEysLOPH2cNlFLNIkEaxq80hkkYAAbZj5Y+PJPknzWRSgxb7GWGTh+75C0huYu9JPTljV17lYMp0QRsEAg/IgGtVyzKclwWLF9xfjAz0sMitPZi7W3meDR7/RZx6bSjx2q7RqfYutb+qModSp9jQaTh/MsFzjDjM4K5dkEjQTwTRNDcWs6674ZonAeKRdjasAdEHyCCd5WLLHDYRXF5Ba9zncsixgBpWAA+etnQAGz8gPasHiPKcTzTjlhyfCyu1rfxd6rIhSSJgSrxSIfKSI6sjqfKsrA+RQbilKUFCQBskAfjWm5ZecltMK8nD8PaZPKSOkcEV3dG3t07j5kkdVZu1Rs6VSW0ANb7hpupfMMjxrF2uM47bw3HI+QXa4vCwzgmL7wys7TS6IPpQxJJM42Cyx9inuZQZRioLq1xlpa3t9Je3EMKRzXMkao07qAGkKqAqliCdKABvwNUGj4RxzkOChubnlXLrvP5S/ZZLiQwrbWkJA0I7a3XfpRjZ/aeRz/WdtDUmI2NGq0oMW3x9lYNPJY2UED3UhmmMcYX1ZCAC7a92IAGz58CodhOprf0iXhXOMOON5+dpPuCPN61nlEUFu+0uNKHYICWhZUlXTHsKASNO6x7ixtboxm5hSUwyCWMuoJRwCAw37HyfP40F8eQDVaj7cyxUHLouFXJlgyFxYtkLUyRkRXEaSBJVR96Lxloiw8aEyEb+Lt343rzQVpSlApSlApSqEgDZPigpINow+oPyrgP2SrK749hOS8Gv5YjNxfPX+MVAnbL6Au53hc+dFGjkXt2A3hydgprv3ehHhx/GuGc1zcnQvqnd9SsjAX4DzFLaDPXsaFzhclEohhvJdf/y8kQiidv6jRxsSFJICccg4TzHI9S8XyfFcylssAkduuTxm5e6Vrc3DR+kQwRBI1yvq7Ullt41/Ke1j2V9a5Czhv7S5hnt7hFlilicMkiMNqysPBBBBBHvusig0HJuRfodPRgh+8XBaLcSAM3Y7hR8Owdudop9u8jZADEQpBl7g3JbJWU2QFu0VzPZQu7wzRAxQiRliILlpmZu+MqFBKxgKWbf81jke6mt+2+Y3lo0cSWzmRW/VTI3qwkqvYDNF4D9zt2b7Vj7q5h1Q6h4rjOOjwGLsbrkXIczN9zwvHfvsd1HeytDJ6Ksp2/ohfSln7yoWKcEs2lUhe4FYW3IftH5i7xVskWG6f4dsairGyAZK/aKSRBtm8R29rD2he1QlyoVR8+/VAeivTb/JlwiLFX14l9nMjdXGXz18idi3mTuH77iQLrwvdpUHyREHyqfUClKUClKUCor1Jhln4/ZpFrYz2Ec7+i5O2J/kDUqrR8wCnE2/d7fpTG/x++w6oN2Paq1Sq0ClKUClKUCtFIhfm1tKWYeni7hQNeD3Sw7/AIdo/jW9rQS5ORedWeHI/Vy4m6uQfxWaBT/++KDf0pSgjvUTljcF4Ln+ZJYi9bC425v0tjL6frtHGWWPu0e3uIC70db3o61UhrR854ta834hmOH3txNb2+asZ7GSaHXqRCSMr3rsEdy72NgjYHit4CD435oK0pSgUpSgofIIqJ9P7jIh+TYfI38t6cVn7iOGeXXeYZ44rtI/yjF16S/PtjUnzupYfbzVizuLG6WSSxuIZlWV4pGiYMBIh7WU6/rKV0R7gjVBkUpSgwcjc4ZZLXHZW4s1fIT+jawXDqDcTKjS9qK37TBInfQ8gRs3spIzFUINCoZ1FweWyF/xDOYaxa8n49yOC+eFWUEwzQT2Uz/EQPgjvHk1v/k/Gz4qZoWK7YaNB6pSlApSlBrOTcexXLeP5DjOctfvGPydu9tcx7ILIw0dEeVP0I8g6I0RV7CWVzjcNYY69yM2QuLW2ihmu51VZLh1UBpGCgKGYgk6AGz4r1lslZ4bGXWXyNzHbWllC9xcTSHSxxIpZ2J+QCgk/lWl6aZPkGb6fcdzfK4fRy+Sxtve3kPp9hgllQOYivyKd3af9WgktYWXusTaWRbN3VrBazyRWpNy6rG8krrHHH8Xgl3dUC/1iwA2TWbUM6wYPK57p/kLfA2bXmUsZ7PL2NspANxc2V1FdxRAsQAWeBV2SAO7ZoJjGiRxqkahUUAKoGgB8hXqqL+yPBHj2NVoFKUoFWri3guomguIlkjcFWRhtWB9wQfcaq7VCQPeg03D+NWnDuO2XGMdLK9ljY/u1osp2YrdSfSi38widqAnyQg3s7J3VRzgOeuOTccGbnlSVLm9vvu0iDSyWq3cq27j6hoVjO/nvfzqR0HiWSOKJ5ZpFSNFLOzHQUD3JPyFY+LbGS2Mdzh3t5LS63cxyW5Bjl9Q95kBXw3cWLdw997+dX54o54JIZV7kkQqy/UEaIqKdIMXnMF0u4pgeS2zwZXFYi0x96rMp7poYliZwVJGmKFh59mH5UEvpSlApSlBRlDKVPsaj/G+IWfGMrnbzHTzC3zl9+kmtTr0oLho1WVowB8PqMvqMPYuzt7uxMgJAGyah/HeT5HO9RuWYmGWN8LgIMdZLpNMMi6Sz3Ck/MehNYED5Fm+tBMaUpQYAmwtzmGshPaS5OxgSdoe9TNBFMXVHK/tKrmKQA+xMbgb7TrOA14qGDBZez6xHktvZl8ZluOfcry4DKBDPaXPfboQTs963l0RoaHpHZGxuaUClKUClKUEe5Xw6y5QcTcvcTWl7hMnBk7O7g16kbISsiAkEdssLywv/oSsRpgCJAoCgAfIaqI9UuTZPi/F45sEyDLZLJWGJse9O8CW5uY4i/b/AFhGjPKw/sxsflUuHsPNBWlKUClKUCvMgJjcD37TqvVY2Rt3u8fdWkUrRPNC8aupYFSVIBBVlbY38mB+hHvQfOnK+RdQui3UWTMZPkN/muE5mZQEuzJcNjZZ7hASXWJEWHtWREUM7RPIhfujfccl+zpmMhyfB8psc/kLvM2aZ6/hifIxj1GjZ+6SKRNkDteR42QfArK6KFVQqxW8xvXTgGPyPGOQ8du+e8cvYLq2a9sjFdXEkcw2qz2cxT1mDmTvZWRXSZwQvpx7h/S7lfVrp9Hn+DcV4FaY58DIMhdT825BHDBbxXrPcQ25kgecy3TySTKWLIOyOJ3AMnbRC0f11Tn/AE56c9IuIZHl3Hecci6a47HK85hwN4rWjSsdrHFYXCy2/e7HQSKNSxOqhfQPOfay6jcczN1mepfGsNlMHmZMRc2GV4kLuaNhbwTjve3ubdRIFuFVlC6BU1GOlida/tEPhurGXwkXcQbjE5HO+kuIwcgJV3sMXBLI93cI3eq3FzLH+ztVA8HonQ+C36N2PXK3lvclmU47yaTLzTXcqvdXkj4axuJWZgAvdI/foABQWAAA0AlNu850Z60cxiSDmn2iZobeKQTiDjXGbew/WKD2EvPJcMe1tMNaIKhgQwVhwnodLcdJOQxc3yhN3f2uch6ddQVvj94nsJ+9YrHI2txJ+tjs5maDuhJ9JTNuNVEeq+lf0T19tccnIDzDAX+WC+rcYA4v0se/1t4bnv8AWRv6omfvBPxGIA9o+XOtWRtcn1KzknHvWgxvXXpnNdWsUg7JP6QYuN5bcOB4EipGkRHuHIH0FB95RklAT7mvdaLgnJrXmnCsDy+yZWgzeNtshH2nY7ZY1cD/AK1b2gUpSgUpSgVpeXQG4xcCBHbtyWOfSe+lvIWJ/Ia8/hut1Uc55kZ8XhLa6gftZsxibdj/AKEt/BG3/Vc0EiHtVaoPYVWgUpSgUpSgVE7uL/8AWlhpjKB/xDlE7NeT/wAIsTvf4f41LK0E2Ckm5xj+S/efgssXfWJi+pnmtn7v/ZyP30G/pSlAqCcU5PkrPm+e4Hyq6D3JkfK4O4Maxi8xsjDujGgAZLeRjG4Gz2Nbux7pDU7rx6Me+7t87370HulQufqpx/DcnfivMI7njs80qxYy7yKqlllCwBCwXAJT1N7HouVlPaSEK6apn3DW90FaV571+tRrm/NP6IW9strgMvm8jfuYrKwxtsZHmkA/ryNqKBBsbkldEHtskgENpyW8zWPwOQveOYgZXJwW0j2dkZlhFxOFPYhkbwgLaBY+w8+fY6zpxxJ+D8NsOOXF599vIvUuL+87Oz73ezyNNcz9uz2+pPJK/bs67tfKsvh45j+hUk50+M/S0sjyPFjQ/wB3t0J2sKu/xSlR4MhVO8gt2JvtG7oFKUoKNsAke9RvjvNrPOZzL8YntprDLYWftmtbjQaW3bzDdRaPxwyDYDD2dJEOmQipIRsaNanI8T4/lc5iuS32OVsphGmNjdJI8ckSyp2SoSpHfGw7SY22hZI213IhAbelRzk/ULh/C72ys+WZuPEJkCywXV3G8dp3ggCNrkj0kkYsO1GcM/ntB0db9J4ZYxNFIrow2GU7BH4UFyqEgeTWJksvisNYzZTMZK1sbK2UvNc3MqxRRKPcs7EBR+JNYXJLfNZrjs1vxHO2uOvbtY/QyElsLpIkLAs6J3BWbs7uwklQ3aSrgFSHvJW/G+W2OV4rkTaZK2liNnkrIuHHpyp5jlUeQGRvY+6t9DW1A0APpWh4VwvCcFwceFwsUx27z3VzcSmW4vLhzuSeaQ+Xkc+Sx/AAAAAb+gUpSgjVtzexPN7rguRglsb1bZL2webQjyMB8OYW38TRsNSJ+0oeNj4dSZLWsy3GsHnTZtlcelw+PvI8haOWZXguE3qRGBBU6ZlOjpkdkbasQcDl3PuKcEjtrnluTOMs7lyn36aCT7pAQAf19wF9K3B3oNKygnwDvxQSKlY2PyWPy1pDf4u+gvLW4QSRTwSCSORT7MrDYI/EVW7yFjYW0t5fXcNtbwqWllmcIiKBslmPgAfU0GRWG+Qxkl22La+gN16Prm39Qep6RJXv7fft2CN+2xWPdXtxl8BJfcQyVjJLd2jSY+7ZfvFqXZNxSEKy+pHsg6Vh3L7MNg1puB8AtOHWt3cXd5Pls5lpVuctl7oKJ7yYDS+F8RxoPhSJdKi+2yWYhIMLhsXx3EWWBwljFZ4/HW8dpa20S9qQwxqFRFHyAUAAfQVm0pQKjXJObWXFs9g8VloJYLPOSPax5Ftfd4bvaelBI29o0oMgQkdpeMJsO8avJawM5gsPyXE3mCz+Ogv8dkIHtrq2nXujmiYEMrD5jRoM5WDDandVrTXt7i+E8dNxMmSksMXbop9KG5yFyY1AXfaokmmbQ2T8THRJ2apxbmvEeb2JyfD+S43M2yt2PJZXKyiNx7o/adow9iraIPgig3VK8l1U6J1WFj85h8x96GGytnfNZTm1uRbzrJ6EwAJjftJ7XAZSVPkAjx5oL1zf4+2mt7S7vYIZbyQxW8ckgVpnCs5VAfLHtRm0POlJ+Rqzi8FicKbo4uxjtze3L3lyUHmWd9d0jH5kgAfkoHsBUewfBZIuYX3POS3qZPMSiW0xzCMpFjMeWBEEKFm079qNLL4aRlUeESNEmFApSlBjZGe5trGaeztjcTxozRwhgpkYDwu28DZ+Z8Vq+F8wxPOOP2ufxJlRZgUntp17J7SdfElvMn9SVG2rKfYg1vGUMO1hsGtTYcT49i8/kOUY7HLb5LLRQw300cjgXAhBEbOm+wuFPb367u0KpPaqgBt6VFrbqdwWflE/CpeQw2edhcomPv0e0muQPd7dZgv3iMe3qRdy78b34qTllUdxOhQeqozKo2x1WFdZ3C2N7aY29y1nb3mQLLaW8syrLcFVLMI1J2+lBJ0DoAmo7z3h+Z5xDa4P+kMuOwEpf9LwWqFLq/i0O2BZwwMEbfEJCq95XQVk2TQbprbjfKTjMwhtMkMbctd2FzG4kWKb05IWdGB1vsllQ/6zCtqPA1WPjsdYYqygx2Ms4bS1tYkggghQJHFGoAVFUeFUAAADwAKyaBSlKBSlKBSlKDy6B/evm7q/edTOlvLszfcRs8RPZ9Sb22jx+Quct9ybEZeHHupMyvFIkts0FmG0NN3Bl1tlI+k65V9oEyY/C8b5UlrLcrgOS2M7xxFQ5W5EljsFyFGvvmySQAASSB5qN5mKzNfUqxE2iJav7Nsp4fxO36NZWeN8pxq1S4gu1DImYsp3d0vY1f4lJkMiSR/1JFJ8o8ZbVWGKusxl/tHYzHQNLdXV9bR2yL7tOePWXYP+n21ZR8Vx3mPAMzZYe8sMnPl58fkHljeeZ7K7tpVCT3A71J+9W9oQHkPhND5CsA528xXD/tK8rxlw0V++fu7KxlB0VuI8LYW8JH/4XX8KjhyfbSLp5sX03mkugWv2luhl8lqqdSsOiXsSSpO83bbqXUOI3n/zSy6P+bL92/Gt18+8u6c3nK7H7PU91f3nHstlslnr2wyCRj18VeX0M2TtyUbwSjwRq0beGUOp96+kOVdKuKSdCsr0ksMTDFhV4/NjLaAKNIFiIjf/AFwwV+737hv3rlnKc5NyPgX2ZeZ3krSXWR5NgLuaQ7JZ7rEXXeSfxL1YqdT+z/0zy3SDpRg+n2a5GM5d4sXBe8S39CMiSeSUIkez2ogcKo+QXwANAdFqi+1VoFKUoFKUoFRPqhFHJw25eSUxi3ubO6BA35iuopAP3lAPw3upZWk5jhIORYN8RdXBhimuLZ2YHW+ydH7f9rt7f36oN0DsbqtUHtVaBSlKBSlKBUVu7vIJ1Qw+Phjc2EuCyc1w4HwiZbixEQJ+va82vyNSqtRJbyNyq1u0iJjSwuY5H+QZpISg/eFf+H5UG3pSlApSlBh5TEYrN2E+LzOOtr+yuUMc9tcxiWKVD7qyNsMD9CKZOxa+x89hDdT2hnhaETWzBZItjXehIIDD3HgjdZlKCG4DpwcJlIsvd835bmZYFcRx5DJ/qQWGiTFEqI517d4bXuPPmpe8aOQWBOvI8mvdKBSlKBSlKBSlKC1cWttdwyW93bxzQzKUkjkUMrqRogg+CCPlWJg+PYDjGLiwnGsJYYnHQl2itLG2S3hQuxdyqIAoJZmY6Hkkn3NbClBEG6Q9L5c+3KrvgeFvMw05uVvry1W5njkJ2WjeTuMf+zoVLlUIoVRoCq0oFKUoFKUoFeGijcaZQfzr3Sg1eC4rxni4ul41x3G4kX05uboWVqkHrzEAGR+wDufSgdx2dAD5VqMx0q6b8izo5LyPhOIy+SXsMdxkbZbowlRpTGJO4Rn8VANSulB5SNIwFjQKANAAa8V6pSgUpSgUpSg8sit+0N78Vr4+N8eizb8liwdgmXkg+7Pfi3QXLw7B9Mya7iu1U9pOtqPoK2VKCO8r6ecI5y9ueZcass0lqGEcF6nqwabW+6Jvgf8AZH7Smtnh8DhOO2EOKwGIs8bZW41DbWkCwxRj6KigAfuFZ9KBSlKBSlKBSlKDV5/i/G+V46TEcowGOy9hKdyWt/bJPC5/FHBU/wAKzJrCzuLF8ZJABavEYDGhKAIV7e0dutePHj2rIpQRji/TDp5wueS84rwzEYy7mUJNdwWqi5mUfKSbXe/+0xqTAaGhVaUClKUClKUClKUClKUCtVyjjmM5dx/JcYzdv69hlLWS0uE7ipKOpU6I8gjewR5BAI8itrSg+WpbrmfGOWcf6W80v7vK5i9z+OayvJ2SOPIWtvcpcNdQJDAqtIsMLiaN2Bj/AGl7kdSdbb3ZyHQS+ySL56jdWwtv58+jLySOAb+o9C3J/LVfTXNsnHx7iea5R93WSXD466vo9rs7jhdvH8CP3186YvBPY9PPswdOoNtcTZXH5i9bewfuuLuLuZv3zsmvzFQpSMcahK15vO5fQvUPMx8e6ecm5DK3amNw17esT8hHC7n+6uEZ3Fth+i/2cMbMp9THZ/iNuwPjTLZtGf766F9qqS4j+zzza1tXZGv8euNZwf2I7mVIHY/gFkYn8Aa1f2h4LeHHdLsRj1CSjqJx9bWJf7EUjSSaH0WGOQ/kKmi7WvlQfrVa8qQVBHsfavVApSlApSlAqKdUTkxwfInDKzX3dB6AUgEt6yexPtUrrVcmtJ73EvDbJ3yiWGVFJABKSK4B38vhoNoPYaqtUHsKrQKUpQKUpQK0NxmpIOb43jqxr6d7i7+9ZvmGhltEAH/9wd/kK31RG9xt1J1XweXEEjW0HH8tbNJv4Y3e5x7BT+LCNiP9Q0EupSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlBjZGwtspj7nGXsKzW13C8E0bezxuCrKfzBIrkvSX7NHHelGdTPJzTmPJ5bG2eww0fIcubyLDWjdgaK1TtATYiiUnye1APG27ux0oNVyvjOG5pxrJ8S5DZrdYzL2slndwkkd8TqVYAjyDo+CPIOiKgPD+gmP47yux5hyPnXK+Z5HDRSQ4d+QXcUi45ZE7HaJIYo1MjJ8JlfucqSNjZ31OlBQAAaA0KrSlApSlApSlAqPdQszPxzg+d5BalRPjMdcXkXd+yXjjLqD+BKgH8DUhqJ9V8RPn+nPIsJbIjS3uOnhUO/ap2h2CfkNboJXVaoKrQKUpQKUpQK0jZG3PMoMSbSQzjGz3C3Gz2KhliUpr22To/u/E1u6wIWtDmrhEP/CVtoi417IXk7SD+JDb/ACH4UGfSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBWk5lkHxnH7m6jxn6QYmOIWv8AzvfIqa+e/wBr2+ftW7rAzMttDao91G7p94gACDZDGVQpP4AkE/gDQZw9hVaoPb33VaBSlKBSlKBWD6TtmFnVh2pbujj5kl1K/wAO1v41nVoos5bf01l40lu5uP0Yt9JKF+FU9Uoik/UnvIH+iaDe0pSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgVhZeE3OPmtRJ6ZnQxBv7Pd43/Os2o9z3PHjHF7vNpaG6lgMSwwAgGWV5FSNRsH3dlH/jdBIB7Cq1Qe1VoFKUoFKUoFRqa0GP5Rk+VpbzXDriIrYwQKDJP6ckzqq7IBPxMANjy/mpLVO0fQUHLrPrhl7m4aG46BdULRBvtmlsLFkY79h6d2zDf1IA8VlP1iySxl06K9RXft7hGtjZ9x/DZuQu/wAN10engfSg5nF1rvWiaS46J9SrfRICtjLZ2bX0Edw1Y8fXi+lK9nQjqn2sNknE2q9v5g3IP8BXUGubdW7WmjDH5FhurL5PHRN2PeQhvp3gn+AoIBH1mv5LdbpeivUcI5KhWx1qH3+KG47h+ZGqsP1yvUaNf8h/U4+rvtIxVsR4G/J+8fD+/W/l5roYzOKPgXaD8wR/fWVFLHMvfEysp/rKQQaDmtp1uubyMSjov1LhBGwJsRChP7jPsfvpkOtOZsLMXydB+pd3GX7O23tMe0g/Exm8Dgfjqum6FNCg5Xj+uuUyMMkkfQPqlC8XkxXGNs4mI+oLXQU/uJNeJOvOWEZmt/s+dVbhFYJtcdYo3d/qyXasQP7QGvx15rrFU0KDk8fXjMNDI032fuqVtKqsY45cdZt6hB0AGjunUb/0iKtnr5yFEDzfZu6sAEgfBZ41/J/AXvd+8iuuaH0pofSg5Lb9fco6MbvoB1UtyCwA/RNtIG17fsXB96up18llVTF0R6psf6wOCjTsP5tMAf8AZ3XVqpob3oUHLJ+uWWjTvg6BdULka2QlhYqfy092prAXr9y6X9ZF9mTqn6W+3ckWMR/+gbzddi0KUHIf8vfKQfi+zP1XA+ot8Wf/AMtq3dfaD5FCkRt/s2dWJncn1ENjYKYx8vP3sgk/gT+JHtXYtD2qtBxWX7R3IrVwt59mTq8oI3uDG2M/7vgujWTH9obLuAG+zj1eRjv4Ti7HfsD5P3zQ9/7/AKV2DQqtBxWT7SuSRJWP2besqmMHQbB2vxt8gNXR3+ftVr/zm8nHayT3X2ausscinSxJgreRn/LtuD43XbtD2pofSg4XD9qXISlVP2Yut6FyAO7jtso3+ZuRWZd/aXurF2iuvs59Zw4GwIeOwTg/7UVwy/zrtB0PJ14+dW2uIFOmlQfmwoOFSfaryfd22/2Xut7/AIvxyGMfzuK29h9onLXCBr77OnVyy2vcpfEWsgJ+mkuSwP5gV1w3dvsL6gJ/DzV1dHyBQcauPtI38JUp9nLrHMjNruTB2vj8SpugwH7qyrb7QWSulZh9nrq3F2jf63EWa78/jdV1zQ+lND6UHGr37R2Ssvf7N/WOYfWHC2b/AN13usL/AM6DKyTGG1+zH1pkI9mfBW0an97XNdy0PpTQ3vQoOJH7TOU9D1F+zV1k9QOFaM4O23r5sCLkgisy/wDtIJYwesvQvq9csdait+MF3O/f/lAPHz2fy3XYdD6UJUe+qDiUf2ou9SzfZ362Rgefi4mN/wApjWdafaN+9DuboR1egHsPV4yAT+4Skj99de7l9tiqgg+1BzE9escsAmk6YdTVc/8AI/0Tumcf9EFf51gr9pHEbYTdJOrUXaPnwm9bZ+g7FNdcOh5IFeBNDvtDrv6bFByGL7StjcO623RXq+6RjbO/Dp4R+QEpUsfwANbP/L7hygZem/UwkgHX9Dr4EH5jygGxXTgQRsaNND6UHIp/tHWsPiPot1bmO9fBxOUb/wCkwr1a/aOxlwkzzdIerNt6XhVl4bdEyH6L2Bv4nQ/Gut6H0FND6Cg5Qn2h8dJrs6SdVT50d8QuV1/ECsiPr3jXBLdMOpqdpIO+JXWwProDz+6un6A9hTQ+lBya7+0Vjra4W3i6R9V7nv8A2Xi4dddn7ywBH7xXmf7RdjCx7ejnVmaMePUTiE+t/QKSGP8A0a63ofSq0HJIPtEW81s1z/kX6sxlTr034rIrkfUbbX891csftALe3Ihfot1VtY2QsJp+NkLsey6DlgT+WvqRXV6pQckT7RCG5a3l6I9WYgg2ZTxgshP0BWQk/wANVsY+twumKY/pL1IuHCF9Pgfu37gbh4wT+ANdK0PpTQ+lByaH7QUskl5DN0M6rW72vhPUwMZFwfpGyzEH8yQPxrIxHXW5ytwtvN0S6n47u93u8NCFX8yk7fy3XUdD6DxVaDml31uNpe/cf8kXUiZiCQ8OCDR/9P1Nfz3W0s+p7XuJbJp075nFIrlDZzY1Y5x+OjJ2lfxDEVNtD6U0PfVBz6Pq5cmSSKfpPz6Bk1742GQNv6NHMw/nXhusV0sioOkHUNlOtyDGQaUH6gz7/luuiaH096aB9wKDn8XWGGW4Nuem/PkKuVLtgnKa/tbUnxW1HUO1Nsbk8V5UAPdDh5u/+GvP7qleh76FND6UEQtepuOuiAOLcvj3/wA7x+6X/wCCrF11UtLecQR8H5pcb8d8WCmCA/iXC1N6poH5UENx3U+zyE8dvJw7mFmZNAtc4OZVQn5EgHX5+31NeJOqEMdxHbHgnMy0p0rjDOYx9O5t6X8zU10PpTQPjQoI0nOY5dGPi3IyPIbdgVKke40SCfzUEfQ1bbqHjxMYF47yhpACdDB3IU/h3lOz+dSmq0EPfqbibeT0r7jnLYG1v4eOXtwvv/ahjdf516fqbgUKf8T8qIkICleMZE+515HobGvnsDxUt0PfVVoI1FzzHXErRQYXkTdrdpZ8Lcxg/iC6DdZ0PKMdcRmSO1ygABJD4u5Q+NfJowfn/f8ASttofSgAHsKDBjzFtJBHcCC8CyEABrSUN5OvKle4e3zH4/OtdyW0tuTYWTEtHcKs00JJaFl12zKfGwPp7/vrf6FNA+4FAHsKrSlApSlBHrjl8QGrXHzy7+baUf4mtb+ns9MWbvjiX5BY/IH791iiUAAerv8AEAGvSM5O9KPHzOt/uoH6QvdsZMldMzfSQqB+4eK9rnLuMFVu5ifqWLf3/wC6rMwhPxnu8+NA15+Fh26fWvqT/wB1BknJZWUBmyEqg/LwP7hXgvJK3dIDI39pmJ3VhEXu00TN8t+fFXVkgUfBvfsdEmg9Kg+bMv8Aqir0cboP1TFgf7ZrFOR9NipK9v0J0a8/f7diO1Ah+vk0Gxs7ey9XWTnKgH4VUkKfzNb+HIYm3iAiuIlT86iO4LlfiEKkH3AZT/fV7vtZ0EKfL27W3QS05XHgAm6TR9juvL5iwUbE3f8A6oJqGzxpGQFt1b5/F4Ne4XVSP1KLv8dUErXNQn9q3mX6eK8S5hYz3MoCe47gd1pY71kAX1HJ+nbvVXUuXdiCvkeQT86DaDOd2uy3JB+ZbQpJnTEf1lhKR9VdT/eRWpklk7S6yopHg/Bs/wAatpLcuN+mGB+YOqDdHkVmPeGff0Cj/fV1M5YOnf3Oo/0kINRjsuhMWEzEe2ie4VlNJ6ihJEjBHz9v7qDdjkOKLdguSD+KN/ur22bxia77kDf+i3+6oy5dj+qkB18134qklxMYzGpLH5lxQSVs/il1u6Hn2+Bv91Ukz+PQbV2fft2iozEtw/l3AX56qqRlCSruB8/iAFBvDyKPZ1Do/IE7/uqzLySZf81BGfzJFacjXnu1+6r8HodoLF9j2O90GwTkcrgjshV/p5/x1XkZK+uWIFwFP0UgCsF0hY/q0Un33869pHGna8kjgn+r2gD+6gymY947pizH3J2d/lWZHLaW+jJbnf4k+aw4p0KdoYAjwCT5/hQSOToyEfTwaDdQ3dt27jXtX8tVd+9Qf84K0YlmVe0sw/Htq0ly6tpTExPv3Nqgk9YkuTtovHcXb6KK1JuXkUbJT8ta/dVBMrIA8zMx+WhQbI5iEKSU0w/qlv8Aury+Udk3FCCD9Dv/AHVpyiK+5XJ3+H+Ne2lCaKsUBOgVP/dQZkt/Kp2e4/UAnY/nVI7lGfbMDv6j/vq1GIyvcZdMfmd1VexT8TxsPyP99BdVtybDoFP1bdXj6Ea72mz7+fetc80gYqkoCn6NuvUDwqT68Zb6Fl/30GcJg4PbLrX1qqXUbfDI4Y/LZrXhoJ3KqscWvq+t17VURu+N1X8Qyn/Cg2glXWvVjH76yIZkf4FYMR7681ovWaJv1YZ9++wK8vcOoDERj8N0EjZlX3I/jVQQRsfOo2JnLd6CJx9PG68qJmYsY0GjsBfFBJ6VHmyN3B+3I34AaP8AfRczeSfCjx7+ZYef5UEhpWkbL3qAGGGObfjye3/fXo5a7A3KIIt/XZ/xFBuaVpWy8vg+pDr5kKf99Y11l7lmBVl7PqpoJHSoy2TldO8XDqB8yx/3UTN3bMI47nu/HsHn+NBJqVFTya/tZQk9uJUHuddp1WWOZY3R3Dcd4/qgA/40G/pUZueZoAPuuOkbfuZGC6/husM57NXpPosIVPySMH+bE/3UEyrxJNHENyOqj32x1XPZ5L+Ukz3942z5DXDhf4A6qx6KLtY4U+L32o9vzoJ7JnMRFv1MlbKR7j1V3WM/K8OpIjlkl1/zcTkfx1r+dQ70yv8Am1UEe+zXqOIFgS3cfc6HtQSV+ZQEN6OPuCR7dxUD+RNWRy27lXvhxkZI91M52P8Aq6rULbKwMo+H8O3VAhjYEsB3e/k+1Bny8qyz/wCatrdB9NFiP5isaHPZ4MXkv11v9lolA/l5q36KJtk15+g3XnuiA26t+8UGxi5LlV2XjtpVPsQCD/fXk8rzBO/utoqj2DBjv+da1RGGJ7PBHsd14ZjohQE3QSG05YEXuydssez4aEl/5a2K2q53EsFJyEC93sGcKf4GoO5/VhT5/EV4JQjwCCPPkUHQVyOPc6W+tyT8hIKvLNG/lZEI/Bq5i8bMQ5YH8DXoWdsWEjaU++kUf30HSLm9tLOP1rq5ihjH9aRwo/ia10vLcBEvcMgsg+sSs4/ioIqFtbxO2+4v+Leap8CqF7CdfT/dQSqbnWITxDDdTH6KgX/94isRucSybEOJ0w9i0wP8gK0LLvRVJP3qNV4aXsG1RFYfSg20nMM6p+K1tE38vTc/z3Vs8tz+z5tf+ga1ZlDkCQLv6knX86991qPHqx/xX/fQZKuwAXvYkfQVXum91A/NhVRMe0fASPxqgMkndpSB+FBQs7DRA8+5Vq8SL2hdBxr5+T/dVHi7Do+fw81RomUAsWAPsCvtQaPnXOLfgHBuR83yIeSy43irzL3Maqe5oreFpXA/HtQ18pcQl6xdZuQ5Ga6yPOJsji7y0ts1fYHnYwNlgbm5t4bg29hjkgePIJbxzxFpLw/rH7u0EeK+v8vhcdyPDX+CzEAuLHJ20tldQuB2SQyIUdCPoVJFfJh+zJ1j4lya3vMBgMLy24tTaJb8ik5zlOOtfR2ehY/pextIXivJYUVF9VCvqBfiUbIoOudLuofI48D1Aw3U66/S2e6X5Geyv72zt+w5O1FnFe204hHhJWt50DqD2+ojldKQBTovy3rJ1FtMF1AzNlwa14dySzN9b2djLdPkrSKRe6DvlYmGViNB1Cp2nu0Toipl0h6YXfTzB5McjzsGd5PyfJzZrkGSW39CK5u5VVAkUXcxSKOKOGJFLMe2JSSSSaxuHfZy6Q9P+SpyvinExjb+IztbIl7cta23rf530LYuYYu759iCg5vyHrX1cv7zqFmenOE4VHxnpleTWGThz1xOt/kZbeBZ5zGyHst07X7UZw/cRs9o9tl1j69ZninRPifVThFpY28nK8hhYUGYxtxdi2t74AlmgtnWWR17hpEJJI0ASRUz5Z9mvoj1C5LNyvlvCYrrIXYhS+MV9c28N+sX+bFzDFIsdx2gAD1Fbx48jxU05RwPhnMrPEY3kGHWe2wGTs8vj4o3kgW3u7Vw8Dj0yuwpH7J2pHggig5ZxTqD1y5l0Fn5zjOFYa35naXE7WthkLW5tLXLWsMxAkiimZZ7UzQgmP1t9rMpYFTutz0G6l8s6ycLu+qeVwWOxfGcvIZeLWrITfmzjDK0t2yuUDO4JVEA7UA2WLeOsSrFKjRsCUYdp0Nb3Wk4PwbjPTviGO4JxCweyweKt/u1pbeu8npxbJ13uzMfc+STQfM32W/tVdSutvKsNhc7jONXsGQwUuWyZxGFyGObCMJAsCyPdO8Vykvx9rQHQKMSdKa77xHnOTy/NOouAydvbLacOyNnaWht42EkkcuOt7py/k9zd0zqO0Aa14J8nzw7oN0w6f5HBZjiPHP0ddcdwz4Cwljvp21YNL6phkDORKBJtgZO5lJOiNncmxnEMHhMzm89i7GSK+5FcRXeSl9V3E0sUEcCNokhdRxRrpdA9uz5JoPn/pT9pjnnOM1wzkOaueA4XinUK5u48FiHN6+ZaKHvAYzoGtjKWQd0Ol0C2nJBFSHql9pXJ9OesNzwO+wc15iF4RJyC3ewwd7kLkX4uniAl+7Bglv2oNsyro/1xsCpJiPsw9E8BzaHqBhuF/c8rbX0mRgWLIXQtLe7dSrzR2nqegjkEjYT5mpdf9NuGZXldzzi9xbSZu7wbcdmufvEo7se0hlMXYGCj42J7wO7zrevFBy7PdVups32VrHrjxhuN22fHEIuWX0F9ZTy2UyCwNzLDEqTrIhLABSXYAb33VPOkuZ5xyDp3hOQc9usJNlcvaQ3/wDxTazW9vHFLGronbLJI3cA2ie7RPsBWzTp1wwdN16RpiwOLLhP6OixE8u/uHoeh6Xqd3qf5vx3d3d89781s8VhMZgsXZYXFWxhssdbx2ltH3s3ZFGgVV2SSdADyST9aD3uZdkdu69B7xV+JUH0AI8/xr2IYwfhU6+u69+jtfhjEh99/Og8id4wANKW9/NEYnZPaAf7QFeREq62o1+Ot17PoyOY4u5mHv49qD2qxgAOoIPzHivTR6/ZTuX+NeJEd9Ijjf0r0rCIdhcAj38f91BcUQeP1bKx+dZccaLH3Elj+f8AvrCWQHyIix+u91UzlSNozfh3H/dQZfqN7aUj+NUCox/zQc/mathy6hli8EbI34FVDelqT1k8edd3tQUMbMT2bjHtoNofwoIwn+ekP4D5V6e8Emir934CvMjOU+FO4H5MAf8AGgossajwyE69/NVDJKAgCF/kxBrHFvLKPiijXX1AFe1lkg8B339VoMhTslZdbT8a8o8SSAqzEn3AGqRh5dMyEfvqjRxKe8qAfy3QXpXDr+r9T9wA/uqwY22CUbX0171cWbQ7fTH+yKqrImyPn580Fh5pN6VNKPGiN17j7387Gh9TqvRA3+17/L5GvLNKhCr2kfT6UHlzGx00aKR8/NVSaIe8Q8f6JNeZfVDBwR+PzqzJ6sh37fuG6DJMpLB1YjXtoCqtfSOpT4QR+WzWMlu5HcyuR+VeddjdxG/wIoKmY/tP/GqRXqhiAzk/QeKp60a73ECPn5q0J4vdQFH4D/waDJORAYIS5/Amrct1CT+rYg/2TrVWGvLdd96u300PFa+e5hfezo/LY0KDatkRH5DfL2HgVZfMJICGJ38tAj/CtQ9yGX00ES71sqAN17lVUA9J13rydj/fQbQZMdu+0MQPerc196gVl7gx9/n/AI1p5Fk7+7v2GHk9269B5JPhhmA7fAPbs/zFBmyXLqQupGJ+oAFe4ppA4fuVWHkD5/xFamS5ukf055Rr5EV7E0sv+auE8fLZBNBspJpXm/WSjX0LaqhcM4VHB17+RWsMNyH02gf7QbdU7ZUIYkn8fpQbZyGGg4H8KC4VPijDMwGvB1/jWrSe37t+pI5+nb4H8KuvcJ2aCyEt/YSgzPvXqSAtKyn8flVxZ+3e28fUkea1XrSd3a4KqPqw3V2OXakAK2/rJ/hQbFrpWbxvz9DVyO5EK+m773/V7d1qZJB6qxhdEn5bNXpXaMq3cfy2QKDZi+ABCHwfr4qgvgPLka+uq1Ut0znREeh8x714+9SeVhBOvoaDcrcQSPtF1+Z1XuUiPTLLF599NvVaS3nZpD3sndrwAPP99XFnhAbaSlv/AB+OqDZGVZCAuy3zYjQ1XowouvCEn6HdYEN0g+EfC/0Y1eWSSYeXO1+YoMgoo0O9R+Gq9EbIITuI9x4qwZCGCy9zHXj4Tqsm2eMq3krr5d3igpJEwUMLcLv99eTA5UEqB+BWronUAqqnfzJ1/L51bJQv+2W8fLfigsm1JcEkfkCRXmRUG1Zl0PmpG6vD1Y5PiBO/bS78VblkiD/r17B8+5d/4UFp44vTCxtISfqoFWzASNoVjJ/aO/YfkKzZfuxiH3VT7/tfKtdJFMsvcH2D8iTQbmyj4rbosl0JruQeT3J8O/y9j+/dbNczxUAAWUYGvA+7rUYiRwS1wkcYB8bPv/dXs2kZJPd7/iP99B7Qqw+MeKvKp7fgk2D8gdV49Lt/aXf5HVe0J7SFGhQW2jO/2wQPluvXoF/IYD8BVwRAqPPn8qvpFIF7QNDXvqgxljPaQ0xIX5EmvjPqj16609POqvKMJi7G7yvHuA5dOXZqR+3/AIRx65gtoVs49jyUlnu5POtfdl8nVfZxjIfXcDvxveqwLzinG705F7/CY+5fLWgsL8ywIxurYCQCGQ6+NNSyfCdj42/tHYcAymU6u8e+x3Y87m5FkLjmeJxlpyrITMV754lmW6ubZxrygtzJFrxoKPPjdQzot1j659RetfGOG8kS9x2JzEt/1EhK62/GpoDDYWch17rO6M31+H8K+v58ZZXmMmxFzY28tlcQtby28kYaN4iNFCp8FSPGta14qtrx/B2d/b5K2xNlBeW9p9wgnjgRHittqfRVgNiPaqe0eNgeKD47619XuuvTnrJyjhvFheZTG4iSx6juXUN2cYgg9LIWSHXu06Er8wCa7n9nvleQk6C43qj1b5NFafptbjPz3WUuUt4LCzuZ3ktoi7kKiJC8K+T77+tdXusBgbm9nyF1hbCe7ubP9HyztCpkkttlvRZiNlNsx7T42x+prHyHEeMZbjR4XlOMY28wDW6WjYq4tY5LQwIAEjMRHYVAVdDWhofSg4T9q7lXKsRedL8bwvMckW25HmruG5i43kbO1u7uFcdPNGI57s+go7kRj3MAVBA2SAcjr9nOT8S+ztxybB8x5Bicjd5fjuPuMrPewSZFIrm8gjn9WZAYWk7HIZ1HaT5Hiuvcu6adN+d42ywfOOB4HP4/HN32lpksfDcQ27dvaDGjqQh7fHw68eKuZDpt09y3D4en2T4NgLzjFskccOGnsYXskWMgoFgI7AFIBAA0D7UHJ/s9cy5LP1J6mdK73nt3zrAcPbGSYzO3Zhe6je5hd5rKeWFVjmaMxqQ3b3APpvYGub9Pus3MstzHpRxa651Pd397z7mdjnbD1kMz2NoLz0I5Yx8SomoNbA/q+Tvz9W8T4RxThOIXAcJ4rieP46NjIlpjbOK1hDH3YJGANnQ2dbNYtl094Ni+UXvNbDhODtOR5Fey7y8GOhjvbhfHh5lUOw+EeCdePwGg+aPtQc+698P6sW/AOkl3eXN11M4+qcdWTtMONyGPnM1648eBJaMoPv8AEF9qkHQTq3z7n3RLn3X6+t72X9JXOTveM4O4G1t7WytxEkSqvnb3EM/d5Oy1fRN1isdNf2mWuMfazXtgJFtbiSJTLAJAA/Y5G17goB0RvQqzisXi8HYR4rD4y0sbOMu0cFvEsSKXcuxCqABtmYnQ8kk+9B8ncD5/y7Bcp6P5DHfaEn6lzdTywzuEljtClshtWne8tVgjV7aOF0VGVyd94B0f2dd9sHqtzXg/VO9sMXynnOPxdjwBcpCnHZLRYIMk+Qa3huL0XHg2/c0auV2QNH2BI+quNdMenHEMpeZ3ifT/AIvhMlf7+83mPxcNvPPs7IeRFDNs+Ts+T5rIynBeI8gvLy9zvFsRfXF/jnw91NdWaStPYu3c1u7MCTEWJPYfh351ug5pzzlHL+McY6VS5rOW1tmMjyPD2XIZrV1EFwz20puVB9vTaRdj28AarG+07yXOY7hfF5ONcsv8Gma5ng8Rc5DH3CJKLS5uRHMVdgyjan9oggaBrqWd6dcA5NgLfinKuH4LLYW09Mw467sI57aMxqVjKxuCqlQSBoeAfFY+S6a9Osrxa14RkeB4C741ZdgtsTNj4nsoez9jsgK9i9vnWl8bOveg5d9nnmHJ8nzLqV08yXNJuaYjheSsrfGcgufS9WY3FuZJrWWSFVjleBgAWCg/GAfI0N11j5JmuQ9E8tnuivP8BDfXEkMVnlYcpbCCQi5SOWGK5fviSZvjiUsCBIQCAfbonGuLcb4fi48Jxbj+NwuOi2Y7XH2yW8K79yI0AXZ+fisAdP8Ap5FxeTgqcH48vHJu/vw64uD7k/e/e24O3sO3JY+P2vPvQcZ4d1LvMz9lDnvK8Lyvk1zmOM4/kNrJc54WxyFjkbWGRvSMluqxS+ke3tkUHuGiTvYGv+xf1F5r1TscryTqNyy5Odx9nj8b/RlwEWztzbpJHfybAM0l1syiQfAFIUDe9d8sOGcQxXGJOG4fiOFssDLBLbSYq3sYo7QwyAiRDEoCEMGIII0dne6t43hPEMRk4s7iuL4ezyUGOjxEV3bWcccyWMZBS2DquxEpUaTfaNeBQSEziMlUcA78jVeHuV1vfeT7/SrPaZGPqFmUew3oVehhifwI9a/Ee1B5NyPATRLfT2qu7ge6ePpur8VqrdxSNQB8z481QERsAwBP4UCO2ZtFZlTfy0f99emhjhb45WJ+o8f4VVWDnbKG8+wFXHjVSG9Mbb6+1BYEayt5bf5+ayouxB8AP76rEpHxEgfzqomKEj4fy17UHsyeNA9p+oqiCJv2tk/X3qiyr/WSvQnCjwijfz7hQelCxt3q6gigCO3hm/hvzVl51Y67xv8AGvLEyHauo/lQX3ji/ZIOz+6rTx9g0D279vnVrvIBBU617n514Z3KaKnQ9iAKD1J3qh/X7P02RWKzKDuSTyPkp2atSyTOCFIAH1bzWvkfe2HqEj5Gg2wvkPwDa/6RrzNfoi/EysR7EKCajz3kjE9qSAL7nVY4u5i7a2d+PfxQbSbKp8RbW/ke3yKwGzI8hJ2dj/W9tVgyyTyt2tGuj7lSTWPcyRRnTCTuA8ewH8vNBsFvzJ8LuVP5/wC+nqhhoSd37xWglnnkbsiRB/pMxA/mK9QXk6AxEoh9vHndBv0uGjcLtRsfJxVJLt2b0/QY/j5rVBy+mWNC4912wJ/dWSl3JCQRBGo+fgnz+dBk98yqXWFtfUkn+/xVua9uWKj0x48bGgKxJLlpO9ggKg+TskCvJuwFOpvhA2e1dj+NBkrcNsh2CEe+m0T/AAq7HfzrpbefWvkRv+eq1yZazkjIVFIHv8fndUXJRllQRdoHzOv7zQbSSeSUtJMe5te/t/dVuK+AXsB7fPlW2Tr99Y5vLjyyxKUH00avGaCde/0gD7EFO3/dQZgyNsSIzo+P7Oq9ve2Yj+JG18mDeK1UkjRt6rRKEHsO4kmguRMQ/phgP6rn4RQbFZ7JgTGQzEfTdehcSxgM5btHt4/7q1M8wJ0kaK2/Ol2KGYgdgcdwHntXQ/voNoZZZnDxuy/mD5qhnU7R2LuPkPI1WCkx8d0ry/TSb1++smOP4g5dhs+43sfxoLyLOVLxoBrzrxr++qRyhyQQO/XkBh/vr2T6knpSIG+nkeRV+DGwhmEbH8m+X76DD9SWNyTEzD8vI/fV+Jw4JPfo/wAKvSRxwx7a4TXzPdoj99eoMbfXKh7a2uZV/aLdpC/xPj+dAj0qb2Qd+R481e7o4iGCto/j4/lVqZ7e1URSSwyT712RuW7fzYeN/kTV9pR2oO1F2Pqd0GTHLEy7LhPwI81RLmAAqXHg/wBnzVmGZhsdpPz9tfzq7EbZgfVJjY+fIoPTTh/hiYduvc+9ekkZV13MfxWq29vc3oKWMLzgHRdN6B/P2FbG24zkDE33pYIFJ95H7j/L/fQa55woHYW7/wASSP7q8rEWPqS9kf8ApE/4VsGxuCsT23Wdd2HusCBiD9PAYirq5HA2yhLXFTXJX+tJof3/AO6g1S2bXEhjs5mmb5ro6J/cKux8azdw4UWvooPO3dQP7yf5Vsjyq+j+GKxghT5Dyx/loVhtyDNTOe67dFPySNRr9+t0GwteFEANdX5H1EWx/M1shxrGKApuZ/HjzIP91RG4c3UnfLfXLH5hpm0P3VZ1APZX/l/uoNmqEqFZlI+Xn/ur2SE/YI/Ha+axZF9PS7JJ9hqsiGG+c7gt3I+nev8AvoK9z6+Xnz5GqqBKT+1717azzgA9PHM2/ceqmv5mvUNhlXUmay9LX/rFP9xoLTRj5oTo/I6p2gaZiQo+Ted1aupmtZhDLF2bPuSDv+FXRLDIU2ux+f8A3UHtGtiCY1Qt9AdUaeKMgOSfwLVdki9ligUb9m2P91Y9zYTsQ241bX7Wt0F83MEqlUC/kxNWhdrG2miHd/4/GvMdgzgK7u35NoVfW3MbEKPb6mg897uvcNb+g+dIWcnTAr+Y3V+NHBLbJ/LWq9EMW7j3H99BWOO4bejpR89GrUqyqSCd7+dXvUDjsVtURGB07nX4UGKIVYadiW348157VHhtbH91ZsvoqQxd1P5DVW2eNvHnf1AoMQkKdx7/ADoXYgj3/fV0xBySe4kew34qq2sj+y6+vmgxCJjsBY2P/j8KLFO2+4gf6O91lpGpLKD5HvsbrwwRX0zjZ9hoigxzaXCn1Co7fp868vCPHbG/n3/+dXpGMfzJ37ea8jYIDntJ8jRoLJjSMAP2BvlrdekUsPik3+4V6ZAx3vZ/GvLwdw7W0QaD2Y1J7ZE9vY+/91ekaOMEjXvr6GrDRBAAZPwA1XqAdxKK4H1oMn7wN615H0qjSqx8p7+3sKxnMkbE72v0Nelk9UeBofnugyElA+AlVPy3717EjL/yhNYmxvtLa3+Hmr8cbOQqn+JoKi4XYUsq6+pq4lwVXagFf7QIrxJ93jbtlHn6gV5aSNBo92j8hQXRcIvuo/MirbTL3E7B/JjWLLdwqCEOgfb3rwso7+weS3yHg0F+aVP2lGt++vNJGWMbEn4+R5rHmSaNtyR+Pl7GvB+KTuZyCBvQFBeEx7O/fxH6g7r13FYzIJFB/HRNY7XLBSjRoFPju7dmrMt3DbLuUsAfbx7/AMKC7JMj+SWcD3171ZeSIbcKANe/cavW+NvskBNZ2TyIfmJFH95FZo4jlmbbS2yfQGRif5L/AI0Gkl0V7g6AfQA7NYbbYn01K69wfY/zqTS8PyoRijWjn6B2BP79VHppkx1ybS/hME+t6b4v5qSP50GBPNtT+rPcD8j4q26rNFpx7j+oNVm/ebI6YTKwYn/kz/jXpFS92LaQMV8aIP8AjQaK4tSU7U7lOvBI3WBcCQRqDE4dT7qNb/fU1m49eRWRyFxEEhQbMhIGh+AGzWmmtlf4wSPp59xQaZp0V/iR0YDzptkn6+KoJp+7sindVPkhx5rLmxUbnu+nyAAP/fXtY/TUJEQDvzugwnEiaIkLd/vtv9y16iSZV8xr2H3AINbKKxkcNIxjdvrogj/fVyzsZBIe5lAPyHj+4UGsWyjnkURqIlHuT4H8APNXJomjJW3LM3sNjW62osu1u1Ihr5ndXksvT16Ma97e5IHn953QaFpb6L4VtQInHkBP+8VZM8xkWFk7R778bP4A+alAxULoVk3ttkefasVMckW9P5+uvNBoy09ypV9AD5BviI/hXmGFoP8ANWcjAnW2B/8AlW8lBRjHohwPO9GraW0kqb9Ua/FaDXmZ+4R3NuVU+wXxXqBLlHZ4TqP5qW0azvucoIMbh2HyYeK8iFpZCsjMfwXQFB5YNKwVNxKw8nft/OsmCxuGHanrXLE+BGhJH47A8V5js3Y7VAqD2JbZrLgtkG1Vh59xo+TQZMOOkHatzfWVuh+clwHff07U2RV+VcRZ6SW/u7xf7Fvb+mp/Au+zr8hWOtvNEB6IB/I6p6U0hPrAtrzomg2CZtYNNjcNZW668tIpmcH8zr+41jX93kclH6V9fyzRk7KkBVH7hXh7QqBKsYXfv5r1FCWkBlTW/bTboLC2Srv0/wBnWtB/B/h7VmQ2cbDseUoPr2lv8auAopKt8vn/APKvDXFvB8Ukul+ZIJoL9tY4+ME3RupfPtHqNSPx8k/zrYQ5Gyt0Ax+PsYZR7NIDI38To1qbO7usgSmKsZJxvWwyJv8AiRWxXinILzXrSWVoPfyWlYfuAA/nQXJ81lWXRu+0D/mwFH8vNY087yqS0zNv9oFyw/mTW2teC2+h9+ylzMR7rEFjX+4n+dba24zg7XRTHxuR/Wl/WH/rb1QQxCtywitojK/yWJNn+VZ8OBy9wQEtDDGfcysF/l71MJ5baxi73+BB7BR/uqPZLK3N6xijYRwa9133N+dBr5cRb2Tk3eURiv8AyUA7m/Inxr99YYtJZdtCjKAfYkb1+6szH4u4yMxjtVCQqfikYD3/AC3upFZ8bsLbzN3XDe/6z9kfkKCKR4bIXLBbK3kk86LH4APzJ/wrL/oXmD5N7ajfnXYx1U2VVUaUAAewHyqtB//Z"/></p>
<h2>Digital Slot Evolution: From Mechanical Reels to Virtual Spins</h2>
<p>The transformation of slot machines from purely mechanical devices to complex digital platforms marks a significant chapter in gaming history. Early one-armed bandits relied on physical reels and springs, limiting symbol combinations and payout structures. The advent of random number generators (RNGs) revolutionized the industry, enabling the virtual spins that define modern slot machines. This <strong>digital slot evolution</strong> allowed for intricate themes, multiple paylines, and bonus features impossible with physical parts. Today, players engage with sophisticated software that simulates spinning reels through animated graphics and sound effects. <em>The shift to software-based outcomes increased both game variety and the potential for progressive jackpots.</em> Understanding this transition from mechanical limits to <strong>virtual spins</strong> provides context for the diverse online gaming landscape available today.</p>
<h3>Milestones in the Transformation of Classic Fruit Machines</h3>
<p>The journey of slot machines from clunky mechanical reels to today&#8217;s slick virtual spins is a wild ride through tech history. Early Liberty Bell machines relied on actual spinning metal hoops and a hand-pulled lever, limiting symbols and payouts. Then came electric RNG systems, swapping gears for circuits and allowing flashier games. Now, <strong>online slot mechanics</strong> dominate, offering immersive video themes, cascading reels, and massive progressive jackpots.</p>
<ul>
<li><strong>Mechanical Era:</strong> Physical springs and stops, small payout tables.</li>
<li><strong>Video Transition:</strong> Microprocessors enabled bonus rounds and <mark>megaways</mark>.</li>
<li><strong>Virtual Age:</strong> Mobile-first designs with instant spins and gamification.</li>
</ul>
<p>Today, you get the same thrill without the noise or maintenance—just pure digital chaos on your screen.</p>
<h3>How RNGs &#038; Algorithms Shape Fair Play Today</h3>
<p>The chime of coins hitting metal was the original heartbeat of the slot machine, a mechanical marvel of spinning reels and stopping cogs. Today, that heartbeat has become a digital pulse, where complex random number generators dictate the outcome of a single, silent click. We journeyed from the Liberty Bell&#8217;s iconic three-reel constraint to the boundless canvas of video animation, where themes leap from ancient myths to blockbuster films. This shift <strong>defines the modern iGaming landscape</strong> as developers replaced physical springs with immersive software, enabling cascading reels and interactive bonus features that would have been impossible in a purely mechanical age.</p>
<h2>Top Platforms for Spinning Reels: A 2025 Perspective</h2>
<p>By 2025, the competitive landscape for spinning reels is dominated by platforms that seamlessly blend cutting-edge technology with player-centric design. <strong>Leading online slots aggregators</strong> like Pragmatic Play and NetEnt continue to set the standard, offering superior RTP metrics and immersive, high-definition graphics that elevate user engagement. However, the true game-changer is the rise of dedicated low-latency live reel services, which deliver instant spin responsiveness—a critical factor for retention. For the discerning player, the best platforms now prioritize transparent payout data and dynamic bonus ecosystems, ensuring that every session feels both fair and electrifying. <strong>Trusted, licensed operators</strong> who integrate these top-tier features are unequivocally the only choices for serious spinners in 2025.</p>
<h3>Licensed Casinos vs. Unregulated Sites: What to Watch For</h3>
<p>In 2025, the landscape for spinning reels is dominated by platforms that prioritize seamless mobile experiences and massive jackpot potential. <strong>Best social casino slot games</strong> remain the backbone, with sites like Stake.us and Chumba Casino leading through frequent promotions and unique &#8222;sweeps&#8220; mechanics. For pure reel-spinning variety, platforms such as DuckyLuck and High 5 Casino have expanded their libraries to include exclusive Megaways titles and progressive bonuses. Key features to look for include:</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="pokies online" 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"/></p>
<ul>
<li>Instant, no-download browser play</li>
<li>Daily login bonuses and leaderboard challenges</li>
<li>Cryptocurrency deposit options for faster payouts</li>
</ul>
<p>Whether you&#8217;re chasing big wins or casual spins, these hubs now combine VR elements for immersion while keeping the classic reel feel intact. Always check licensing and read terms for wagering requirements before diving in.</p>
<h3>Mobile-Optimized Hubs for On-the-Go Play</h3>
<p>For 2025, spinning reels have moved beyond basic entertainment into slick, feature-packed ecosystems. Industry leaders like <strong>Spinify Pro</strong> and <strong>ReelRush 360</strong> dominate with hyper-responsive touch controls and real-time win animations, while newer entrants like LoopVault offer quirky themed mechanics. The shift toward mobile-first design and blockchain-powered transparency means you can now snag verified spins on decentralized hubs within seconds. If you’re into fresh, high-speed action without clunky interfaces, these platforms are your best bet for seamless gameplay.</p>
<h2>Game Mechanics That Keep Players Engaged</h2>
<p>Game mechanics are the invisible architects of addiction, transforming simple digital interactions into compelling experiences. <strong>Game mechanics that keep players engaged</strong> thrive on a cycle of mastery and reward, where clear, achievable goals create a constant sense of progression. The core <a href="https://gaibrodtmann.com.au/">payid online pokies australia</a> loop of a satisfying challenge, immediate feedback, and an escalating reward system – be it a new skill, a narrative reveal, or cosmetic loot – triggers a powerful neurological response. This system leverages variable rewards, like the unpredictable loot drop in an RPG, which is far more captivating than a predictable one. Furthermore, mechanics like &#8222;flow state&#8220; difficulty scaling ensure players are neither bored nor frustrated, while social features such as leaderboards or co-op objectives tap into our innate desire for competition and collaboration. Ultimately, the most successful games create a frictionless loop where effort feels intrinsically rewarding, compelling players to chase the next milestone without conscious thought. This well-crafted cycle of action and reaction is precisely what separates a passing pastime from an unforgettable, return-worthy journey.</p>
<h3>Volatility, RTP, and Hit Frequency Explained</h3>
<p>Effective game mechanics create a cycle of challenge and reward that sustains player interest. The core loop, including actions like gathering resources or completing quests, must offer immediate feedback and a clear sense of progression. <strong>Progression systems are critical for player retention</strong>, as they provide tangible goals through leveling, skill unlocks, or new equipment. To maintain engagement, introduce variable rewards to trigger anticipation, and use difficulty curves that ramp up steadily without causing frustration. <em>Always balance intrinsic motivation, like mastery, with extrinsic rewards to avoid player burnout.</em> Key structures include:</p>
<ul>
<li><strong>Feedback Loops:</strong> Visual and audio cues for every action (e.g., damage numbers, haptic pulses).</li>
<li><strong>Loss Aversion:</strong> Mechanics like &#8222;save progress&#8220; checkpoints or limited resources that encourage careful play.</li>
<li><strong>Emergent Choices:</strong> Systems that let players combine mechanics creatively, promoting replayability.</li>
</ul>
<h3>Bonus Rounds, Free Spins, and Progressive Jackpots</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="pokies online" 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"/></p>
<p>Game mechanics that keep players engaged often hinge on creating a satisfying cycle of challenge and reward. <strong>A core loop of meaningful progression</strong> is essential. For instance, an RPG might constantly dangle a slightly better sword or a new skill just out of reach, while a puzzle game offers the dopamine hit of a solved challenge. These are often paired with:
</p>
<ul>
<li><strong>Variable rewards</strong> – You never know if the next chest holds trash or a legendary item.</li>
<li><strong>Clear goals and feedback</strong> – Getting an instant XP pop-up for defeating a goblin feels good.</li>
<li><strong>Emergent complexity</strong> – When simple rules (like placing blocks in *Tetris*) allow for creative strategies, the game stays fresh.</li>
</ul>
<p>Ultimately, the trick is to balance difficulty so players feel skilled, not frustrated, keeping them coming back for &#8222;one more turn.&#8220;</p>
<h2>Themed Slot Variations: Beyond Classic Cherries and Bars</h2>
<p>Themed slot variations have completely transformed the online casino floor, leaving classic cherries and bars in the digital dust. Today’s games immerse you in wild adventures, from ancient Egyptian tombs and pirate-infested seas to blockbuster movies and fantasy realms. These <strong>themed online slots</strong> aren’t just about spinning; they weave stories with cinematic graphics, interactive bonus rounds, and character-driven features that keep you engaged for hours. Whether you are hunting for treasure with an explorer or battling mythical dragons, each spin feels like a new chapter. This evolution makes gaming more exciting and accessible, proving that <strong>modern slot machine design</strong> has moved far beyond simple fruit symbols. The result? A playground of endless variety, where every theme offers a fresh reason to play.</p>
<h3>Pop Culture, Adventure, and Fantasy Motifs</h3>
<p>Modern slot design has exploded beyond classic fruit symbols, offering immersive themed variations that tap into players&#8216; interests. <strong>Thematic slot diversity is the key to sustained player engagement</strong>. Today, you can spin through ancient Egyptian tombs, mythical Norse realms, or blockbuster movie franchises, each with custom soundtracks and symbols. *The most effective themes align gameplay mechanics with the narrative, such as cascading reels in a jungle adventure.* Popular genres include:</p>
<ul>
<li><strong>Mythology &#038; History</strong> (Greece, Egypt, Vikings)</li>
<li><strong>Fantasy &#038; Sci-Fi</strong> (dragons, space operas)</li>
<li><strong>Licensed Media</strong> (TV shows, films, bands)</li>
</ul>
<p>These variations replace boring bars with branded characters and unique bonus rounds, keeping the experience fresh and profitable for operators.</p>
<h3>Megaways and Cluster Pays Mechanics</h3>
<p>Modern slot games have vaulted far beyond the classic cherries and bars, immersing players in rich, cinematic worlds. Today, you can spin through ancient Egyptian tombs, battle in fantasy realms, or dive into the deep ocean. <strong>Immersive slot mechanics</strong> now feature complex storylines, cascading reels, and interactive bonus rounds that transform each spin into a mini-adventure. For example, a Viking raid theme might include a “raid multiplier” meter, while a space-opera slot offers a “warp drive” respin feature. These variations keep gameplay fresh, offering layers of surprise that static fruits simply cannot match.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="pokies online" 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"/></p>
<p><strong>What makes themed slots different from classic ones?</strong> Themed slots use narrative, characters, and advanced algorithms to create unique experiences—like a “treasure hunt” bonus round—rather than relying solely on matching basic symbols.</p>
<h2>Bankroll Strategies for Casual and High-Stakes Players</h2>
<p>Effective <strong>bankroll management</strong> is the non-negotiable bedrock of sustainable poker success, but the approach differs starkly between casual and high-stakes players. For the casual player, a strict rule of never risking more than 5% of your total bankroll in a single cash game session is paramount. This ensures you can absorb inevitable downswings without financial distress, preserving the game&#8217;s leisure value. Conversely, high-stakes players operate on a razor-thin edge, often playing with less than 100 buy-ins for their chosen game. Their strategy relies on elite skill, psychological resilience, and meticulously calculated variance thresholds. While the casual player builds a safety net of savings, the high-stakes professional builds a weaponized stack of aggressive capital. Both must rigorously track wins and losses, but the stakes dictate the tightrope&#8217;s width: one walks for fun, the other for a living. Ignoring these fundamentals is the fastest route to the rail.</p>
<h3>Setting Limits and Choosing Bet Sizes Wisely</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="pokies online" 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"/></p>
<p><strong>Bankroll management is the cornerstone of sustainable play for any gambler.</strong> Casual players should adopt a strict loss limit, risking no more than 1-2% of their total bankroll per session to avoid significant financial impact, and they often benefit from flat betting to extend their entertainment. High-stakes players, in contrast, utilize a structured tiered approach, dividing their larger capital into units and adjusting wager sizes based on game variance and edge. <strong>Proper unit sizing remains critical for long-term survival.</strong> While casuals prioritize time-on-bank, high-stakes professionals focus on capital preservation against swings. <strong>Emotional discipline is non-negotiable at both levels.</strong></p>
<h3>Using Demo Modes to Test New Titles</h3>
<p>For casual players, a <strong>flat betting strategy</strong> is essential, wagering a consistent, small percentage of your total bankroll on each game to ensure longevity and reduce variance. In contrast, high-stakes players often employ a dynamic, percentage-based system, scaling bets up or down based on perceived edge or confidence. </p>
<blockquote><p>Bankroll management is the only skill that guarantees you stay in the game long enough to win.</p></blockquote>
<p> While casuals prioritize survival, high-stakes operators focus on maximizing returns through selective aggression and strict loss limits. The core difference lies in risk appetite, but both camps must avoid chasing losses or overextending, as discipline separates profitable players from busts.</p>
<h2>Payment Methods Tailored for Reel Fans</h2>
<p>For true <strong>reel fans</strong>, the spin doesn&#8217;t stop for outdated transaction hassles. Our digital currency vaults offer instant, feeless deposits for crypto-savvy players, while dedicated e-wallet solutions like Skrill and NetEnt give you one-click compatibility with your favorite studio titles. Need rapid access to your winnings? Our integrated Pay-by-Phone feature lets you top up seamlessly via your mobile bill, ensuring zero downtime between reels. From flexible prepaid vouchers for privacy-focused gamers to lightning-fast bank transfers for high-stakes shot-callers, every pathway is engineered for speed and zero friction. It&#8217;s all about keeping the action fluid, the load times nil, and your bankroll exactly where it should be—spinning in the spotlight.</p>
<h3>E-Wallets, Crypto, and Instant Bank Transfers</h3>
<p>For reel fans, the best payment methods are those that match your scrolling speed and impulse buys. You don&#8217;t want to hunt for your wallet while a limited-edition mask goes out of stock. That’s why **one-click checkout options** are a lifesaver. Digital wallets like Apple Pay, Google Pay, or PayPal are perfect for a quick tap, and many fan stores now accept crypto for that extra edge of privacy. Here’s what to look for:</p>
<ul>
<li>Speed – Payment clears in under 5 seconds.</li>
<li>Security – Two-factor authentication (2FA) for peace of mind.</li>
<li>Flexibility – Split payments or buy-now-pay-later (BNPL) like Klarna.</li>
</ul>
<p>Whether you’re snagging a signed poster or a digital collectible, these tailored methods keep the vibe fast, safe, and frustration-free.</p>
<h3>Withdrawal Speeds and Transaction Fees</h3>
<p>Reel fans demand speed and flexibility, and our payment ecosystem delivers exactly that. We’ve optimized for rapid, secure transactions so you never miss a beat while streaming or cashing out on your favorite content. Choose from cryptocurrency wallets like Bitcoin and Ethereum for near-instant deposits, or use traditional debit cards for straightforward purchases. <strong>Streamlined payment solutions for reel fans</strong> also include digital wallets like PayPal and Apple Pay, ensuring your financial data stays protected with bank-grade encryption.</p>
<ul>
<li><strong>Crypto:</strong> Low fees, anonymous, and 24/7 processing.</li>
<li><strong>Debit/Credit:</strong> Immediate approval with fraud monitoring.</li>
<li><strong>Digital Wallets:</strong> One-click checkout linked to your account.</li>
</ul>
<p><strong>Q: Do you charge extra fees?</strong> No—we absorb all transaction costs to keep your earnings intact. <strong>Q: Can I switch methods mid-payout?</strong> Yes, within your dashboard settings at any time.</p>
<h2>Legal Landscape and Fairness Certifications</h2>
<p>The current legal landscape around fairness certifications is a patchwork, making it tricky for businesses to stay ahead. While the EU&#8217;s AI Act sets a bold precedent for high-risk systems, most regions lack such concrete rules, leaving companies to navigate a confusing mix of voluntary frameworks and sector-specific laws. This is where a focus on <strong>AI fairness and compliance</strong> becomes vital. Certifications like the IEEE 7010 or initiatives from the World Economic Forum offer a way to signal trust and ethics to users, though they aren&#8217;t legally binding. For any tech firm, aiming for these badges is smart—not just for avoiding future lawsuits, but because consumers increasingly vote with their wallets, demanding transparency in the black box of algorithms.</p>
<h3>Regulatory Bodies and Their Seals of Approval</h3>
<p>The legal landscape for AI ethics is rapidly evolving, with governments worldwide introducing mandates for transparency and accountability, such as the EU AI Act. This regulatory shift directly propels the demand for <strong>fairness certifications in algorithmic systems</strong>. These certifications, often audited by third parties, serve as a critical bridge between complex legislation and public trust. They verify that models are free from discriminatory bias, particularly in high-stakes areas like hiring and lending. Key components typically assessed include:
</p>
<ul>
<li>Disparate impact analysis across protected groups</li>
<li>Robustness of fairness constraints during training</li>
<li>Documentation of data provenance and preprocessing</li>
</ul>
<p>Without these formal seals, companies face legal liability and reputational risk in an increasingly scrutinized digital economy.</p>
<h3>Geo-Restricted Markets and VPN Considerations</h3>
<p>The legal landscape for ethical AI feels like a board game with shifting rules, where companies must navigate a patchwork of emerging regulations like the EU AI Act and local privacy laws. <strong>Navigating global AI compliance</strong> demands constant vigilance to avoid penalties. Fairness certifications, such as those from EqualAI or the IEEE, act as trusted stamps of approval, assuring stakeholders that algorithms are audited for bias and equity. <em>Yet a certification today might not shield you from tomorrow’s stricter mandate.</em> To stay ahead, firms often combine third-party audits with internal governance frameworks, turning legal uncertainty into a competitive advantage—one verified step at a time.</p>
<h2>Maximizing Promotions and VIP Perks</h2>
<p>Maximizing promotions and VIP perks requires a strategic approach to loyalty programs and spending habits. Enrolling in tiered rewards systems offered by airlines, hotels, or casinos allows you to accumulate points faster through targeted spending. <strong>Leveraging status match opportunities</strong> can instantly elevate your standing across different brands, unlocking benefits like priority boarding, room upgrades, or exclusive event access. Additionally, utilizing promotional bonus periods, such as double-point weekends or sign-up offers, accelerates progress toward elite tiers. Managing play or spend volume during designated windows helps secure personalized invitations from VIP hosts. Consistent engagement with a single brand often triggers <strong>unadvertised comps</strong>, including waived fees or complimentary suites. Ultimately, tracking expiration dates and combining promotions with partner benefits ensures long-term value without unnecessary expenditure.</p>
<h3>Welcome Bonuses Without Wager Traps</h3>
<p>To maximize promotions and VIP perks, you must actively engage with loyalty programs and time your spending around high-value bonus events. Focus on tier-qualifying activities like credit card sign-ups and hotel stays to unlock elite status, which grants room upgrades, late checkout, and lounge access. Combine this with targeted offers from affiliated partners to compound benefits. <strong>Strategic credit card portfolio management unlocks exponential luxury travel rewards</strong>.</p>
<ul>
<li>Track quarterly bonus categories and double-dip on overlapping promotions.</li>
<li>Prioritize loyalty status matches to instantly leapfrog tiers.</li>
<li>Utilize free night certificates and suite upgrade awards before expiration.</li>
</ul>
<blockquote><p>The true value of VIP status is not the perks themselves, but the preferential treatment and flexibility they afford during peak demand periods.</p></blockquote>
<h3>Loyalty Programs and Cashback Offers</h3>
<p>Effective promotion maximization requires strategic planning across multiple channels. <strong>Unlock exclusive VIP perks</strong> by combining loyalty program enrollment with targeted spending during bonus point events. Key tactics include: </p>
<ul>
<li>Monitoring tiered reward thresholds to time purchases for status upgrades</li>
<li>Stacking credit card offers with retail-specific cashback portals</li>
<li>Using price-match guarantees to claim difference refunds without losing points</li>
</ul>
<p>Avoid common pitfalls like expiring benefits or minimum spend miscalculations. Track quarterly promotions from preferred brands and set calendar reminders for registration deadlines, as many offers require opt-in. The most effective approach layers multiple incentives without exceeding budget limits. </p>
<h2>Responsible Play in the Digital Spin Environment</h2>
<p>In the digital spin environment, responsible play is a foundational principle for sustainable engagement. It involves setting strict personal limits on time and financial deposits before starting any session, ensuring that gaming remains a controlled form of entertainment rather than a compulsion. Platforms are increasingly required to integrate tools such as reality checks, cooling-off periods, and self-exclusion options to support user well-being. A key aspect of this framework is the promotion of <strong>responsible gambling</strong> education, which helps users recognize behavioral warning signs and the statistical nature of outcomes. Ultimately, maintaining a balanced approach where the activity is framed as a pastime, not a revenue source, is essential for mitigating potential harm in this high-speed digital context.</p>
<div style="text-align:center">
<iframe width="564" height="313" src="https://www.youtube.com/embed/PdVCMbdyY3Q" frameborder="0" alt="pokies online" allowfullscreen></iframe>
</div>
<h3>Tools for Self-Exclusion and Time Management</h3>
<p>Responsible play in the digital spin environment hinges on setting strict personal boundaries before engaging. Treat digital spins as entertainment with a fixed budget, not as a strategy to make money. <strong>Bankroll management is the cornerstone of safe gambling</strong>. Always pre-decide time limits and loss limits, and never chase losses by increasing stakes. Use the platform’s built-in tools like deposit caps and session timers to enforce discipline.</p>
<blockquote><p>The moment you feel you must recover a loss, the spin has already stopped being fun.</p></blockquote>
<p>Keep a log of your spins to maintain transparency with yourself. Recognizing the warning signs—such as lying about play time or spending beyond means—is critical. Responsible play protects both your finances and your mental well-being, ensuring the experience remains controlled and enjoyable.</p>
<h3>Recognizing Problematic Patterns Early</h3>
<p>Responsible play in the digital spin environment hinges on setting strict personal boundaries before engaging with any online slot or instant-win game. <strong>Effective bankroll management</strong> is non-negotiable for maintaining a healthy relationship with digital gaming. Players must predetermine a fixed loss limit and a strict time cap, treating any expenditure as entertainment cost rather than an investment. Never chase losses by increasing your bet size, as this disrupts the mathematical edge held by the platform. Instead, leverage built-in session timers and deposit restrictions provided by licensed operators. By committing to these control mechanisms, you transform the experience from a potential financial hazard into a deliberate, enjoyable pastime. Success in this environment comes from mastering your impulses, not from predicting outcomes.pokies online</p>
<p>Der Beitrag <a href="https://www.vespa-reifen.de/your-guide-to-playing-pokies-online-for-fun-and/">Your Guide to Playing Pokies Online for Fun and Wins</a> erschien zuerst auf <a href="https://www.vespa-reifen.de">Vespa Reifen &amp; Rollerreifen</a>.</p>
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		<item>
		<title>Базовые принципы цифровой идентификации пользователя</title>
		<link>https://www.vespa-reifen.de/bazovye-principy-cifrovoj-identifikacii-88/</link>
		
		<dc:creator><![CDATA[heiko]]></dc:creator>
		<pubDate>Tue, 12 May 2026 13:46:09 +0000</pubDate>
				<category><![CDATA[news2]]></category>
		<guid isPermaLink="false">https://www.vespa-reifen.de/?p=186794</guid>

					<description><![CDATA[<p>Базовые принципы цифровой идентификации пользователя Цифровая идентификация личности &#8212; является система механизмов а также признаков, с помощью которых система приложение, приложение а также онлайн-площадка распознают, какое лицо в точности выполняет вход в систему, подтверждает операцию а также получает возможность доступа к строго конкретным разделам. В реальной обычной среде личность устанавливается удостоверениями, внешностью, автографом или иными [&#8230;]</p>
<p>Der Beitrag <a href="https://www.vespa-reifen.de/bazovye-principy-cifrovoj-identifikacii-88/">Базовые принципы цифровой идентификации пользователя</a> erschien zuerst auf <a href="https://www.vespa-reifen.de">Vespa Reifen &amp; Rollerreifen</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h1>Базовые принципы цифровой идентификации пользователя</h1>
<p>Цифровая идентификация личности &mdash; является система механизмов а также признаков, с помощью которых система приложение, приложение а также онлайн-площадка распознают, какое лицо в точности выполняет вход в систему, подтверждает операцию а также получает возможность доступа к строго конкретным разделам. В реальной обычной среде личность устанавливается удостоверениями, внешностью, автографом или иными критериями. На уровне цифровой инфраструктуры рокс казино такую задачу берут на себя идентификаторы входа, защитные пароли, динамические коды, биометрические методы, устройства доступа, история действий входа и прочие дополнительные цифровые идентификаторы. Вне этой модели практически невозможно корректно разграничить разных пользователей, обезопасить частные материалы а также ограничить возможность входа к важным значимым областям профиля. Для пользователя осмысление базовых принципов онлайн- идентификации личности нужно не исключительно с позиции позиции зрения защиты, но еще с точки зрения существенно более осознанного использования возможностей онлайн-игровых площадок, программ, удаленных решений и иных объединенных личных аккаунтов.</p>
<p>На практической практике базовые принципы онлайн- идентификации пользователя становятся понятны в момент такой момент, когда сервис предлагает набрать учетный пароль, дополнительно подтвердить вход при помощи коду, пройти подтверждение по e-mail либо подтвердить отпечаток владельца. Такие процессы rox casino детально анализируются в том числе в разъясняющих материалах <a href="https://grand-hotel-kazan.ru/">rox casino</a>, внутри которых внимание делается именно на, ту мысль, что именно идентификация личности &mdash; это далеко не лишь формальность при получении доступа, а скорее базовый элемент электронной цифровой безопасности. Прежде всего эта система служит для того, чтобы разграничить законного владельца профиля от постороннего человека, понять масштаб доверительного отношения к активной авторизации а также выяснить, какие именно операции допустимо открыть без новой отдельной проверки. Чем надежнее а также безопаснее работает такая структура, настолько слабее уровень риска лишения входа, компрометации сведений и одновременно чужих изменений в пределах профиля.</p>
<h2>Что означает цифровая система идентификации</h2>
<p>Под термином цифровой идентификационной процедурой как правило рассматривают процедуру распознавания и закрепления личности пользователя в онлайн- системе. Необходимо понимать разницу между три сопутствующих, хотя далеко не тождественных механизмов. Идентификация казино рокс отвечает на вопрос, какое лицо фактически пробует запросить право доступа. Аутентификация проверяет, реально ли именно конкретный человек оказывается именно тем, кем кого в системе представляет. Авторизация устанавливает, какие именно функции этому участнику разрешены после надежного прохождения проверки. Указанные данные три компонента нередко функционируют в связке, однако закрывают неодинаковые роли.</p>
<p>Обычный случай строится достаточно просто: человек вводит адрес контактной почты аккаунта или имя пользователя аккаунта, и система распознает, какая именно реально учетная запись пользователя активируется. Далее она предлагает ввести пароль или второй способ подкрепления личности. После валидной процедуры проверки сервис решает уровень прав авторизации: имеется ли право сразу ли редактировать конфигурации, открывать архив действий, активировать другие устройства доступа либо подтверждать критичные операции. Таким случаем рокс казино сетевая идентификационная процедура выступает начальной стадией существенно более широкой схемы управления цифрового доступа.</p>
<h2>Почему онлайн- идентификация пользователя важна</h2>
<p>Современные учетные записи редко ограничиваются только одним действием. Такие аккаунты нередко способны содержать конфигурации профиля, сохранения, историю операций событий, переписки, перечень девайсов, облачные сведения, частные предпочтения а также служебные настройки безопасности. Если сервис не способна умеет корректно определять участника системы, вся указанная цифровая совокупность данных оказывается под риском доступа. Даже очень сильная безопасность приложения частично теряет значение, если механизмы входа и подтверждения личности реализованы некачественно или неустойчиво.</p>
<p>В случае владельца профиля значение онлайн- идентификации очень видно во таких сценариях, когда единый аккаунт rox casino задействуется на нескольких каналах доступа. К примеру, доступ часто может происходить при помощи персонального компьютера, телефона, дополнительного устройства либо игровой платформы. Если идентификационная модель определяет пользователя точно, доступ между точками входа синхронизируется стабильно, а подозрительные запросы входа замечаются оперативнее. А если же такая модель организована поверхностно, постороннее устройство, скомпрометированный код доступа либо ложная форма часто могут привести для лишению контроля над собственным аккаунтом.</p>
<h2>Основные элементы онлайн- идентификации личности</h2>
<p>На первоначальном начальном этапе цифровая система идентификации выстраивается на базе набора характеристик, которые помогают позволяют распознать отдельного казино рокс владельца аккаунта по сравнению с следующего владельца профиля. Наиболее привычный элемент &mdash; учетное имя. Это способен быть быть контактный адрес контактной почты, контактный номер телефона, имя профиля аккаунта или даже внутренне присвоенный технический идентификатор. Второй этап &mdash; фактор проверки. Чаще всего всего применяется код доступа, но сегодня всё регулярнее поверх него нему добавляются разовые пароли, оповещения внутри программе, материальные идентификаторы и вместе с этим биометрические данные.</p>
<p>Кроме очевидных параметров, сервисы часто учитывают также вспомогательные факторы. Среди них относятся аппарат, используемый браузер, IP-адрес, регион входа, характерное время сеанса, тип подключения и модель рокс казино поведения в рамках аккаунта. Если доступ происходит на стороне неизвестного девайса, или с нехарактерного географического пункта, система может дополнительно запросить повторное подтверждение. Такой сценарий не всегда понятен пользователю, хотя прежде всего такая логика дает возможность выстроить лучше гибкую и одновременно гибкую систему онлайн- идентификации пользователя.</p>
<h2>Идентификационные данные, которые на практике используются чаще всего на практике</h2>
<p>Самым типичным идентификационным элементом считается личная электронная электронная почта. Эта почта практична потому, поскольку она в одном сценарии используется каналом обратной связи, возврата входа и согласования ключевых действий. Номер мобильного пользователя аналогично довольно часто используется rox casino как часть элемент аккаунта, прежде всего на стороне телефонных платформах. В ряде части сервисах задействуется отдельное имя пользователя, которое можно удобно демонстрировать внешним участникам платформы платформы, при этом не передавая служебные маркеры аккаунта. Иногда сервис создаёт системный внутренний цифровой ID, такой ID обычно не показывается внешнем слое интерфейса, зато хранится в пределах системной базе данных как ключевой ключ пользователя.</p>
<p>Необходимо учитывать, что сам по себе взятый отдельно сам себе идентификационный признак еще не далеко не подтверждает подлинность владельца. Понимание чужой электронной личной почты профиля или даже имени аккаунта казино рокс еще не открывает окончательного права доступа, при условии, что процедура проверки подлинности реализована грамотно. По этой данной логике грамотная онлайн- идентификация всегда опирается далеко не на один единственный маркер, но на целое набор механизмов и разных процедур контроля. Насколько четче разделены уровни выявления кабинета и этапы подкрепления личности, тем заметнее сильнее защитная модель.</p>
<h2>Каким образом работает аутентификация в электронной среде</h2>
<p>Проверка подлинности &mdash; представляет собой процедура проверки корректности доступа уже после того этапа, когда после того как сервис определила, какой именно какой учетной учетной записью служба имеет дело дело. Традиционно с целью этой цели служил секретный пароль. При этом единственного секретного пароля сегодня часто недостаточно для защиты, ведь он может рокс казино оказаться перехвачен, перебран, украден через фишинговую страницу а также использован еще раз вслед за утечки базы данных. Именно поэтому современные цифровые сервисы все активнее смещаются в сторону двухэтапной либо мультифакторной проверке подлинности.</p>
<p>В рамках подобной схеме по итогам передачи имени пользователя и кода доступа нередко может потребоваться отдельное подтверждение через SMS, приложение-аутентификатор, push-уведомление либо же физический ключ доступа. Порой подтверждение осуществляется по биометрии: через отпечатку пальца пользователя либо анализу лица пользователя. Однако данной схеме биометрия часто применяется не исключительно как самостоятельная идентификация в полном самостоятельном rox casino формате, но в качестве инструмент активировать ранее доверенное аппарат, внутри котором уже заранее настроены другие инструменты входа. Такая схема формирует сценарий входа сразу удобной но при этом достаточно устойчивой.</p>
<h2>Место устройств внутри онлайн- идентификации</h2>
<p>Современные многие сервисы учитывают далеко не только только пароль а также код подтверждения, но еще и сразу само устройство доступа, при помощи которого казино рокс которого выполняется происходит вход. В случае, если прежде учетная запись использовался на одном и том же мобильном девайсе либо ПК, приложение способна рассматривать это оборудование подтвержденным. После этого в рамках повседневном доступе количество повторных проверок снижается. При этом если же попытка идет при использовании другого веб-обозревателя, нового аппарата а также вслед за сброса системы системы, сервис чаще требует повторное подтверждение.</p>
<p>Аналогичный подход дает возможность снизить шанс несанкционированного входа, даже в случае, если какой-то объем данных до этого стала доступна на стороне чужого участника. Для конкретного владельца аккаунта это говорит о том, что , что ранее используемое привычное основное девайс выступает звeном защитной архитектуры. Вместе с тем проверенные девайсы тоже предполагают аккуратности. Если авторизация произошел с использованием не своем компьютере доступа, при этом сессия так и не остановлена полностью, или если рокс казино если при этом телефон потерян без контроля без активной защиты блокировкой, онлайн- процедура идентификации теоретически может сыграть обратно против собственника кабинета, а не далеко не в данного пользователя защиту.</p>
<h2>Биометрические данные в роли средство подтверждения владельца</h2>
<p>Биометрическая цифровая идентификация строится вокруг физических или поведенческих цифровых характеристиках. Наиболее известные понятные решения &mdash; отпечаток пальца руки и анализ лица пользователя. В ряде некоторых системах используется голосовой профиль, геометрия кисти и даже индивидуальные особенности ввода текста на клавиатуре. Главное преимущество биометрических методов видно на уровне удобстве: не rox casino нужно держать в памяти длинные комбинации и каждый раз вручную набирать коды. Установление подлинности требует считаные моментов и часто интегрировано сразу в аппарат.</p>
<p>Вместе с тем данной модели биометрический фактор не выступает абсолютным ответом в условиях возможных ситуаций. Если пароль теоретически можно изменить, то вот образ отпечатка пальца пользователя а также скан лица обновить невозможно. По этой казино рокс указанной причине современные большинство современных системы как правило не строят архитектуру защиты только вокруг чисто одном биометрическом элементе. Гораздо устойчивее рассматривать биометрию в роли усиливающий компонент внутри более многоуровневой схемы онлайн- идентификационной защиты, в которой остаются резервные инструменты подтверждения, подтверждение с помощью аппарат и механизмы восстановления управления.</p>
<h2>Отличие между понятиями контролем личности и контролем правами доступа</h2>
<p>После тем, как после того как платформа идентифицировала и закрепила владельца аккаунта, включается дальнейший этап &mdash; контроль правами доступа. При этом в пределах одного аккаунта совсем не все операции одинаковы по рискованны. Просмотр базовой информации профиля и изменение методов получения обратно доступа требуют неодинакового объема подтверждения. По этой причине в рамках разных платформах базовый этап входа далеко не равен полное право к любые без исключения изменения. С целью обновления защитного пароля, деактивации защитных встроенных механизмов а также связывания свежего девайса могут запрашиваться усиленные подтверждения.</p>
<p>Аналогичный принцип в особенности нужен в больших электронных средах. Игрок может без ограничений открывать настройки и одновременно историю активности вслед за обычным нормального сеанса входа, а вот для задач согласования критичных действий система может попросить повторно указать секретный пароль, код или выполнить биометрическую повторную идентификацию. Такая модель позволяет разграничить регулярное использование по сравнению с особо значимых сценариев и одновременно сдерживает потенциальный вред в том числе на тех отдельных ситуациях, когда чужой доступ к активной сессии уже частично произошел.</p>
<h2>Пользовательский цифровой след и его поведенческие характеристики</h2>
<p>Современная онлайн- идентификационная модель всё активнее подкрепляется изучением индивидуального цифрового профиля действий. Система может брать в расчет привычные временные окна сеансов, типичные действия, логику действий внутри разделам, скорость реагирования и другие другие поведенческие маркеры. Этот механизм чаще всего не непосредственно служит как основной основной формат подтверждения личности, при этом дает возможность рассчитать вероятность того, что, будто действия совершает как раз законный владелец учетной записи, а не какой-либо не чужой внешнее лицо или машинный скрипт.</p>
<p>Если вдруг система обнаруживает резкое смещение поведенческой модели, система способна включить дополнительные проверочные меры. К примеру, потребовать новую аутентификацию, временно ограничить часть функций и отправить уведомление о нетипичном сценарии авторизации. С точки зрения обычного пользователя такие шаги нередко выглядят скрытыми, однако именно данные элементы собирают нынешний контур гибкой цифровой защиты. Насколько точнее платформа распознает характерное поведение аккаунта пользователя, настолько точнее сервис замечает подозрительные отклонения.</p>
<p>Der Beitrag <a href="https://www.vespa-reifen.de/bazovye-principy-cifrovoj-identifikacii-88/">Базовые принципы цифровой идентификации пользователя</a> erschien zuerst auf <a href="https://www.vespa-reifen.de">Vespa Reifen &amp; Rollerreifen</a>.</p>
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