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	<title>Дренажные системы для дорог &#8212; Актауская Дорожно-строительная Компания</title>
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	<description>Строительные и дорожные работы в Актау. Аренда спецтехники, производство щебня, качественное выполнение проектов.</description>
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		<title>Устройство дренажных систем под ключ &#8212; что входит в процесс</title>
		<link>https://adsk.kz/ustrojstvo-drenazhnix-sistem-pod-klyuch-chto-vxodit-v-protsess/</link>
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		<pubDate>Mon, 27 Jan 2025 04:24:17 +0000</pubDate>
				<category><![CDATA[Дренажные системы для дорог]]></category>
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					<description><![CDATA[При планировании реализации системы для отведения влаги, следует учитывать несколько этапов. В первую очередь, необходимо провести детальное обследование территории. Это позволит определить уровень грунтовых вод и выявить участки, подверженные подтоплению. Установка системы начнётся с разработки проекта, в котором учитываются все особенности участка и типы почвы. Вторым шагом будет выбор материалов. Важно подбирать элементы, которые отличаются [&#8230;]]]></description>
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alt="Устройство дренажных систем под ключ: что входит в процесс" title="Устройство дренажных систем под ключ - что входит в процесс" /></p>
<p><strong>При планировании реализации системы для отведения влаги, следует учитывать несколько этапов.</strong> В первую очередь, необходимо провести детальное обследование территории. Это позволит определить уровень грунтовых вод и выявить участки, подверженные подтоплению. Установка системы начнётся с разработки проекта, в котором учитываются все особенности участка и типы почвы.</p>
<p><em>Вторым шагом будет выбор материалов. Важно подбирать элементы, которые отличаются долговечностью и устойчивостью к внешним воздействиям.</em> На этом этапе рекомендуется использовать качественные трубы и фильтры, чтобы исключить засоры и налет, способствующие ненадлежащей работе системы.</p>
<p>Далее следует закладка элементов. Этот процесс включает в себя корректное размещение трубопроводов и дренажных коллекторов. <strong>Обеспечение необходимого угла наклона труб является залогом эффективного водоотведения.</strong> После установки, осуществляется проверка работоспособности системы, чтобы удостовериться в её безотказном функционировании.</p>
<p>Финальным этапом можно считать благоустройство территории. <em>Правильная укладка поверхности и озеленение помогут восстановить эстетический вид участка.</em> Такой подход гарантирует не только надлежащее функционирование, но и сохранение привлекательности внешнего вида сада или двора.</p>
<h2>Этапы проектирования дренажной системы</h2>
<p>Первый шаг включает анализ участка. Специалист изучает рельеф, уровень грунтовых вод и тип почвы. Эти факторы влияют на выбор решения и стратегию установки.</p>
<p>На следующем этапе происходит составление схемы. Определяются места расположения труб, колодцев и дополнительных элементов. Используются программные инструменты для визуализации и расчетов.</p>
<p>Затем выполняется подбор материалов. Выбор зависит от условий эксплуатации и бюджета. Качественные решения обеспечивают долгий срок службы и надежность.</p>
<p>После этого разрабатывается проектная документация. Составляются чертежи, спецификации и сметы. Это ключевой момент для согласования с заказчиком и получения разрешений.</p>
<p>Завершает процесс реализационный этап, включающий монтаж и наладку. Важно тщательно проверить все элементы на соответствие техническим требованиям и обеспечить их функционирование.</p>
<h2>Выбор материалов для дренажа: что учитывать</h2>
<p><img decoding="async" 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" alt="Выбор материалов для дренажа: что учитывать"></p>
<p>При выборе материала для работы с влагой следует обратить внимание на тип почвы. Для тяжелых и глинистых грунтов рекомендованы перфорированные трубы из поливинилхлорида (ПВХ), обладающие высокой прочностью и долговечностью.</p>
<p>Состояние окружающей среды также имеет значение. В районах с высоким уровнем кислотности лучше использовать изделия из полиэтилена, так как они устойчивы к коррозии. Для агрессивных сред подойдет стальная арматура, но ее следует хорошо защищать от ржавчины.</p>
<p>Ширина и диаметр каналов определяются исходя из объема ожидаемых осадков. Для средних и больших участков целесообразно использовать трубы диаметром 100-150 мм, а для мелких – 50-75 мм.</p>
<p>Материалы фильтрации также важны. Лучше применять геотекстиль, который предотвращает засорение искусственных труб и способствует дренированию. При этом стоит учитывать наличие песка или гравия в качестве заполнителя, поскольку они обеспечивают более эффективный отвод влаги.</p>
<p>Климатическая зона влияет на устойчивость выбранных компонентов. В регионах с частыми морозами необходимо учитывать температурные расширения материалов, чтобы избежать повреждений конструкций.</p>
<p>При планировании работы стоит рассмотреть возможность замены труб и компонентов в случае их износа, что может потребовать дополнительных затрат в будущем. Обратите внимание на производителя и его репутацию, чтобы гарантировать качество и надежность используемых компонентов.</p>
<h2>Монтаж дренажных элементов: как избежать ошибок</h2>
<p>Прежде всего, требуется четко определить уровень грунтовых вод. Это поможет корректно спроектировать толщину и уклон труб, минимизируя риск затопления.</p>
<ul>
<li><strong>Выбор материала</strong>: Используйте качественные пластиковые элементы и трубы, чтобы избежать коррозии и повреждений.</li>
<li><strong>Подготовка траншей</strong>: Глубина и ширина должны соответствовать выбранной конструкции. Делайте уклон не менее 1-2% для обеспечения стока воды.</li>
<li><strong>Фильтрация</strong>: Установите геотекстиль, чтобы предотвратить засорение системы и обеспечить длительный срок службы элементов.</li>
</ul>
<p>Перед установкой труб проверьте состояние грунта. Глинистые и песчаные почвы требуют различных подходов к монтажу.</p>
<ol>
<li><strong>Монтаж труб</strong>: Правильно укладывайте трубы, следите за их направлением и не допускайте изгибов.</li>
<li><strong>Заполнение траншей</strong>: Используйте щебень или гравий, заполняя до уровня земли. Это улучшит дренажные характеристики.</li>
<li><strong>Регулярная проверка</strong>: После монтажа следите за состоянием конструкции, проверяйте ее на наличие повреждений и засоров.</li>
</ol>
<p>Не забывайте о дренажных колодцах. Их установка поможет в обслуживании и чистке системы, что значительно увеличит срок эксплуатации.</p>
<ul>
<li><strong>Эстетика</strong>: Продумайте внешний вид территории после монтажа, оптимально скрыв конструкцию под растительностью или декоративными элементами.</li>
<li><strong>Соблюдение норм</strong>: Ознакомьтесь с местными строительными стандартами, чтобы избежать юридических проблем.</li>
</ul>
<p>Следуя этим рекомендациям, можно существенно снизить риск возникновения проблем и обеспечить бесперебойную работу водоотводящих составляющих.</p>
<h2>Обслуживание дренажной системы: профилактика и ремонт</h2>
<p>Регулярный осмотр элементов конструкции необходим каждые 6-12 месяцев. Обратить внимание на состояние труб, колодцев и фильтров. Наличие засоров или повреждений требует незамедлительной реакции для предотвращения серьезных проблем.</p>
<p>Профилактическая чистка проводится с использованием механических или химических средств. Для удаления накопившихся отложений в трубопроводах хорошо подходят специальные жидкие составы. Если проблема серьезная, применяют гидродинамическую очистку. Это эффективно и безопасно для материалов.</p>
<p>Проверка уровней фильтров или дренажных колодцев поможет избежать аварийных ситуаций. При обнаружении недостаточного уровня следует провести ремонтные работы, заменив элементы, которые вышли из строя. Качественные материалы смогут обеспечить долгий срок службы, поэтому стоит обратить на это внимание при замене.</p>
<p>Важно помнить о правилах эксплуатации. Запрещено засыпать грунтом или мусором выходные отверстия. Это может привести к проблемам в работе. Обновление и замена вытяжек повышают уровень надежности в системе. Рекомендовано делать это каждые 5-7 лет.</p>
<p>При повреждениях труб необходимо провести их замену. Устранение трещин и течей – это неотложные действия. Применение качественных герметиков сократит риск повторного появления проблемы. Ремонт осуществляется с использованием технологий, минимизирующих повреждения участка.</p>
<p>За счет своевременного обслуживания и диагностирования потенциальных проблем удастся продлить срок службы конструкции. Важно фиксировать все проведенные работы, чтобы составить базу для дальнейшего обслуживания и четкого понимания истории объекта.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Экологически чистые решения для дренажа дорог</title>
		<link>https://adsk.kz/ekologicheski-chistie-resheniya-dlya-drenazha-dorog/</link>
					<comments>https://adsk.kz/ekologicheski-chistie-resheniya-dlya-drenazha-dorog/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:24:16 +0000</pubDate>
				<category><![CDATA[Дренажные системы для дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/ekologicheski-chistie-resheniya-dlya-drenazha-dorog/</guid>

					<description><![CDATA[При создании систем водоотведения рекомендуется применять перфорированные трубы и колодцы, которые позволяют воде свободно проходить через грунт, минимизируя воздействие на окружающую среду. Эффективная дренажная система начинается с правильного выбора материалов. Использование геотекстиля предотвращает загрязнение воды, фильтруя осадки и отделяя их от дорожно-строительных материалов. Внедрение природных биофильтров, таких как растительные насаждения, может значительно улучшить качество воды. [&#8230;]]]></description>
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alt="Экологически чистые решения для дренажа дорог" title="Экологически чистые решения для дренажа дорог" /></p>
<p>При создании систем водоотведения рекомендуется применять перфорированные трубы и колодцы, которые позволяют воде свободно проходить через грунт, минимизируя воздействие на окружающую среду. Эффективная дренажная система начинается с правильного выбора материалов. Использование геотекстиля предотвращает загрязнение воды, фильтруя осадки и отделяя их от дорожно-строительных материалов.</p>
<p>Внедрение природных биофильтров, таких как растительные насаждения, может значительно улучшить качество воды. Эти фильтры задерживают не только песок и мелкие частицы, но и токсичные вещества. Выбор местных видов растений увеличивает устойчивость к засухе и требует меньших затрат на уход. Системы с растительностью создают дополнительные преимущества, включая увеличение биоразнообразия и улучшение эстетики местности.</p>
<p>Также важно уделять внимание геометрии конструкции. Наклон и форма дорожного покрытия влияют на направленность стока. Оптимально разработанный уклон поможет направить ливневые воды к специально очищенным зонам, что дополнительно снижает риск затоплений и эрозии. Правильные методы проектирования помогут избежать загрязнения водоемов и поддержать экосистемы региона.</p>
<h2>Преимущества биопоглотителей в системах дренажа</h2>
<p>Биопоглотители обеспечивают высокую степень очищения сточных вод благодаря использованию естественных процессов фильтрации и расщепления органических веществ микроорганизмами. Это позволяет значительно улучшить параметры качества подземных и поверхностных вод.</p>
<p>Использование биопоглотителей способствует эффективному контролю за токами, предотвращая их избыточное накопление в экосистеме. Это позволяет сохранить баланс в местной флоре и фауне, избегая вредных последствий от загрязнения.</p>
<p>Решения на базе биопоглотителей обладают высокой адаптивностью к различным погодным условиям и причинам, что делает их функциональными даже в регионах с изменчивым климатом. Системы могут работать вне зависимости от типологии почвы и других факторов, что упрощает их интеграцию.</p>
<p>К тому же, биопоглотители минимизируют потребность в дополнительном техническом обслуживании. Периодическая проверка и чистка обеспечивают долговечность конструкции без значительных эксплуатационных затрат.</p>
<p>Эти способы также способствуют увеличению биоразнообразия, так как создают условия для обитания различных видов живых организмов: насекомых, птиц и растений. Такой подход помогает не только очистить, но и восстановить природные экосистемы.</p>
<h2>Использование зеленых крыш для управления дождевыми стоками</h2>
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" alt="Использование зеленых крыш для управления дождевыми стоками"></p>
<p>Установка зеленых крыш может существенно снизить объем ливневых вод, которые попадают в канализацию. Ветви и листья растений задерживают осадки, позволяя им постепенно испаряться или впитываться в почву.</p>
<p><strong>Исследования показывают:</strong> такие конструкции способны уменьшить стоки до 50-90% в зависимости от климатических условий и типа используемых растений. Это создает меньшее давление на системы отвода воды, что важно в условиях интенсивного дождя.</p>
<p>Для оптимизации работы зеленых крыш рекомендуется применить <em>разнообразные виды растительности</em>. Многоуровневые экосистемы обеспечивают лучшие условия для задерживания влаги и улучшения качества воды, что также способствует поддержанию биологического Diversity.</p>
<p>Важно учитывать толщину субстрата. Оптимальная глубина составляет 10-20 см, что позволяет обеспечить достаточное количество влаги и питательных веществ для роста растений. <strong>Дренажные слои</strong> и системы контроля влаги должны быть предусмотрены для предотвращения накопления избыточной жидкости, что может повредить растительность.</p>
<p>Часто используется метод <em>агроревитализации</em>, который включает в себя подачу различных компостов и органических веществ, позволяющих улучшить структуру почвы и повысить её удерживающую способность. За счет этого повышается эффективность зеленых крыш в контроле дождевых вод.</p>
<p>Регулярное <strong>обслуживание</strong> также играет ключевую роль в поддержании их функциональности. Следует проводить регулярный уход за растениями, а также оценивать состояние дренажной системы.</p>
<h2>Роль перфорированных труб в экологии дренажных систем</h2>
<p>Перфорированные трубы играют ключевую роль в управлении водными потоками и предотвращении затоплений на территориях. Их применяют для сбора дождевой воды и управления подземными водами, что снижает риск размытия почвы и образования эрозии. Установка таких труб позволяет улучшить качество почвы и снизить уровень загрязнения водоемов.</p>
<p>Эти трубы позволяют более эффективно распределять влагу, что способствует повышению продуктивности сельского хозяйства и улучшению внешнего вида зеленых насаждений. Важным аспектом является возможность их повторного использования, что минимизирует отходы и уменьшает негативное воздействие на природу.</p>
<p>Перфорированные трубы поддерживают естественное гидрологическое равновесие, позволяя воде медленно просачиваться в почву и обеспечивая ее насыщение. Это снижает нагрузку на существующие системы водоотведения и предотвращает их повреждение. Отвод лишней влаги позволяет избежать затоплений и создает комфортные условия для пользователей территории.</p>
<p>В процессе эксплуатации перфорированных труб происходит фильтрация сточных вод, что приводит к самоочищению почвы и улучшению её состояния. К тому же такие сооружения имеют долгий срок службы, что уменьшает необходимость в частой замене и ремонте.</p>
<p>Применение перфорированных труб в комбинации с другими методами совершенствования систем отвода воды создает гармоничную сеть, обеспечивающую эффективность управления влагой. Их применение не только увеличивает надежность конструкций, но и способствует улучшению состояния окружающей среды, что важно для устойчивого развития регионов.</p>
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		<title>Особенности дренажа для дорог на склонах</title>
		<link>https://adsk.kz/osobennosti-drenazha-dlya-dorog-na-sklonax/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:24:15 +0000</pubDate>
				<category><![CDATA[Дренажные системы для дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/osobennosti-drenazha-dlya-dorog-na-sklonax/</guid>

					<description><![CDATA[Для обеспечения надежности инфраструктуры на уклонах применяется система водоотведения, способная минимизировать негативное воздействие осадков. Важно использовать специальные конструкторские решения и материалы, адаптированные к условиям местности. Убой воды вблизи проезжей части предотвращает размывание грунтов и ухудшение состояния покрытия. Рекомендуется применять подземные канавы и внести в проект дренажные трубопроводы, которые будут собирать лишнюю влагу и отводить её [&#8230;]]]></description>
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" alt="Особенности дренажа для дорог на склонах" title="Особенности дренажа для дорог на склонах" /></p>
<p>Для обеспечения надежности инфраструктуры на уклонах применяется система водоотведения, способная минимизировать негативное воздействие осадков. Важно использовать специальные конструкторские решения и материалы, адаптированные к условиям местности. Убой воды вблизи проезжей части предотвращает размывание грунтов и ухудшение состояния покрытия.</p>
<p><strong>Рекомендуется</strong> применять подземные канавы и внести в проект дренажные трубопроводы, которые будут собирать лишнюю влагу и отводить её в безопасные зоны. Выбор подходящих уклонов для канав и труб должен учитывать местные климатические условия и типы почвы, так как эти факторы влияют на скорость и направление стока.</p>
<p>Обеспечение правильного уклона проезжей части способствует направлению воды в заранее предусмотренные каналы. <strong>Важно</strong> также учитывать размещение растительности, которая может выступать в качестве естественного барьера и дополнительно удерживать влагу. Комплексный подход к проектированию позволит создать устойчивую к разрушениям инфраструктуру, защищенную от неблагоприятных погодных условий.</p>
<h2>Выбор материалов для дренажной системы на склонах</h2>
<p>При выборе компонентов для системы отвода влаги на наклонной местности рекомендуется применять геосетки. Они обеспечивают прочность и стабильность конструкции, предотвращая смещение грунта.</p>
<p><strong>Пластиковые трубы</strong> являются оптимальным вариантом для водоотведения. Их прочность, долговечность и устойчивость к химическим веществам делают их идеальными для создания коллекторов и водостоков.</p>
<p>Для фильтрации воды подойдут <strong>гравий и щебень</strong>. Используйте гравий с фракцией 5-20 мм, который эффективно задерживает частицы почвы, обеспечивая свободный поток воды без засоров.</p>
<p>Фильтры с <strong>геотекстилем</strong> помогут предотвратить загрязнение системы. Этот материал не допускает проникновения мелких частиц, сохраняя функциональность водоотводящей структуры.</p>
<p>Необходимо предусмотреть <strong>дренажные колодцы</strong> для сбора и контроля уровня жидкости. Они должны быть размещены на расстоянии 30-50 метров друг от друга для поддержания оптимальной работы системы.</p>
<p><em>Дополнительно</em>, для поверхности рекомендуется использовать <strong>дренажные маты</strong>, которые распределяют воду и уменьшают нагрузку на днище. Это предотвратит эрозию почвы и минимизирует размывание.</p>
<p>При проектировании важно учитывать климатические условия. В регионах с высокой влажностью целесообразно рассмотреть использование труб с увеличенной пропускной способностью.</p>
<h2>Проектирование наклонных дренажных каналов</h2>
<p><img decoding="async" 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AooooAKKKKACm06m0AB6Vmau9ylqos7FLuV5ANshAUf7RrQCrtOORWJa+HbewVUsbq6t9pBIEm4N9RUsaG20d/Y2Y+yWnmxhCxjnlCzNIzktkgbO9VTdt/a7fZ5/Ludp81JJXaONlUDaU4+XnO+tcWWoRPmLUPMTus8Qb9QRUFwur7ijRWd5A4wy7jGf1zU2KKnh/VZb2VYbm52TRIQ0OM+Zj+PfXQSQxzRlJUR1b7wIzmsNr97KCa+udJe2mMeXZWD7ivQEr+NNHi7TFiQ3ZntJGXdsljbP6daaEzTbSrBlP+jRR7+6rtNQtoqBGW3ubiJX/wBYGYy7/rvzWhFNHcRLLE6ujjIYdCKmp2Qrs56TQZAGH+iSI3XzLUbv/HcVXfTdTtlEtv5kkidBDc7Fb/ZKuCK6milyD5jmxcaxFDukS7VgekkUcm7/AL90DWbiMhpJoPLc4/0iOS22N/dyc10lJjPB/lTsFzlYtWt9S3DUtItpCnOFkjmxRLpfh24kaU2s8JfrKquir+PQV0U9laz7fOt45NvTdHnFUR4f04SvLHHLC7j5zFM6A/kRU2YXRV8MXvmxXOnSS+bJZybFcnJeP+FqZrcQ1fWLbSjcTRRrE9xKIm2s3IC9vXNNv9LvLO+t9Q0/zL2dE8h4ZJERWj9uOOcVPodnepqGo3+oRJDLdMm1EbdgKMUwH23hTRrZ98dkC2MfO7H+dWv7A0j/AKBVl/35X/CtKiqJKVrp1naSNJb2sEMjjBaOMITV2inUANpCM49jT6bTA5pNC1O3luHstb+zxzztMUFqr8t9TTZdGv8Az4LzUtUe9jtGLiNbYISMeg6munrG8T+QdDna4hklgG1nSM7SwyKllXHWMenT73s7eBkHImUAqx+vetUAKOAB+Fcz4VSxEt1NpthdWcMqxndOCFfr93k56+veuopoTDFFOopiG0U6igBtFOooAKKKKACiiigAooooAKKKKACiiigAooooAKKKbQA6im0UAOooooAbRTqKACm06igBtNZd3DAEU6igBM4HbFPptOoAKKKKACiiigBtFFFABRRRQA6iim0AOooptADqbRRQAVjeJlibRLjzoBMi4Yp5vlg8/wB6lutZsoLkRG+tYjC+JlmbDYx2FJ4jmgh0O4mnginVcEJJ90nPy5/GpGjN8HC2ZbyW0so7RG25VLzz/X0+7/n0rq64vw1rNi+oPbtDZi4nIVWsoGRGXH8W7/Cu0poGFFFVLu6hsrcz3MqxxKRlm+6PpTEW6Ws+zv7O7eRLe5jmaIDeEbcF/wA4q/SWoDqKSlpgFFFFABRRRQAUUU2gB1FNooAdRTaKAHUUw9OBS9+lABWNrsN5cwQw2TSpvnAleKTy2VO/ODWzWF4m09L6yhWaWGOCKXzJGlOBjn/GkxoPDdte2dncQ6g0jSecxR5JN7OvHNbtcv4WtIba5vBa2kBt2OY7qGbzVf8A2PwrqKEDHUUUUxBRRRQAU2nU2gCreXC2VpNcSAlIUaRgvXjn/GsfR/EE9/qD2VxYJbMsXmDFwJMjp2FaWsiQ6TdLCm+QwttXbuycccViaDDq0GpL/aEIRRA0aMFT7qkbfu/U8VJR1dOptOqiQoptFADqbTqbQBU1AziwuDaYNx5TeX3+bHH61haLYalZamZLmS6ktpLbJFxciUrJkfLnH6jitvUrd7vTbq2QgPNEyDPOMjH9a5LSNNs7bU7aSwt7K+Pl4laC5DNE398KxqWUjptX1eDSo4ZbnPlSTeWWAyF69fTpTtJ1a11WGWW03skb7NxGAx9vzqh4tu5tP0+K6gijleGXdl0yF4P5Vc0e+h1BJbi3gKRNL98pjzPlHzf0oA1D0xXJaXr2pXmpWSTR2y2l6X8var7wFGevSusblSD3rltJutZa9trW4utMmSMHzkhlLzKMfxZPqRQwR1dFFFUScfrNhrFzeXctrJcoqeWLeKO5CLImPm4/xrrR0/ma4zXtIs21C9uLq4svPmVTBHNcGJhgY9a6jTAF0+EfZRZ4TJgBA2flUopnLa5bQTavdXEmr6fbyRYURTQRyMeO+ee/vXRa49wmkyyWaebcKAyDZuP1C+vNc1q1lHc+Ir2cXtqk0MJcqbbzFWNeu4n+L+grV8UxBrI3bXKxxiExsH37WDeuykMd4ce+ummk1FZZFjI8iS4t1icNyH4BNX9b1E6bpkl1GELIQBvOF5IrN8Oaa+mS3UErwJIwVxb27OUQdN3z98j9Kv8AiBLmXSZltZvJkODv8zy9q9/m/OgRW0DUr69ur211JIFmtdoPkBh94Z7/AEq14ihF1olxA8vlCUBSwUvjkdhVHw19peW8a5v4L3IB3wXJkUHnoP4fwq54kFu2jz/bElkg+XKQ/fbnpT6B1KXhW0isluYYL6K6TC7WihVPXuPvfWulrlfDpsbe8uI9P0q/s94TzRcLtUdcHkn3rqqaEx1FFFMQUUU2gB1FNp1ACVy+v2Op31zJ9lluIo4oMxeTOsfmSZ5U9+n4V09cl4h0uzudTF3fy2YjMGyNLicxEt61LGjYD3dp4f3svm3kVvnGc7pMdPzrL0WXVjqnl3881xA1sJULQKm054B/2ql060I8JTWzwxWJaFkL+YGU8Y8zcPzrN8JpaDUyLbU0vMRMCDE6uoyPlG7+H+tIZ013qVrY3EMVzLHCJgxDuwUDbj1+tS2l3BfQCa3lWWMkgMvQ1ieJJ7G21HTft1rBMkhZCZyMRjj5uc/5FaejtamyH2AYtRI+zbjH3v4ccbc5pgZ2v6cdVvrS0ldPK2SlkLchuiNjv3q34ctTZaHb2zvE5TdzCcr94nr+NZvi/wCwmWyF1ZrdPhtivciFFXjJ3flWj4YNudEt/scRiiy3yeZu28nv3o6h0Nquf8UrAbW1M+6VVuQ4t0i3mbGfkAroK57xQdOFta/2srG1+0Dd97C/I2Pu/wCetNiQzwvFbW9nPFDI+XmaTypk2SIvTnv/AMCrpK5rw7ZaK8suoaMjgrugJ3Phuh/i/CuloQPcdRRRTEFFFFABTadTaAM/VnKaRdukvlMImxJ/d4+9/Wud8O6fZWettJZXVlIslp88UExl2tkZx/s/XnpXS6lk6dcBGiRjGRvl+6vH8Vct4SFlHqDpaapb3f7ptwWy8lgBj+LHSpKO2oooqiTmvGF7Ppthaz29w0H+kKrMozhcH+E/SrHhqaae0uZJr/7W/nkbtu3ZjHy/59aXxJJeRWMbWEZMiyBS8cHmvGD3Vab4de6ks5HvYmSZ5Dy8KxPIv95lqepXQ3qKKKoko6yiPpN2ksvkxtEwaT+7x1rmvD6WkOqtIsctrI0Gzy57VYfNbjLIB+Hy/wC1XRa0Yxot75qsyeQ+4D72MGuc0q18LXuowppiyfaIQs+8F8LtI/vf4VJS2NbxTHdyWMZsrtbQrIC8zS7FUe5p3huO4SxkNzOLjc+UkWYzKw/2Sag8XHbY27/ZzcyLN+7h8nzFkYo2Ny/nTvC+w2twyW7WxM+TC0HlbDsHRaOodDfJwMnpXB6BBZw6rDIzzx26BjbSSWiQq4xyS/8AHx/jXen1rzzTbTQ9Qu4LT+zmT7QCYp/toeQnG7LID8pwKGCPRMjHTrRSAAdOlLVEnB6/a2k9/fJMJiXeMm5S2Dra/wB8M3059s120UscqZicMox0rj9Vfwz/AGxfHVUk+1KyjG5/m44xt/r7V0+nafBplmlpb7vKjJ2bmztyT/jUopnK67Yu+s3kp0ue7uZBGtm6rlE4xuY/X+96eldB4hmij0eaSdGdUwVCSbGVs/Kd38P1rn9enFlq1/CNRggS9Efns6sZY1xjC468fzrodfFwujSrZxlpWCoAI9/Gefl+maQzO8HtCz3ww/2rchld7gT7hg7fmHtmr3ijyv7Dn82dYY1aPMnleaE+cfw1maF51jq76fPeSK2wSxwpbJCsh/ixjr09q19fKjS5t01xAMj5rcfvD/sr/n1p9BPczvC66cb/AFKTTbhZIn2/u0g8tYxzxn+Kr/iOaGHRppLi3W5jG39277Acn+8aoeEmiP2qO2k1Ly41VRHe7cp1+77f/WrQ8RXK2ejXEzwxTKAo2SjKnn+KjoHUzfDZN/dNqMcLWcQRYxFFcCSKT/gIHy449P511VcR4X1ax/tKW2SO1S5uiuDZo6xttyejYx36V29NCY6iiimISo2AIIIz6+/FSUzPrwfSkBwfhjU7y+vLEXOrs+2Rx5DoAWwv97+LrXfDpXH6NNrD6tFFd20ghj3bke0SKKDjjy3BJauwHSkimFcd4ihtn1R98FzcubZVCRWqy+Scna2T+Py967GuQ18+HRrBGtBwwt1Ef39pXJ6bfemxI1FWCTwxJDA7XcYtTH+75eT5Mf8AfRrO0GW1utS+0QWuoowtxEZLhQFkKkd+7/8AxP1qzaWemWnhu7kgWaOxuYmmdR98LjnH4VneFvscOtOkWnCykFvuJW785XXI5qRl/wAUxanO1tDp1rFcrhmkSRUK+3De9X9H8/8AsxFuVkSRWZcMu1toJ28L04x+tZHjKa1iawa/BltyWzB5rJuPHzfL/d/rWj4c8ttEhMTh4iSECtu2j+7lqfUOhT8XPMxs7WOOSRZCztstPtDDbjsT71N4Z1Ca6iNncWstvLbRqN0kezcP93t0pviKK/uTEunNK6oxE6W9wsL542/MRV3QJZDpqQ3Nwk11ANsmJN5U+jH19aOoGv2rn9Te8vdWjsLO6htGiTzjIyLI57cKeg966Cs3U9IstVjWO8hEoT7p5BH402JFbRJppUuYpzbtNBPskkiG0PwPm/3q26r2ttBZ26wW8YjjT7qr2qxQhMdRTadTAKKbRQA6m06m0AZHiC5W304pNDPJDP8AupGhPzRqc/NWbpQhk1tp7SO4kt0t/L+2SNlJmU+vft83+xgVr6tpn9pRwxrdTWxR9+YW2sap6b4fTTbxJ4726mVI2jWOd8qnT7vHHSpK6G9RRTqok5XWbKW41xnVtWjUQqA1lKEUnJ4OfrTfDCWaajqCpPczXq7dzXWfM8vAx/n6V1VNwDgnqKmw7jqKdTaoRi6/PNHbRwW7wpJdy+QJJTwuQe3c+lV7E3drrH2S9uYb6R4C6TiII6DIGCB/D7+tbdzaw3du0NxGssb/AHlbpVTTNHstKjZLOHyt/wB48kn8akowvEWsvpWpl4b1NzwL/o0sblcZPzhl/L860vDUyT2lw8d/Pe4mIMsgwCRj7v8As/8A161/JQSGQLhyMZ5NEcUcJdkRVZzliBgsaAM7X7qax0tpraWKKUMoDzHCj61hW41J7y3kil0W3W5mKPc2KZdjgtgluucV18sCTLtkUOuc4IqhfaTYX7JJc2waRMFZFyHH4rz/AEoA1OBxTDwD6ck0+iqJONNxqLaZJrbX1qbWX53szENrLnbt39d3bp14rricx7vbP6Vmf8I/pf8AaX277Kn2rO/OeM/3sZ9a1eKlFM4fVW+1iaeGxuZYblI7piLhI2h4Kgr1+8AfrXR68ZBos7wTLC4XIk37Bj/eql/whWh+Vt+zvvxjzPNbdn164/StPVrAalYSW3nPCGIPmJ95SDn+lFguZXhj7WDdpdzSuI3CiKW4Wd4292H8qn8RuqxpBc2nn6fICblg5BiAxtbj/PFS6LokWjySmGaR43RQEfkpUmq6JZarJC97GZPJVtoBwO1KwXK2hqTf3t09mtq115cgBfMhHP3l/h//AF+lM13VLbTr2yF7NstXV2ZDHv8AMK428/jn8qu6XollpDzNZKYxMF3AnP3c/wCNXzEhkEm0eYBtBxnFMDM03WNP1mWQWp837OFbcUIALZ9a2ahEUYcyFR5hG3d0JqamiR1FFFMBtY3iWJptFlRBMx3Rn9x9/wC+Pu+9bXakpWC5wt1a2lreWZ1afVWiNzjy7yQPGTzhvl/z17V3QxikwCMEdaWgYVyzSapeNdX1pf2tnDbs0YhdEdWC93cH5fp2rqayLzQNMvb1Lq4tI3m55xw31GeaGCKOoXjpoFjcw/ZII5Qm6G4YKjRlD+7yR/nFR6JexX2qLcI9qim3KxW8SgyRopGNzDp/u+/tW9eafa3yJHcwpKqNuAZcjNMttJsLWczW9pDDIRtzGgX+VIZgahrUllq0sSy2MxZgkHmPsNvx82/vt4rX0B2fSI2e5S7cu2ZkGA/znmpZNF02eZ55bG3llkOS8kYfP51YtbSCygENvGIo15CjoKAOcvNCivdXurm50uO5R3XEv2lkZhsGcL7fWrfhaNILWa2FjLZmKU7lkXGQc4+b+L6/5PQ0U7CuFJnGe+KfUY5yP89BQIof25pI/wCYnZjj/nsvT86P7e0j/oKWX/f5f8aw/B+mafdeG7Wa4sbeaRi+55Ig5OHPc1uf2Jo+f+QXY/8AfhOP0oGJ/buk4z/all/4Er/jR/bukj/mKWX/AIEL/jTv7B0j/oF2X/fhP8KgTS9DkleJNP095E+8iwpuX60AS/27pH/QUsv/AAIX/Gk/t3SP+grZf+BK/wCNL/YWkf8AQLsv/AZf8KrpY+HpZmgjs9NeZOsaxxlh+FAFj+3dI/6Ctl/4Er/jR/bukf8AQVsv/Alf8aP7C0j/AKBVl/4DL/hUKadoLzvCljpzSpy0Yhj3L9aBE39u6R/0FLP/AMCV/wAaP7d0j/oK2X/gQv8AjWdq2i6aEtRHbWFvuuFyGhH7zr8nHrSy6RZDXY0/suz+yi3ZseWv3sj+HHpSuVY0P7d0j/oK2X/gQv8AjR/b2kf9BSy/8CVo/sLSP+gVZf8AgMv+FH9haR/0CrL/AMB1/wAKZIf27pH/AEFbL/wJX/Gj+3dI/wCgrZf+BK/40v8AYWkf9Aqy/wDAdf8ACk/sLSP+gVZf+A6/4UwD+3dI/wCgrZf+BC/40f27pH/QVsv/AAIX/Gj+wtI/6BVl/wCAy/4Uf2FpH/QKsv8AwGX/AApAH9u6R/0FbL/wJX/GrFtd293HvtZ4p4xwWjbd/Kq/9haR/wBAqy/8Bl/wrK0CJLfxLr0EMaxRJ5O1VG1R8p9KBmmdSUa+2m+Vytt9o8z8cUllqb3OsajYtCEW02YfP3twzVT/AJqD/wBwr/2rRpH/ACN3iL/t2/8ARZoA6CinUUxBTadTaAIbieK1iaWaRIo1HLO20Cqf9u6R/wBBWy/8CV/xrO8XKkkWkxyKDG+pQqQejAhq0v7D0j/oF2X/AIDL/hSAP7d0j/oKWX/gQv8AjR/b+kf9BSz/AO/y/wCNJ/YWkf8AQKsv/AZf8Kjl0jRLeNpJtOskReSTCuB+lAyT+3NI/wCgrZf+BK/40f27pH/QVsv/AAIX/GooNJ0S5iWSHTbF0cZVhCuD+lT/ANh6P30qx/8AAdP8KBCf2/pH/QUs/wDv+v8AjR/buj/9BSz/APAhf8agg07QLhpBDY6dKY22vsiQ7T6Hjipv7C0j/oF2f/gMv+FAxf7f0j/oKWf/AH/X/Gj+3dI/6Cll/wCBC/41DNpuhW+wTWGnRl22pvhQbj6dKl/sDSP+gVZf9+V/woAX+3dH/wCgrZf+BC/40n9vaR/0FLL/AMCF/wAaP7B0jH/ILsv+/K/4Vm2Efh/UJpIoLCy3Ic/Nbr844+Zf9mgDS/t3SP8AoK2X/gQv+NH9v6R/0FbL/v8AL/jR/YWkf9Aqy/8AAZf8KP7C0j/oF2X/AIDL/hQIP7d0j/oK2X/gQv8AjR/bukf9BWy/8CV/xo/sLSP+gVZf+Ay/4Uf2FpH/AECrL/wGX/CgB39u6R/0FbL/AMCE/wAab/bukf8AQVsv/Alf8aP7C0j/AKBVl/4DL/hSHQ9K5A0yyz0/4919PpQA27md59Oe2mRYZZck5/1i7CaZZzSSeItRid8xxxxbF9OpP61jeGGhGg6L5pcMbh9vl9C3zfe/Wtu0nR9Y1GAWwjkhWJjMBzLkf/WxUlFbTbiV/E+twu+YoRDsX0ymTSeDJ5bjw1bSTSGSRi+WJ5Pzmk0j/kb/ABD/ANu//oBo8CEnwrae5f8A9DNMR0NOptOqhCVGOh+n9KfTf4aTA5zwUC/hOyAYqSJOR2/eGs/Tmk0a7eJ4pC8jBbwklh0+Wf8A3eu8k8Z/PT8C/wDIqWf1k/8AQzVjX7adrf7VZJHJNEjK0TruE0ZwWT8cCkUbCnIzjrXL6M9r/bKLH5X2jNz523G//WD79WvD928bNp0k32kxxpLBM3WWJj1/Dp+VQaXLDJqduicNC14sgx/00FK4WOnrjtMlgHiKCODyTMZrv7RsUbx8/wAu6uxrktJmWTW4ozExMMt387rn+P8AvU5Ajre1clpphTWliTyvtIu7h3G0Btp711vauVsiW1ZISWGy9lbLL+7PH8J/vf8A2ylIImh4gWJ4bISuU/0yLbtXd8/ah4S3imOfymKfY2Qy/wAJ+cfL9adrqQyw2n2ifycXUZA2797Z4T8aWSE/8JRBP5b4FqyF8fKPmBxmgDXoooqyQp1NooAdRRRQA2sDSP8Akb/EX/bt/wCizW/WBo//ACN/iL/t2/8ARZoAT/mof/cL/wDatLo//I3+Iv8At2/9Fmk/5qB/3Cv/AGrS6R/yN/iL/t2/9FmkB0NFFFMAooooA53xd00b/sKQ/wDs1dBXPeL/APmDf9hOH+tdDSAKydeRJbBFkGVaePK/3uRxWvWVr3/HgP8Arsn/AKEKJbDjuU/A3HhWy/7af+hmtDWLdrrR7uBF3u8ThVU4ycf41R8FjHhq0+bdzJz/ANtDWjqu7+zLrZv3+U2PL+907Uug+pgabAHv9PEUaosdusku0bBn6V1lclYJvutKZUZ2S2iDGP8Ag4/irraUAkc14tjWW2w6BmWGQp32tiuiTAjjA6Y4/KsLxQM2suz732WTH5VPql/JawxJAqNNL9w78CNcHMjf7C0X1DoUte1EyO2nw7THtH2j5sGQNnbEv+0wzV7SLE2itLM0T3Eqru8oYRFH3VT/AGRzXPi9ihlhntHhli58p54H3b2+82ePv1ZXxFqJGVubE/8AbnP/AI0rlWOvorC0LVLu+kukujEwiK7GiiePOfZ63a0Mwop1FADaafuH6VJUQ6H6f0pAcd4fRZPDWik3f2ZluG2DG7zPnb5a3bOOzXWtRaKRzcsIvNDfdHB2YrB8PbT4c0HdnP2ltvP+21dDbwIur3lx54Z5EiVou8fX+eaXUopaP/yOHiH/ALd//RZpfAv/ACKlp9X/APQzRpH/ACN/iH/t3/8ARdN8C/8AIq2f1f8A9DNAjoqdTadVCG0wcBv89qfTR0pMDmPCd3DZ+DrWWbKqhcHjPO81ptr9mkscMn2hJJPuRtbSBz+lZfhOzivPBlrBOpMbl84OP4zWo2gWbyxSv9okki+5I9zJuH60tStDDMavq7ppsDJMSbxXlhdWWQnDKcj5Vcf19qn0hjLqloZrd4tguim59xL+Z89ab6DbMXdZbxZHTYZRcvux+JrGtrj+zp7WGVXVdN3QzuBhPLYfJJ+n86ko7HtXG6VM0OuxpI0aJLPdCIh/mdvM/iFdj1HWuS0oOmuW7CZykk13+7b+H56ciUddXIWglGv+WI8W66jIQd3z58v0/u114rl0R212Ns4Vb9/3Xr+7+/RIIl7xCsLQ2QnZ1xexeVtXnd2/rSy5/wCEsh4Yr9jfPp98UmvmPybTzUL7ryLAVv4qW4e4XxPaKDL9laB84Hybs9/woA2aKKKskKdTaKAHUU2igArn9I/5G3xF/wBu3/os10FYGkf8jd4i/wC3b/0WaAE/5qH/ANwv/wBq0aR/yN3iL/t2/wDRZoI/4uBu/wCoX/7Vo0j/AJG/xDj/AKdv/RZpAdFRTadTAKKKKAOc8W/e0X/sKQ/1roa5/wAW/e0X/sKQ/wBa6CkMWsrXc/Ylx/z3j/mK1ay9cP8AoUZ/6bx/+hClLYI7lPwT/wAitafWT/0Nq09VeWPTbl4SfNSJiuPXHFZvgxdnhq2X721pB/4+1aWqs8em3MkRPmLExXHrijoPqc3pweN9Nlj8/wCaOIMIu64++3+xXYjpXIaWLj7XpwtpN0ZhRpivUjHG73rreg9AKUNgkYHiBjvt0VS8jJLsRT/rGx92qNrYz6je5nUpuVRc4fcMA8QL/s939TUtxNJfajFHbMo7QusgysZ+/LgD/gCe5Jrobe2itYEggXZHHwqj+VFtR30LHT/9VH+elFFWQHb0p1NzRQA6im0UAOqP+E/57CnU3+E/57CkBxehSRL4a0PzrdZy92dm5tuxt7fP745rftoSNfvpGKhXijUEH5u9YWgSKnhrw9udRm6fqcZ5kres7SWPXdRuGTEUyRBT6lQf8anqUVdH/wCRv8Q/9u//AKAaPBA2+F7THq//AKGaTSP+Rv8AEP8A27/+gGjwOAvha1AO7Bf/ANDNMR0NOooqhDaYPun/AD2FS1EOh+n9KQGB4E/5FOz+r/8AoZroq4vSb2XT/h1BdQmPzIyceZ05mIqBvF18MM13pGwHBbyJ+DSuO1zu6w9a0951a6tI4jdxJsXzOVljz8yN7dawT4s1BXCveaSquMqwgnO6lg8V6hOFxcaZkhjgQzdqGxpM1fD2ooxFg1ybpV5t5yOJU/u5/vL3rK0x4D4itURH8w3F35jdFf8A+LqGO9jllF3NeQ28gKzQpsZFimb/AG+6Nk76l0qf7RremyOvlfv7sojDD7v7r+hANSUd1XKQp/xPxKN7j7e6n958i/uv7vrXV1yMRgXxTj919ua8fP8Af8ry+PwpyJiaut/Z9ln5/nY+1R7PJxjdzt3f7OaS7Mi+J7BQZfLaGTgfc3cdaTxA6xw2XmQrKDexDLdF/wBqn3BuR4ktNrSfZWhcOB9zdnjPvQBoXNxDa27z3DBIol3E+lZv/CV6H/0EYvyP+FSeJ+fDl/8A9cTXN+G/C2l6loVvdXCSGWQNuYPjuR/SmFjov+Eo0RuP7Si/P/61EfifRpHCrqEW5vfFY2q+FdKstNaSGGQyeZGN2/LBdwHH4Vfi8IaPBL5sMUiSKP4ZTRqBatvEWk3V0ltBeJLK5wAo61sV5+tjbab4/sbW1BSHZnax74b/AAFegCmhMKwNH/5G/wARf9u3/os1v1gaP/yN/iL/ALdv/RZpiFQ/8V24x/zDR/6MNJo//I3+If8At2/9FmnIf+K6cf8AUNX/ANGGm6N/yN/iL/t2/wDRZpDOhooopiCiiigDm/F//MH/AOwnD/Wuirn/ABb/AMwb/sKQ/wDs1dBSGFZut/NZx5/57x/+hCtKs7WRm0i/6+Yf/Ri0nsC3Kfg7d/wj0G7bnfJ93p981pX5mFjP9lGZvLby8f3v/wBdUPC67dHUfIu2WX7n3fvmr2oCVrGZbYlZjG2zHXd/+ujoPqczotvKL+x2OMRRf6QEOzbx93b/ABfPnmr+t34MxslZfKAxdFRufDfdjVf7z1kWbxRSWrwLD5y2p2BW+RR/E0vonStjQrFGWO7lgIZCxty53PtbrI3+2/epRTKkFzdWzExzRB35Y/2fJ8o/hVcdamfVdVCgJNAz91OnTj+tdPRxTSJucsur6wVO+S2U9sWE5pn9raypXYkEzMwXaLWRR/32TiusoxTswujg7qG/1HxXfWFvqlxb7E3jafl7ccY9acvhbxOfveIJFx0xcSVYsv8AkpF2Ov7n8uBXZdqEDPPLLRddvkuHTXLiMQ3DQ5eV/m2/xdaXVdG1vTNKnu5tcnk8raNiyvgjI/xrovCv3dWBXbjUpv6UeNcDwrfcf3f/AEYKALfhx2k8P2LyMWZoRknqa0+x/wA9qy/C3/Iuaf8A9cRWmOh/z2p9BHGaBdG38NaGm4BZ7llYMM7vnaugtBdf25qBl8z7Nsi8nd9zvvx+lYvhhLtvDOjfZiQgnYy/7u9q2bRJRr+oOysIXSLYx+63BzU9RlXR/wDkb/EP/bv/AOizR4JH/FL2m5QvL8f8DNGj/wDI3+If+3b/ANFmn+C+PDNov9wuv/j5piN6nU2nVQhtMXp+H+FPpi/d/D/CkxmB4F/5FSz+r/8AoZroMDp/hXP+BP8AkU7P6v8A+hmuioAbwO3X6U6iimIguYI7q3khlUPG42uMdRXJSNdxalZzXaeYdIR2mm3f61GXCuPyPH1rtM1j65Zz3NuJbKYw3cKs0bLzu9V/HioZSNccj1rlYpWGu+UIptp1Fj5v8P8Aq/u07w7fwxyLYRNK9qRmF5Fx5Z4zC3+0OtJBvbxD80X7lb58P5n8Xlf3f60mNI09buPIgtCYY5vMuo1BkHCZ/j/Cm3UJfxFZXBTdFFFIN+fuMcf0FLrTxRQ2xmg87ddRgHOzY/Zs0kwl/wCEot28t/J+zMN/8IbP+FMRL4mGfDeoY/54N/KqXgj/AJFSw/4H/wCjDV/xH/yL+of9e7fyNUfA/wDyKViOP4//AEY1UIn8UkpoF0VdlK7Dlev3xWuKx/FQ3eHb0DH+r7kAdfU1rKwZQc5B5qQOK1cf8XH04/7K/wBa7kdK4nWSB8Q9LzwojGDn/erth0poGFc/pH/I2+Iv+3b/ANFmuirntI/5G/xD/wBu3/os1QhDn/hYLf8AYL/9q0ujf8jf4i/7dv8A0WaT/moJ/wCwX/7VpdH/AORv8Rf9u3/os0gOhooopgFNp1NoA53xd10b/sJw/wBa6Kuf8W/8wb/sKQ/+zV0FIBazNZ/49Ycf8/UX/owVpVma2R9jjLYx9oi6/wDXQUnsNbiaEVNjIVXYPtMvH/bQ07W7lbXSLqYyeWyRna3XDfwn88UzQBmwcEycTzjMn3v9Y1c9q9/LcqbqCFjAXZLOf7yb+jSH3/hT8fal0H1JrW3N8LKBLcLBakJdtH9/zMYMTf3hz83rXYdK5ObU9NgfTGhuJYLe1JyhhfkbOB0q/wD8JZpH/PzJ/wB+JP8AChMGmbtFYX/CX6R/z8Sf9+H/AMKVPFWlSBik0zbeuLeT/CquhWZuUVjv4i0+LaH+0ru6ZtpP8KLbxDpl3ci0huG89hxG8bof1FFwsYdsrN8S70qDsWIbvT7i4zXaf561y2peE2v9Vkvvt5j3DhSgJX86qxeC7qJwV1iUANnADdP7vWkM0/ChH/E4x0/tKb+lHjj/AJFK+/4B/wCjFrKk8F3DtuXV5EydzbEY5b161HL4DnfIk1iVgRjmMt/WhAdH4V/5FvT/APriK1P4T/nsKp6VZHT9NhtGk8wxLt37duauHo3+e1AjjvD9rPdeGdEeJQ3k3DSP8+MDe2a3rZLxdXv5JXJtWEfkqeg4+esDRcf8I34fZ5FG29b7x+9zJW/afav7bvvM8z7Pti8rd9zPO7b+lLqMp6R/yN/iH/t3/wDRZp3gr/kWLX6v/wChmm6R/wAjf4h/7d//AEWad4K/5Fm1/wB5/wD0M0xHQ0UUVQhtMXp+H9KfTE7fT+gpMZyGix3knw8gSwYpdFj5ZBxj98akNtrcko8r+0oVB+fzbiM5/wB3FXPAo/4pay56+Z/6Ga6Kk1cdzkDba6rhgNRaIJ0+0Rbmaj7LrSOTINTZWk4CXEXyrXX0UuQOY40WniFEZGN885HEgnjEQ/DrUj2mulCim/WR4/vtcR7UP4V11FHIHMcXLHdxxyG8srz99LG63DSxyGKXopRPxAqWz+1vqsD3USKhvX3IRlhJ5f3lP9yuongiuYXhmQOkg2sOx9q5y4+1WktnAtrJcrYfvFw/zSRY2/Kv8Trnn6D+/RYdzR18xC2tDKjtuuo9u1tpVu3NTyrN/bduQZPI8l9wB+XOR1qPUI0vLBJIVa48oi4iEUmA5XoN3vUMkNtrqW91HK8NxavuXGC8Td1ZfX2oEaGo2gvtPuLUPs81Nmf7tcpH8ObYN+81GVh/soAf61vNc63GiK2nQTyH7zx3GxR+YzT2utTFikv9lqbgybTD9oHC+u7FO4GLB4EsreSOaK9ut6HK/dIB/Kg/DzTiMm9uz77l/wAK24LrU2guHuNNWKRB+7QTh/M/TiktrvVXuEW50tIYj1dbgOR+gouBmWPguxsL6G6hu7h5IjuAbB/kK6msf7XrW4gaVEB2LXWf6VZkn1A20Tw2kbSN99Hk27f0NFxF+uf0j/kbvEX/AG7f+izVyG41QzxibT4VjP3nSfcV/AgVi6XNfHxNq5azRmdrcTKJP9Wu0+3zcUXCxe/5qD/3C/8A2rS6N/yN/iL/ALdv/RZp8Fldt4nk1KdI0gW1+zphtxb5880zRv8Akb/EX/bt/wCizTA6GiiimIKKKbQBz/i3/mDf9hSH+tdBXPeLemi/9hOH+tdDSAKzdbx9lh/6+YP/AEYtaVYmu3McMUELsA0sqnlsYC/OzfgBSew1uZFxezSQy2UUBuE+0yrKEbaZD5jbYh+GN3omavtpa2mmPdTSzmSFfNMcE5SIAD7i+ie1Jo1tHd3C6sIfJibd9nhC42g9ZG/229v4cCtbV3WLS7x2j81Ehcsn97g8fpSsO5lTaWsdxp6RT30iSOVfddH7uw9eee3Sr7aRbsWYy3QL9f8ASG/xqrfT24TSdSlnjhgjfcGc9mQ1siaM/wDLROOvz9KLBco/2NbYx5l19PPb/GhdHgH/AC2u+f8Apu3+NaO5SuSRj68U3zY+m9T+Ip2QrspnSrfIPm3fy9P9Ik/xqCDRLaG+S88y4lkiXYiySllT6ZrREsZGfMH5jml82Ps6nHXkcUAS0UmQOCRn0zS9OtUIKKjMsYGS64PfIp24bd2R9e1ADqb/AAn/AD2FG4dmGO/NMDgggMN3b8qQzkvDkccnhrRt9ysTLOxQMu7ed7fL7Vt2puf7b1DzPOFuEj8rd9zvvx+lc94eMdxpGjW0cj+ZHO0zMkYcIoY/K39zdnit+0i2a7qM3nh96RDywctHwf071PUZBpH/ACN3iH/t3/8AQDS+Cv8AkWbX/ef/ANDNM0j/AJHHxB9Lf/0Cn+DMf8I1a/V//QzTA6Gim06qJG0wfdP+ewqWmetAHPeBf+RTs/q//oZrpK5zwL/yKVn9W/8AQzXR0AFFNooAdTadRQA2snVLWS4iWW1dI7qI74XbBUE8Y+jVrUUmgOQ0rVUsADMEgsZySirub7NN/FE36tzjv7VbudR0a8LgXxt3YLmWLdE5XsN/pVuXSVa7mngup7czj5xHtAP+10zTP7BYWf2QajdJBs8sL8nT8qnUvQz7a80iKWYLrF6zSxY2PK2U9xx96orO/wBCiuYZE1i/LJ0WVpCr/gRitmbSJJkWOXUrlsMrjhP4fwpX0ieSSN31O5YxtuA2p/hS1DQxpLrR3ZrptX1Jtx80oGfBT/dx9yrDTaTcRwwR6hflrfgiNn3tu/vcc1of2KS29tQvS+3bu3r0/KkGkFHkaPULyMyNuYgpyfyo1DQzlvtLXS5bVL7UZEzuecb2dc/7WKdFd6RDLb3C3N9hpMRlvMZJGf6j/CtA6JujKf2heBGGCqybfy9KiPhizbb++vCkbbolE3yxH/Z9KLMLopo2jDcj3OppLt8w72nVwKoW82ny+INYuLie4itl8nBXeobjnd+OOtb50MMd41G+EhXb5nm9qybOx+0+JdbiluJlEb27ZVsHOMrQBJpEyHxXPDbXN5JaLZ5dLh5Dtff6Pz0/rVzR/wDkb/EX/bt/6LNV7SJoPG+x5Xmb+zMh3/66VY0f/kb/ABF/27f+izVIlnQ0U2nVQgptOptAHO+Leujf9hSH+tdF2rn/ABd/zBv+wpD/AOzV0BNIDm5PErrLKiWaFY7h4iXmCZC9W5FZd1Kz6jBBfrBJ51ysU6IvKjosf+7/AB1WuhPZ3l3OLiFf9PDeT5jx7zir8qSW9yXlnSRbm5h8sSSb5P8AWfdX/Y/+vWdzWx2OMfhQygjB6EYpaK1MjDsG1C2Vra+g+0LDGSLiM583HbZ/eqnb3VheTW1sfDd7EgO1WntQiR/rXUYoxSsO5y8t9aAmwPh29kt45NoVbUGL/ep1xPY2FzcQR+HrpkIyzwWw2N+orpqMUrBc5y4ksdPt43j0KZ/ti7GSGAbh/sv/AJ7UifYorJb6Pw9MJEmwsQtwJf8Aex/9eukxRiiwXObdrHVob2W40S6Eka4PmwBZZB/s02NBfXFuk1jq0SKm0h5P3TD/AG+ea6ajFFh3OfmWER+W3huR4ovugJGfyGamu4oYI47RNH8+D748tRsDfStqjFFhXMIxRRWgSPQyUuv9ZGAox/vUyOMQQStB4eKM37t41MY3rj69O1dBimjof89qLDucp4TkuW8KxJZwqs6rJ5Ukv3GO/wDP/wDVW/Y2cVmkhSNPMlYySlf4nrL8Cf8AIp2f1f8A9DNdFTsI57SP+Rv8Q/8Abv8A+gGneCv+RZtf95//AEM03R/+Rv8AEP8A27/+izTvBf8AyLNr/vP/AOhmkBv06m06qENpmcLzxjrWZq0EjRNMJbgwxxsWt7cYaU/X+lYthqcselaLdtLJc/a5RbSb+Ccscc/7OPq3epuOxD4Y8SaVpnh+2tbu68qaPeGUxs2PmJ7D3rU/4TbQP+f7/wAgv/hW7I8cUbSSEKqDJJ7VHbXlvdR+ZbTxTL3aNgR+eaYGN/wmugf8/v8A5Af/AApf+E20D/n+P/fl/wDCug/Ck4oEYP8Awm/h/wD5/wA/9+X/AMKP+E38P/8AP+f+/L/4VvZFGRTAwf8AhN/D/wDz/n/vy/8AhR/wm/h//n/P/fl/8K3sinflQBz58a6B/wA/2f8Ati/+FJ/wm2g/8/8A/wCQZP8ACt1lR1wyhlPryKYI41OQirxjoKQzG/4TXQP+f7/yE/8AhSf8JroH/P8Af+QX/wAK380fhQIwf+E10H/n/wD/ACC/+FH/AAmug/8AP/8A+QX/AMK3FVAPlUAe2KfkUDMD/hN/D/8Az/n/AL8v/hR/wmugf8/3/kJ/8K3s+38qydX1j+zEjEUPnyy/dXeEUD+8zHgCgCv/AMJroH/P/wD+QX/wqt4bu4b3xBrl3bNvhk8gK2MZO0j+dbenXE13Yx3FxbrDIwzsDhx7cirgHHT+lAGDx/wsP/uF/wDtWl0b/kb/ABF/27f+izWn9hg/tD7f5f8ApPl+Vv8A9nOaIbC3hup7pExPcbTIc9dvSgReoptOpgFNp1NoA5rxfKsVtplxIQsUOoRSMw5wozzT/wDhNNBHW+z/ANsX/wAK25Yo5ipdUYocqSM7WqXNIZwv9saZFd3ctr4gWKO6bcYXsXcKf0pialo67B/bcAVWjZhHp7pv2dM13p45xVBNX02VlVL+1dicACRTk+3NS0h3KH/CbeH/APn+P/fl/wDCj/hNvD//AD/H/vy/+FbwAIo/CqJMH/hN/D//AD/n/vy/+FH/AAm/h/8A5/z/AN+X/wAK3sil4pgYH/Cb+H/+f8/9+X/wpP8AhNtB/wCf/wD8gv8A4V0PHpRx6UgOf/4Tfw//AM/5/wC/L/4Uf8Jv4f8A+f8AP/fl/wDCt/ikyKYGD/wm3h//AJ/j/wB+X/wpP+E20H/n/wD/ACC/+FdDx6UZFIDnv+E20D/n+/8AIL/4Uf8ACbaB/wA/3/kF/wDCuh59DRz6GgDnv+E20D/n+P8A35f/AApP+E00D/n+6f8ATF/8K6LijigDnvA3HhSy995/8fNdDScGloA5/SP+Ru8Q/wDbv/6AaXwUuzwxar05f/0M1qQ6fawXc91FGFmuMeYc9cUWNlb2FuttaoI4Vydo9yaBlunU2nUxGXdaa9w9uwvrmIw9fLbAf61WbSYWe2g8kR2dm4kjRepcdPyz9SfTHzbdQxSo+VVlYrwQp6VNkO7KOu27XWjzxJai6ZsYjLbd3TvVHQrW+h1TVLq7geNbkRbGcqWbapByFPvVmbW4lv0tfLkaMv5RmHKLJ/caop9b5iSKNow+8NJMh2xFeuaVx2ZvZork08SypJLFceSsscURwTyzfx/lTLnWtQjs5ryM278IsaYypfq3Of7lPmDlZ1+aK5AeJJt0C27RTLLN5fzN8+G+5Vea91OKGOea5dlhMrPOU2qvGEVl/wB8UucOU7fNFcb/AGtqXlI0sn2a5e1yIsd/722pdJ1qe+8zZKrH7MZizKPkbjA/9Do5w5TraK41fE908duVW3YOnmO/PKr9/wDrVmDxK6ytaXNvi4UYBRh5e7b91j/BzT5g5WdTRXO/8JGpCSJausDyLGJZXCCnQa4Tq09u21rdX2RMp+YlU3P/AL34UcwuU6ClrM0jU11S3NxHG0cW7CEt9+tKncVrBWHq9rP/AGjpl/DE0/2RpFeNeC25MZ/StssFxXPp4ktUlk875IzLhHQHG3H329qTsNFnw3YyaZodra3B/eoDu9stnH61sVmzatZ25fzZgNhIb5fRN/8A6DUI8Rac0yxpOXBXd5ij5MfWi4WNiispNc05hJm6jTyjtfzDsxUw1G2Mzwh90iFQQF+7u6UXQrMv0VnzalawyCJ5VLkM3HzYqE65ZeVvdyi5ZcFaLodma1FYv/CT6WC+64Zdi72zA/A/Klg1/Trh5ws2TDJ5ZyOrf7NO6CzNmisKLxTpbrGTM0PmDI3pitpXDJlehGRRcVrDunU1wV8s1zqWrNFbTyx3LQeXC8JVJto+YMxHy7cHuK76mO4UEkgKvUmhjQoxnHcU40lLTEFV5buCGSOOWZEeT7oJ+9WJe+IkgnMVvbO2yVInL/IMH+7VW6g029kvb2O4kBtMyny1wY3Gdx6c5wP++KhyKSNu81WK1mEAjmmm8vzRHEu5iOn86P7b0/zET7Su6R/LVO5auZWR5b0x6NHIJpNsQuXGUjgH9xqfZwR2eriaWX+0rlFkVnhQERsMbS/+0eRS5h2Oqa9t0bDzR5yFxnvSXGoW1qredOihByC3IrjbVIlhiubie5nNxcO9u8I3llX7279aWBtOSRpb25MqRvKUwPMeaJv3e9m9KOZj5UdG3iC2htxNdLLCrKzLleoH9al1LVXstiJAJJHQsoaQLyO1c5LELq/bT4YFe3MMUfmuTuRVf7jfWpY7zzr64le6aRgrINq7t67Mlosd6XMw5TbTXbSVI/LDu7N9zHzgf3sVNDqltNHGVnjBdVYJu5ANcpcSMjm3uIoSu5WvblPuxbv4Folh8rU5LNTK8z7fMvHGw5/+I/1dHMx2R1S6zZ+VI7y+WYV3uGHIWpTqdoXeP7RHuRd7ZbGF9a5V7i1gv5ESEXtzAW8zJ+Zj/fZ+yp9zmo5IGvEna4mt5BNceWo+6isUxhf9unzC5UdR9sliupxdNElsGjERBO47uDurUFcTpgtdWnSF0EkdzE5nMjt5jor7Imbtu612oHHFUiXoLRTqKokKKKKAKGo2kl1ZSwQzNA8g/wBYOorl5NFZddaKHU7w3HlxtKWmwzxZw3P4Cpb2+15NQZE+1oNx8tIbRHjYdsuTxV6ya5fxMDcoscjaahkVWzht5qCyDUvDjNYT7dWvWlEeMzy5Tg7hu4qCEabPpFnqEwia8uZB5bneY2uSDjKj3HpXWfeB/wBr/CuO8G3LW/hS9beivbyOVMhyq/KOpHbOaBXNVFtrq32W1jHLNbyxpIEOwRsvQB8fMU/z6VY3Qz+SLK3t57aQku4YYX3296ql47y7gEMokluLZXeMTPEFiPRlx709P9H1FbhPJntZv3Cuq5lU5+7nps4pDIBHcLqClbZbrZJGkvmxouW/57B+rbR8uOtXIrRBcssclzDtkabzFCrHIz+v96nXEVqIZLJohb6eI8mZJAqjttqCW6kBWG9tIJLrzjLbQK/zMg/j5/iHNAE58pGnMu6CW3jAa9kRcsPrUN3eyXYvI9HSM3saRFZGAKyK3I59MZokgtLW703ThNJGjiVVgxuWVccq2fY0vkG20y4ils/tIfdERDy7pz94+v8AjQIpxBZIY7qJrcW6bHVY7E7hE33k7449KTaTdzb9Psor+aBwyS8iY8lAp/jGPv8A4VYvxYreWEUkU80kcyxxmKTJR+G/ec/j34zUbzR3UNy41WP7VDdtHDcG1DG33YHlgd/Td3zTSGOvFSz0cQ3GnQvIIGmcCLdAsip/F7Vn2OmaxrNhbX8+sqjOu5QbVDtH1q9rax6ZoOrutv5SzMxyHLGRn43/AOz1/StXQ42h0WwicbWW3QH8AKBXINHsb3T1eO7vY7iPA8sCERbf73SrVxaTSyq8d7PAoH3EC4/UVHqWrQaaEV45pZX5SGBN7t+FJpmrW+pBlSOWGaM5eGZNrr+FMDFtrPWJLq7js9beO2jk25lhEj5wPUCql/p2oaTLaTHUhcfabhYHUwBNwZq6LSD/AKVqgA+7dH/0BaoeOY0bw48jqP3UqEf99Y/kaQ7lj+zLISX8tzDJsUuS8zcBXX59voKhstH0vbLfRArbyFm4l/duP71WnmuprOZbW5SSeEgeYqfxZ+ZStS6fqNs5htooZIN0IkWNo9oVaSEZg0zTdThj+z+cYZyJknjP3dvG3271KdI33t1sjeHeyq8rtvWWI8uij+AVb1OZCUtClyJZQXQ27bCSv8O6qt3JJcTfuYjKs6KieVc7GWI/ecL/AJ7U7Dux0Wkaeq/YvNZ50G7JcGTb0z/7LVW206OcQJKPs+oBvPNs8pfCb/5V1APT/IrFmAiV49QY3Iu5GgjaOPlEb+EmiyFdlS7tLGa8uordJpJ4jEJoo5ShT+MOPU1T1e0nsdR0iy065MDXDSgyMN47H7p471aguFhhjnlkjle3mFs64JER+4RHxvLH9eaZev5vjjSVWNlKQO7E8ZBBHT8P19qVitSJPCWoxw+SmuFIsY2i1GMfnXQaXBeW1tsvrwXcnUSeXs4/CtCirsQ2JgYwK5rVtOuDot4t5qs8+EdiFVEU8cLjH9a6as7Xzt0S/Ppbt/I0MEVLGzvvs1ubm6mt5IowrpH5flsfXpUD6RrzO7R+IiFPQG1Xj9a3LY7rWA/3lH8qnpJBc5K58L6pdXEc1xrcbSRjar/ZF3fzrPe1u4PEdvpt7dG/jkgaURlREsh5+U9fT+Vd7XK695Vv4t0adwCJllhfP8XHA/NqGhpjZNM08W5uoI5vKmQSG5eThFf7x59uTVqCxsJ53McDSPJKGnCSZEEqL+h7VPDazSTzSsvl+cUMhc796Y5j2n7vX9annBllitrG6S3e3dHlREBzHz8uO1SkO5itYQ21sySWsp8uTzJ/s+V3MwH+rT+JednP9K1JNA057UWyW4jhEvm+WjFcvtx/KmRXkYit7qwkgTTJGled3baSTnG3/gWc0R/ZobtFullkksk+S9nPHzdRn+9j2p2Ay5NKtZLP7WLS6MLx7Gix+/Ta38K46tzu+p9TTlt7aNwb1J4jdFrQMPuKzHJCD/b5O/8AlW157tPF9psX8zzmWNlG8KP7xPaobi6azu7i4fzF2xrHGs0yJHK3JwP9qlYLlJk09EltTG/nIVQQgoJH2dGUVlahYiW60+0sCsf25t8UyM4IhVeF/Lmt2xsoYLJY7dY7mG3B+z7m2v5nO4bu3T/OKz7hmbxpou+Jo2Fu0jh23bSwYbfwP86Eh3Ih4VvUyE1ZUQsCFFvwO3T/ADv71bXw/qwTy/7cRlDmQE2S5DevXrzXVUVXKRdmTo9rdWtmn9oGB7tRt3xqB8vZela1FFNIQ6iiimAUUUUAcu/h0st6yXEiz3JYNJ5jMrhsjDL0+UHik0q1ls/EVvA5BEGkJG3oW3//AFjWzqF5JZojR2st0WOMR4+WsBdSa18Rl7yycS3USxwFW6Drtb/azUFbnXHpXEaHc2ttq2sJdlR/pzLCxHzb3JBAP0Arof7Uu+n9k3f/AH0n+Nc5smbxRqED2U0aXarMY18ss0a8MG56MeOvehgjWt7+58/yWt1ur6Li5a1GwRK3Ixv+90og0ppbJI7mSZp5jvknQ7DG2OoH8Lc9hWVqU0X9pacrxSWEc5OZxInyoo6I2flXnPb6Vsvol0kTfZNYuo3I+9KEkB+oI5pDFnhjcKiz2bWcsXlxW0kY2PLnOf8A61FzLI9oYbu1aKTDlZo3wke0fe3fwVnWmoTX6Q2tnCrXEURZgf8AUqcbAGHVe52U9Y5tPj+xSjy5L5y4Nkdu1j/AOPlH+1QMngnf7WGKyyRpOEj2SEsj7DnzE6KOv04qTe63TPcW0Q1WO0LeagfyQufu5/WoXkhU3Mib1e4tv9ZbN98oOkX51NBqdlJcwySz23mpFtBmmCShv4lKdj0pIRVksbl7XTLu38uVraN5CIcxCVXGdqY6dq053carHHNcW4tpItqRniQy56j8K5+KCCUS6msVte7pZRcxOwlL/wBwRnH0/OrN1e6VBeWYtLi3aORmQ2kKB/NDYH/AeoP+3TGV9dgM2myRTDfqTmO0NyyhEk3NvwtdhDGIY1iXogArl9dVpLjT83Qf/iZxoqRv8qBc8H/arrRyKaJZzXiqOa6iihis7acGNnIuN+SR/Cm3+LrS+GoHtJLrTpYbSOSEK5+zszAhs8Hfz29a09S1eDTQivHNNJJykUCF2b8Ki0fUlvVkRmlWaMguk0exlDZ2jFABo3/H3qvP/L1/7ItS+IQreH9QB5H2dz/46aZpDZu9T/2br/2Rat31t9rsZ7YNt82Jo9w7ZGKfQXU5+CULpdpqeoyLawi3Eb7F3MytjaQy4Kda1FuZra3igu5YZL2Td5QClEkI5HriszQLm4vPD2llL1LeRAS4Kht8asV/Dt+NWUnee6KPA5kmb5vKuN4QLyucD5VfBpFGhDHcvcQzyP5f7rEkC/Mu7/e9qq3VzaWFxHGbNY3BWG3k8shSW/gDAfLVzF6dR58n7F5Pv5nmbvy24rLHmXNrYzWSNNsnG8wXW9QFz/E336Yi9PDIfs84QNdIvyxeaVXJ+99fxqGC4NlYhY9MuIoUG4RxhSQd33AAajuZHnvLZlhC3ds+TCzcmNvk3ZpJoYbTQ57W6337ZLTJbRhZH3N/cH1/SkA3UHkm33ESRtHCD5U8Q8x1P8WF/vcVBYK1x4wndwoFnZpAw+9yxz/Q1rg20eoRrvdJHi2oM/IRn+dY/hmZrjxD4gmkHPmpGB/ubh/hQB1NOptOqyRtZ+uf8gLUM9PIk/ka0KztdO3Qr4+kDfyNJgT2gdbOESY8xIxvx67atVBbt5lpA+PvoD+YqxQgErlfFqD+09BkGPlu9vP1H+FdVXNeOYo38OSTMPnhkRl/76x/ImiQ0XpDcRzzx3cn+iSAkTkhPL5+5j6ZO6obWUDf5cMk0sUflOsUm9QV/g3Nj5smpboKIL5pEt1VwNpun3RScd/apJZPsdx9ou7uOC2dFQROAqh+f4qkZLdW8lzKgZ0Ft8wmhkjDCUduvaqFhpabbiO5t5GjU7Q1zL5nnjuzUyGy8y1ne40pYpkuTcxxCf8A1sg/jz2qK5hiitYtNs7W2lto2xPbl2cofv8ATq340AXoIru7u0kuRNatbNwIpP3UwPqKqXqySSPPeRRReW+0efLuBi7yKv8AC3+FNe7aS4is4LWSeZCLgl53RYVz8u4dd3T5MVDKuqTapDbarPDDD5ckoNm7I0gGBtbPbnPFA0Wba13tKlxB5vmO3nCUkIP7oC4+YVn6THIPHEyS3DTvb2QR3IwXOR1/Osua+t7yZH0rSw8dvgNCkTP5i/7QT5PzzWh4BQTT3940gJUiIIn3FXrxSQM7alpKdWhAUUUUAFFFFABRRRQBQm1GzguEgmuoI5G6I8gDH8KzTbxyeK5TJHuUWMa8jI/1jf4Vz95BYm7vCLmaKAM7v5lor+Y2PnWOXr+FbmkxwHV4ZYC2z+zIhEG+8yZP3vfpUXLOjrkvEaRp4o0iRgcXKtAcPjjj/wCKrra5XxghWfRr5MMYbnaELbd27B/9lpyJW5S02ybVLq+tjKYbazmaBSseWdQ3+r3f3P8AY+lJqUFzoUyeRqk5W4yI7eKMFs46hadpN3d6bHdpp+ntqUDTPOZYX2oM/wAKdd/Tt+VNknka4TXCkUzQj95avMEa3/u5P+PrUlluIX2kTbFhtrO1uZFVfKBl8ptmOenoKTR9DlukGqajqE0jTxDaqMU2xkZ2mmXfiS5aN0uNAumtmG2RiG27G69vSoBo4vLmK0ugkBFsHl3OHPJ5K8feOPmf6UgGXDwpdyJC9xeW4dikUSCZnjZB8yN/syZ+laVlr9lFaiOz0y5HlggRmNEPHbANMurGbQTDqMF5e3cVv8s0Uzb2KMR933Bx+VMSS51/UmjWFbS1tNsm25h3MzsOMjNAD9I8NxT2kc2rW0TyvEFEQj2iIcf+PVFZWljpd7PY6tBDKpJljvZ0HIY8h3P8XX60om1PRW+xyyWq2A+eK4cu2xc/6tfVhxtHoO/SrWm6Kbqdr/VXmulYfuILlf8AVr/tLjG6qEY0MUU/iHRrZZX8kPLPEvRUQ8x7f++a7+uK0ywitPHJtopC0cFu0yKTkxlsAj9c/jXa04ikc74gha/ltbQWtvOXLMxuNyrj+6rL/F/hUfhzMV5fWYsFso4REVXlmJIJbLfxV0hxjntVa51CztZUhuLmOKVx8qu2M0AVNJK/bNU29rrn/vha1CM1g6XqFn5moSyTxRhrl8Zcfwjlq0P7b0v/AKCVp/3+X/GhAzl/DqLb2FxFNeCKzs7qVLmKSPIlU4Ck/wB3vXRWEB02G2hlUzzECLz44tvA6bq53R9T+yarqtraRPfST3DSxGPBX/gTdv8APrV65TVZI7i9uIZIU8r/AFMV2VZVHOemN1TcY59QSOSW7ur2UxWLt5iKSNu7G1WXHzLg8N3/ADq/cwXL6dHJcTtbzxfvZfsn8eByvNU7GWW6xdaZpkAjjVo4JWlKKy57IBwKZPcahd38VjJa6et7DGLhZWcuAc4yq4z+NMCxbwr9iUz2JSOeRRHbov8Aq1JG3KdF4+9ilnuUWSSe0tYblJ4siWKUK87r/DWbqcuo6dYzz3CW8TXEyi4u7LOY06ZIIySPr3oEtxHafbLiwxbQSA+ddD/SPLH+zj+v4Uhlu3czNaBoT5SDdbhpNnzLgFZB/eX/ANkNN8Cym406/u2G0z3kkmPTIB/rTzJqcEdzqksCzwyRrLHbGTa0GF5GcfyqXwVEYPC1nu6tuP5uaaJZ0FFFFWScbe32vpfuqC6Rd5EaQWiSIV7EuTxW1qDTN4auWulWOdrZjIEPQ7ar2Xh9beS8kkndXnuXmSSJyj4bHyn8at6wrR+HrxdzSsts3P8AE3BqSjQi/wBRH67R/Kp6p2Unm2VvIVK+ZGp2n+HirVNCCsDxhGZ/DN8qfeVA2f8AdcE/yrfrN13/AJAWoZ6fZpf5GhgjJjmS4WzLRu11NCJw+zKyEjJRX/h5/SprqFltbqMNcGS4BlXfJvCSEf6tfSsvw/e3cvhxr2NreAW0ZDkpuMu0dW79KZp9xp1yGv8AU7qaO5lYyhHmkTauTsWPpv7dKzLL9iHvZjd6dDhZJGYXN787gE8oijnZ+Pc1QkudmtR2N7qS3cY/eu1vHseSTosZ2fnTdO1C+ju10yyYRQ3DEx/avneMD7wIz97/AGO1OtrCDwtqRuFuhdM4CGBh+9RGf73v78CjoA7TtQk0oXUZ067a9upC8CzD55ECjhm/2efz+tNMmnQ6baPcWP2qS7t1eWaSXPAH3Vc9W/2RRfvqWr3l7se3isYtqJ9q3Iu7Ab/voZqndXCm4ncQQ2szK0Yt1kCGEr92Q4++/PyY/CmBf+z3a6VZW7Q+QsaB2tLecpNOOAQVx+fNWvh+PM0u8umX5ri6Zj9MD+pNZd5DGlkDNf3kuoNbLIQ7B0y+Mqvf5jkfIe1bfgSFYfDUT5z5ztIfbnH9KaE9jpadTadVkBRRRQAUUUUAFFFFAFE2Nu8MkLRK8Mxy6N8yn8PwFZlpbww+JmSCICOGxWMMD9z5z8v9au6rp8195IhvZbVY23Hyur1hvbXMHiKVLW8mM0yxvMG8vc0eSu4cfw/1qGUjrq5b4gJ5nhsuescqMPryP61rf2Zdf9Be65/2Y/8A4mqF/p08OiXirqN3MPs7jZMUYtx64/CmBai1nSRAjJf20fyAqpcDaMcfLn0rAubs3csupWYmnu4plZI0gODEp+4Hx0YHf/SqFlcNDYWMllqRivb+ZI7jcqyk9fmO78K2P7I1O1EuoJrdxC8p3PGLXzMn/dzUjK+p+IdRNlJFdaR9kSZWQSSz8YweOn3q0f7Evr63R9Svv32zO0QofKb/AGWxVS+0u/mnt7a98Qq7SMXijawVwcf/AFj3qKz8M6zIkiS6zc2yQvshUHO6NfuE4Ip2C5NE17p882ly30d66puiWaMtJKp6r19qr6fNqOh2C20tolpFltkp/ePcSfwgIDnJp9h4e1OREvF1W5tJzuB86EPJg+vNTXOkX2otLZ3HiKOd0XLR/ZVUpnvwc0rDBrPXNUQvfw2UbBcQorHdEx/jzk/MKtLr72geLVLOVbpApAt08xZs/wAS/l36VVEGrWytHN4pAeGEyyKLVXKr/e9WFU2u30vxBYXGoaiLyCW2Z0mMWNnHVQPXA/OgRZ8OvJeeJ9V1KSFovlWIIex4yp/2vlFdjXI/D1nk0y8lkJd3uTlicknaOtddVolmFr82pwxR/wBno/l4/eSRIryKP9le9Hh+TUbiKU6jEWjb/VySxrHI4/2lHSp9c0aHWrTypMI6nKSYBIqv4d0y30+2kkhjiWWVjvMcrSD5egyanqMdpttDLrGo3TRJ5yT7C2Oduwd/xrY8tM/6sfkKztMObvVPa5/9prWrTQmcXfQSf8JmyW981tcXFurxyDGFAJ+Tb/HnaTT57XUp9WXR9R1hprWWAyHZEkTyc42f1pviS1hk8S2Hnz+RFPEytLx8m3n5Sfu9etUbG30y78LSXd/ci4vJUZQ00vzq6j5UXP8AnmkUWbTRfN8R6naWt7c2lvB5JxDKQz/J61Jc6LLaX1vHp13cy3VywZpbhtzRBf4u2ev3TVfTjoq6SbnU5ljuQrq8EczI0YzygTPFFxocej6PFqj3Fx9tjKmXy5cebucZXdSGT3tjql5qsekzamLnNu07mSIIp52r8o9DR9o1DUPDUt79qhuYISX2NDgzKnOH59u1JLJqugQXOoG0WUSxKG3z7mg25C7j/H16iobCO/Zm0Dz7ZElt2kkl5lbDcMF5oANc09rHw493FrN1KsqAeW+PKkDdlT+H1rrdDTy9Fs0PG2Ff5VxPiexn0zSobWWdrm135hUJtWDr3H3+vf8ArXoEa7IlUdFGOfpVIlktFFFUSVp0ldFEEnlMGByVyMelQa8pbQNQA6m3k/8AQTXHX9nHPq5kS5t7lmmeNWdZvNiK8sqKn93gj611N+NnhScGY3H+iH97x8/y/e/rUlWLtlCttY20CdI41RfwWrdV7c7rSJmG0ugyPw6VYpokKr3MAntJ4D0kQp+YxVijAJoYHnOlWBu9AfUFuHa2tTvezI+WZkAJ3fXj1rd1e/i1LRUSNFeeVYyyBfNMCv8AxfLXO6DpUV34g1DTZWmNtbGRowH24IcAN+Qq/Y6jHp66nDpV1G+XjMUt1LlXYj52qGaE+qvpgt4rDSLSGWYgMssJHyc8bX/v8cUkUVw2oWsGsQyJE6KJy0aeXNL/AAhmH3/pTru3i0pIddnvHFxIV8xM4BDY3+Wp79/wqtrNjfy2F7qV2EhE6RpJE7ZeJA/RT05NAEk1m8l/ewRQ/ZbUzmaQ3PK4X70ka49xz7ioLqNpzcQ2vkXlsItwe5zut0f52l+nP+/+VQXFlYTl0sLhVtVCmWcSMwEXT5/9vcBsX2pZNkkRRISYY958iTk7sfO8rf8APTnr/BQBBIgTS7udRMkTKUg83DysFXGF/urz8/b+Cu70KHyNEsYgB8sCbseuB/XNcVrRuTDJ5klwzXMkcSAjYijB4wfrwmeOrc16FHGkUYSNQqrgADtTiTIlp1Np1WSFFFFABRRRQAUUUUAcpJqmsm6nhlto7aG3Mkj3Lwuy+XxtK+rcnj2qS3YTeKo5pEkikfTVcxn7q5Y5De46VRn8Q6hLPdWSy6XDsJBknlZRt6bf96pdFYN4mtGR5nV9GVsytub/AFnc+tQWdaBgYprcg989vwp9ITjqOO1UQeYWc8Nvpmmwyx4mj1IHdsJZ0U8/qcbfxrp4vEunPcG5uLm6tXWMg2zxsQOfvcCuctN1rrE9lFayBU1SNmmzkKof5A1dowWO1ZYknvJbI/JvY73IX+9/EeagsqJ4o0+aySQs6ySx8J5b/luxioLvX9BuRbi/kcTW5WUDynBRvyrU8OureH7Extn9yoGfXFa2KqwjlbvxBol1NGl277InSaI+U6/vOfbrzVpvFGmTkQ290y3Eown+jyHn6YroOKTjOKLBc51fF2kgqTc7otuWkED4z+VYt1rSS+IrG5s7iG4eOCRHeUeUg981o+HpHs/DdrPmEQK0hmZmJCx7j932rL8TNPbR2yQyQBRDcRIyE7REAPl/3sVIzb8Ax7PDELZz5sjv+TY/pXS1i+FbZbfw3YRrzmMSc/7XP9a2qvoSYXiC41SCNDYo/l4/eSRIJHH0U9aZ4clv3hmF5GViyGSV4lidj/HuTtz3p+t6HHq8kXmZxGjquCV2sw+978in6RpI0u5uVtl2Wkm0pH5jN838Tc/h+VSPoTaR/wAfmp/9fX/si1qVztnqllBe6l5t1HF/pHRuP4Bz/n0q+PEOkHpqVuf+BimmDRheNrNLm/0NZVzC9yYnA6/OV/wNHimysNPS1u1gjgV7hYZygwDCc7hgUniy/sr7SAILu3m8uVXK+YSGX8OtQwyW1h4ltpZNXjvIGt3SOWaRXMbZHcf560rjLeoXugvp7taW1reSzDEcMMQLsffHP+e9ZCDUVt4rG51KxtRHKXRLifzJFK/wsem3rUV3qKxS6rqWleWJ7q6W3hKD5wMZZh67jXVaS2iafBFZ2F1auXPaQM0hHfjqaVgMSfUbu8uLGLWZYrewkdw8tu/7uR1+78/Vefft+Tbuy0ywvbW40e5S1aKX95IG82NAwx3NaOpWEUGpwxKQlpqLlJ0DEBZQNysv91jj9BUXhnUrWPS45J4JZLqSR3lkS3J3OX9QPcUMZl+IA+palptvJcLfxyP8v2YBQR/Hg5P869BOOufT+dcRERL4z097ZpEtZA8ioc4DY+b5T92u5FVEmQ6m06iqJMZ9DsvOubmJDFcXUbRvKjH+Lv8AXpS6rbx2vhy6t4AEjjtmVQO3BrXrN1//AJAGo/8AXvJ/6CaQy7F/qI/90fyqSq1p/wAeNt/1zX/0GrNCEOppp1NpgedXEdtY+KdXMk3ltHG88EoONkjDp+v6VoreWumeGLX93HO9+oeQumV3N99n9h/Sor14IPHswv5lit3jSbG7Cs6/dLfTmqvmTa3f/aLK2t47pG854yfkdFb5d+P48/pWbNEKLW+u57Gz1C1aKGSN4rSedvmTjIZlz9/gDtUN2z65M0l2B5duTCZYXDRu/XES/wATv/hTdR1eO7vLo30Lwbo1D24k3mbaSdgcD5F7mmvqURmjdpVjFwHikmx8pi/uKv8ABH/4/QBeuFuIAqR3ohuIwzEyPvEbYCfM56twfn/hzt7qKb9nMlpDbvt+zh/LcgfvWYcIv+/6J/AB8+adbxTOTHGpjRJ8GRExLjHyKn+3tz/1zSmzD9/BbopihmQW6iM/KqOccf7Gf4/46AGXkEMmo6TbRRpnzUYCPOwrnnr1H+3/AB/hXoCklckYPpXEW8af8JzZpE00hjidmmnHzPwfYf5Nd0v3RTiTIKdRRVkhRRRQAUUUUAFFFFAHKX099JcyxN4VhuoyxYM80Y3474I/zmpYDLJ40jmkjCMdMAkTdkoTJmtLU9Wg00RiRJppJfuRwR73b8Kxvt8dv4i+1XdtLFJLZ4h3Ly+DnZ/vVFytzq6Kwj4jT/oGaq3zbf8Aj170DxKjFQNL1Zs/9Ov/ANequKxhaxBeweIrprW6t0+0eRKIpP8AlqQ+EH5iuhaKY3CXMU4luFAgmj8w+WvGWZV/vdPwrlvE108mr2N/BY3SyRod8c6bN6qc8/ma2B4kjWRWXRr4fasn/VcyEL09+KhlGj4XAHh+xG4sBGefX5q2RXH6L4gFrpNtbyadqTvFEvIgzuHTK81dXxbGy7k0fV3X1Ftn+tUnYVjo6TvXNp4ttpBhNM1KRS21SIchj+dIPGNsZdi6bqbOf4fJ5/LNO4rMz9DWaDRlltTBbXUsrSXMk+QmxXIOf7p56fX8K3jF5bIwoIoYBdtMJBAM+YpKfN2y1Tabrf2XTvIubG+ujOxfynAdWVm6If4+tZeuTPd3tj5EOolftWP9J/vlvurUIs9IjQJEqoNu0AKP7vFS0h/w/nS1aMworL1fUl022SQpvaRhGi7wi7vdu3/1qoafrcurF7TaLGfYJEkhljmG31/yKLjsWNPtYDrGqXbRKLgShPMI5C7FrX8tP7i/lXOWFpffbdQhjv3WGOUYc4di2wZ3fpW1HazR2jRNdyO56SlfmFShso+KLVZ/D96qhQwiLj5R/DzWRpv9kNZrfa3cQS3jJtkS5IzEOflCduvpWtd6VeS2ksTanPIGjZShjT5s/hXIWUjXtjETPbrchg7y+R5lwHVvkX6Y6H6JSGh01uLqK6tLOKa2hluFn0+WVNiyNjGzd+ez+ddRp/iHT541S7lS0uogqyR3A8og47A1h6pNqV7BFBqUkLWcjElo4cski/8ALJufl+tRyRajchPtV1E7srLaxy2m9mY9VUP/AAdBvf2ouFjR1TVIr1rO6t3LW0BZkVwd11L91Ao/i5zUugXlppFjDp1zNLG8bHa8sDosm4nGM/WsJX1K6vEvra/aS9R2hEkkCIpB+7t+uf1/O0Z9WmaKV7+O6ba08UUlttBTlFbju+fu+9A7dB+ifZ7r4gXtzBIJI0jL7gcg9BXdiuR8MNO/iTWXuXikmAjV3iBC7hkbRn6Y/CuuqokMdSUtJVCErP17/kA6gf8Ap3k/9BNaFZ+uDOh3/wAuf3EnHrwaTBbli2BW1hDfeRBn64qzVSxbfYwtv83ManeP4qtUIYtJS0lMRw+vR2z+N9NguARbyRKjKy/K3LbUx9f50zUraI6lKulQf2dA0My3czx4R41ID7V749sVL46tFe70y5uN6wb/AC5Wj+8M+n61nvZRr5s63V6Z5xsRlYMJXY/u13fxfL9/8KzZaMYJG6Ye4hSPiRgA+1G/ubKgVRELaRTskcs4MUg3r/d/3Oa6M2Dby2+4RGcwxTzlRvj7bR993/ufhTLizslMP2triB7mZm8hiiNFHn5Wb+5ii4xmmJAkI2rFcyurIyTzAIpB3htmB+6531bEUV7d/Z72cT28kf2+4nCczbTs2jH3V4+v0qlY6fFB5MlpNci4fdGhiwPPc9kP91cfM9SpbiG/mLX98DARA0tvwXbZnykPrv8A4KALHhG3hfxFdyGF4mtFKIm0EKOh3N/e/wDr131cV8PIHSLUZpCuC6R8dPkB/wAa7WrRDHUUUUxBRRRQAUUUUAFFFFAHOReJ7We8a0t7e4mnWVkZFC5Xb36/dz3qNXjvvF0TpiSCTTVnTI4B8zKtWtc2FrN5+baNnmj8tyF2l19N1c950tr4hinlsJI1NmII4Y9hEXOTuweF96krc7AUVlnUrteukXI+jIf60f2pd/8AQHuv++0/xouhWMXxwWhOl3ikB4rgp833QGHf8B/OsuOVxeK1vG0s+xxA6jpyMts/u/e4/wCAfwVt6+b3U9Mkgg0mfzVYNGZCmM+vWsx7PWhcTzQaNLHLNGQW+1pv3dn3/wDsvSpepSZMy2z25t5WY2kESuI92ZIEA4nik/iX/P8AsVXSa5BaBpS1yADb/vAVk/6af7mfn/8A3dWI49ainjkGhHy1leTy/tKAAMPmT/d3jd+VQ21nrsMVusmj+ZLCsYjcXCLtCH+ZHy/ShoaYyS1ls7fFvcxJ5MnktIi7HA2b32/3KntYrlVgl06IQvIuLaNuij/noR/d2/8Aj7n+/UVvaa7FHHHJozSKm3A+0Jt4Pp/ufJTTa60IUtodIZY0cCRluR5ksYztTf8A3f8APFKw20TPJDLeuUBjtI4Vs1aXftlQ8AH+6rtxv5+571WuIJ/7b0qCRZYWefzNz9XK+o+4X/2h6inJZeIDb+WmklWjbbDIbiNsRf8APFv76VPZWd6vibS5pNKks7aNHGPO85EJQ/8AfPanYVztxRRRWhmY+vx372C/2fFHKyvmWF/+WsfOV/GqmiW1zp8yWzxL5bx+bKwjRFSQkAKAPxro6qXljbX8QS7jWVFO7DcipaGmUtJlSS61Mo6MDc4yDn+Ba1PMj/vr+Yrnv+EcjN/LMwiFs7ENbKuVkGOp/wBrNXv+Ea0b/oHRfrS1G7GkWUj74PrXnujwpDombpnQw3jROhcp5R28sv8AtiuwXw3o6EFdOiBHT71Vv+EM0EH/AI8R/wB/n/xosCdjCM0eS0lw7O8cDO2SmJP727+D5Pv/AO/SNceesjqojjlQoxgn85gi8t8/8CdP+/lbw8GaD/0Dx/3+k/xqVvDGkOmx7MuvX55XP9aTiPmOauAkUSHNsxWMqInckMg/+I/8fjp0tzIIIXW6AVWEbSbFOSOhwO39xE/366JPC+kfKXsVfaMDcd3FNfwlocjFnscs3U+Y+f50WC5R8EwjGpXXzAyXGzDPvxt/2u/WusqjpmmWmmQNDaQiOMncRuLc/jV6rRD3HUUU2mAVR1fZ/Zd35hVUMTbi3birEkSTRsjkgEYODWLcaDp9tp0qskskcUbN5UkzlBxn+lSxo0dFZ30eyeVcO1uhb67RV8mua0LShLpEEt1eXdxJKgl8zzXGAQDt61o/2Fbf89Lv/wAC5P8AGgbNQUVStbGKyD+UZiW/vSM1XaaJOV8eEf2Xa7jhPta7m27tnBqqfMneKONHhKP5Z+0MN5OziLH/ACy3J/EldDrOkQaxBHFM7qkbh/kP3qzB4H0Q/wDLKf8A7+mpsUnoZN5brpn9n3Vkn2aGZ9rgxrIYCfvfoOfpUBt2wVl3NN5+4vLKTK0yfdXkD7yH5K3T4H0X+5cf9/DTh4I0UfdS4H0lalYdzMlWSaZ7m2iaJ/Jd3bzN9ydv8B/55Zz/AA5qCK38q4uprRMeQ5M32dkyIGT5XiPbjmtb/hBND/uT/wDf2pE8FaIjKywzZXkfvWosFyDwGp/sSWTbs824dgo7DA+7XV1k6JpZ0mwNn9oe4QMSu4dB/drWq0Qx1FFFMAooooAKKKKACiiigBp6VyOt/wDI0D/rin/odFFRIqO51o6UtFFMQGiiihAHejtRRTABQKKKQBTR96iigCSiiiqENooooBAKdRRQA2iiigAooooAKKKKQBTqKKYBTaKKACqOt/8AIHu/+uZoopMEO0j/AJBdt/1zFXKKKFsMKKKKYgooooAKKKKACiiigAooopIGOooopgFFFFABRRRQAUUUUAf/2Q==" alt="Проектирование наклонных дренажных каналов"></p>
<p>Оптимальный уклон канала составляет 2-5%. Это обеспечивает достаточный скорость стока. Выбор этих параметров зависит от типа грунта и уровня осадков в данной местности.</p>
<p>Для организации правильного водоотведения необходимо учесть место расположения: отводить воду от транспортных сооружений и жилых объектов минимально на 10 метров. Важно избегать затруднений в стоке, что может привести к накоплению влаги и повреждениям дорог.</p>
<p>При проектировании рекомендуется использовать материалы, устойчивые к коррозии и механическим повреждениям. Бетон и пластиковые элементы подойдут для этого. Применение качественных фильтров улучшит свойства канала, способствуя снижению загрязненности.</p>
<p>Не следует забывать о регулярной чистке и обслуживании. Установка решеток и люков на входах в каналы уменьшит риск засорения. Также стоит предусмотреть места насыпей для контроля за состоянием и уровнем воды.</p>
<p>Для снижения риска абразивного воздействия рекомендуется обеспечить защитные обрушения на пораженных участках. Специфическое покрытие стенок канала поможет продлить срок службы конструкции.</p>
<p>Проектирование легких конструкций из сотового бетона или композитных материалов также возможно, что упростит установку и снизит стоимость. Необходимо проводить расчет на прочность, учитывающий возможные нагрузки.</p>
<p>Важно использовать программные инструменты для моделирования потоков, это поможет оптимизировать проект и избежать ошибок на этапе реализации. Инженеры должны учитывать данные по осадкам для более точного проектирования.</p>
<h2>Монтаж и обслуживание дренажных конструкций на склонах</h2>
<ul>
<li>Проведение земляных работ с учетом глубины заложения труб. Оптимальная глубина – 0,5-1 м.</li>
<li>Использование геотекстиля для предотвращения заиливания системы. Это способствует дренированию и уменьшает необходимость частого обслуживания.</li>
<li>Отвод поверхностных потоков должен осуществляться с поверхности конструкции при помощи щебня или гравия.</li>
</ul>
<p>Обслуживание состоит в регулярной проверке состояния водоотводящих путей. Проверять необходимо не реже одного раза в год, особенно после сильных осадков.</p>
<ol>
<li>Осмотр лотков и труб на наличие заторов. Устранение мусора и растительности помогает сохранить производительность.</li>
<li>Контроль за состоянием соединений и герметиков. Замена поврежденных элементов продлевает срок службы конструкции.</li>
<li>Очистка отложений в местах накопления воды. Рекомендуется использовать щетку или высокое давление.</li>
</ol>
<p>Ненадлежащее обслуживание может привести к эрозии почвы и образования луж, что сокращает срок службы самого конструктивного решения. Поэтому акцент на регулярность проверок и оперативное устранение неисправностей поможет избежать серьезных проблем.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Проблемы с дренажем на дорогах и способы их решения</title>
		<link>https://adsk.kz/problemi-s-drenazhem-na-dorogax-i-sposobi-ix-resheniya/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:24:14 +0000</pubDate>
				<category><![CDATA[Дренажные системы для дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/problemi-s-drenazhem-na-dorogax-i-sposobi-ix-resheniya/</guid>

					<description><![CDATA[Оптимальная организация водоотведения на транспортных путях требует интеграции эффективных технологий. К примеру, монтаж аэродинамических щитов способен значительно сократить количество осадков, собирающихся на поверхности, предотвращая образование луж и повышая безопасность передвижения. Также стоит обратить внимание на использование перфорированных труб и системы фильтрации грунта. Эти методы способствуют более быстрому уходу воды в почву, минимизируя вероятность затоплений и [&#8230;]]]></description>
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" alt="Проблемы с дренажем на дорогах и способы их решения" title="Проблемы с дренажем на дорогах и способы их решения" /></p>
<p>Оптимальная организация водоотведения на транспортных путях требует интеграции эффективных технологий. К примеру, монтаж аэродинамических щитов способен значительно сократить количество осадков, собирающихся на поверхности, предотвращая образование луж и повышая безопасность передвижения.</p>
<p>Также стоит обратить внимание на использование перфорированных труб и системы фильтрации грунта. Эти методы способствуют более быстрому уходу воды в почву, минимизируя вероятность затоплений и повреждений дорожного покрытия. В регионах с высокими осадками применение дренажных канав является неоспоримым решением для управления потоком тала и ливневой воды.</p>
<p>Регулярная инспекция и очистка всех элементов инфраструктуры помогут сохранить работоспособность систем. Установка автоматизированных систем мониторинга уровня воды дает возможность заранее реагировать на возможные изменения и предотвращать негативные последствия. Применение этих технологий может значительно повысить долговечность и качество дорожного полотна.</p>
<h2>Определение наиболее распространенных причин засоров дренажных систем</h2>
<p>Другой важный фактор – отложения песка и грунта, которые скапливаются в системе, особенно после сильных дождей. Это вызывает необходимость в регулярной очистке, чтобы избежать заторов.</p>
<p>Также следует учитывать влияние корней растений, которые могут прорастать в трещины труб и вызывать их повреждение. Это приводит к образованию блокировок и нарушению нормального течения воды.</p>
<p>Неконтролируемые изменения ландшафта, такие как строительство или выемка грунта, могут способствовать изменению направления водотока, что тоже создает ненужные препятствия в системе.</p>
<p>Редкое обслуживание и инспекция систем также могут привести к скапливанию остатков материалов, таких как строительный мусор, что создает дополнительную нагрузку на конструкции.</p>
<p>Отсутствие системетки или фильтров на входах в дренажные каналы может привести к попаданию крупных предметов, таких как пластиковые бутылки, что обостряет ситуацию с засорами.</p>
<p>Комплексный подход к этой теме включает регулярную проверку и плановые очистки, чтобы предотвратить возникновение заторов и сохранить функциональность системы.</p>
<h2>Методы диагностики и оценки состояния дренажных систем</h2>
<p><img decoding="async" 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" alt="Методы диагностики и оценки состояния дренажных систем"></p>
<p>Рекомендуется использовать видеонаблюдение как первоочередной способ оценки. Этот метод позволяет визуально осмотреть внутренние поверхности труб и обнаружить повреждения, засоры и другие аномалии. При этом используются специализированные камеры, которые позволяют получать высококачественные изображения.</p>
<p><strong>Гидравлические испытания</strong> служат для проверки состояния работоспособности системы. Такие испытания помогут определить, как эффективно система отводит воду и обеспечивают ли трубы необходимые параметры по потоку.</p>
<p>Использование <em>ультразвуковых датчиков</em> позволяет оценить толщину стенок труб и возможность возникновения коррозии. Приборы могут фиксировать даже мелкие трещины или участки, подверженные повреждениям, что позволяет вовремя принять необходимые меры.</p>
<p>Картирование с помощью георадаров даст возможность исследовать состояние объектов без их разрушения. Эта технология позволяет выявить недостатки в конструкции и степени заполнения систем.</p>
<p>Анализ данных о метеорологических условиях и состоянии окружающей среды выступает важным аспектом. При изучении характеристик и условий эксплуатации проводятся сопоставления с данными о производительности систем, что помогает в прогнозировании их будущей надежности.</p>
<p>Интеграция датчиков уровня и потока в систему мониторинга обеспечивает постоянное слежение за состоянием. Это позволяет своевременно выявлять отклонения от нормы и принимать меры для устранения возможных последствий.</p>
<h2>Технологические решения для улучшения дренажа на дорожных сооружениях</h2>
<p><strong>Изменение угла наклона покрытия</strong> позволяет создать естественные водостоки. Увеличение наклона в сторону бордюров ускоряет отвод жидкостей и препятствует скоплению воды на поверхности. Рекомендуется применять уклон не менее 2%.</p>
<p><strong>Использование проницаемых материалов</strong> для дорожного покрытия снижает уровень воды, проникая в основание и уменьшая нагрузку на системы отвода. Бетонные плитки с пористой структурой и асфальт с добавлением легких заполнителей активно применяются для таких целей.</p>
<p><strong>Интеграция подземных трубопроводов</strong> с решетками для сбора жидкости позволяет организовать систему, которая собирает сточные воды и направляет их в специальные резервуары. Правильное расположение этих компонентов в сочетании с регулярным обслуживанием улучшает общее состояние конструкции.</p>
<p><strong>Системы биофильтрации</strong> включают в себя специальные конструкции, которые используют растения для естественного очищения и задержки воды. Эти решения помогают не только в удалении загрязняющих веществ, но и в создании эстетически приятной среды.</p>
<p><strong>Применение геосинтетиков</strong> в качестве оснований и дренажных слоев значительно увеличивает прочность и долгосрочность дорожного покрытия. Геоматы и геосетки способствуют распределению нагрузки и отводу лишней влаги.</p>
<p><strong>Реновация существующих водосборных систем</strong> с использованием современных материалов и технологий позволяет повысить их производительность. Замена старых коллекторов на более современные образцы улучшает пропускную способность и долговечность сооружений.</p>
<p><strong>Рекультивация мест</strong> с высоким уровнем влажности за счет создания мелких водоемов или ландшафтных дренажных систем помогает в регулировании уровня воды и поддержании экосистемы. Такие проекты способствуют созданию микроклимата и уменьшению негативного воздействия осадков.</p>
<h2>Опыт внедрения новых материалов и конструкций для дренажа</h2>
<p>Использование современных технологий и инновационных решений в области водоотведения стало ключевым моментом для улучшения инфраструктуры. В последние годы наблюдается активное применение новых материалов и конструкций, которые демонстрируют высокую производительность и надежность.</p>
<ul>
<li><strong>Системы геосеток:</strong> Эти элементы обеспечивают укрепление и стабилизацию слоя почвы, предотвращая деформацию и улучшая отвод влаги. Установленные под поверхностью, они способствуют распределению нагрузки и повышают долговечность конструкции.</li>
<li><strong>Перфорированные трубы из композитных материалов:</strong> Эти трубы отличаются высокой устойчивостью к коррозии и могут использоваться в агрессивных средах. Они обеспечивают эффективный сбор и отвод сточных вод, минимизируя засорение.</li>
<li><strong>Зеленые крыши и стенды:</strong> Использование растительности для поглощения влаги на крыше или стенах зданий значительно снижает осадки. Эта техника одновременно служит улучшением эстетического вида и снижением нагрузки на ливневую канализацию.</li>
<li><strong>Системы фильтрации с использованием пористых бетонов:</strong> Новые разработки в области строительных материалов позволяют создавать пористый бетон, который эффективно пропускает воду. Это решение помогает контролировать уровень подземных вод и уменьшает риск затопления.</li>
</ul>
<p>Внедрение таких решений требует тщательной оценки местных условий и климатических факторов. При правильном подходе эти инновации могут значительно улучшить систему водоотведения, обеспечивая устойчивость и долговечность инфраструктуры.</p>
<ol>
<li>Оценка типологии почвы и гидрологических условий перед установкой.</li>
<li>Выбор материалов, соответствующих специфике региона.</li>
<li>Многоуровневый подход к проектированию для оптимизации потока воды.</li>
</ol>
<p>Непрерывный мониторинг и анализ работы новых систем позволят обеспечить их долгосрочную эффективность и выявить возможности для дальнейших улучшений. Ключевым аспектом является интеграция новых решений в действующую инфраструктуру с учетом ее особенностей и потребностей.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Уход за дренажными системами на дорогах &#8212; советы и рекомендации</title>
		<link>https://adsk.kz/uxod-za-drenazhnimi-sistemami-na-dorogax-soveti-i-rekomendatsii/</link>
					<comments>https://adsk.kz/uxod-za-drenazhnimi-sistemami-na-dorogax-soveti-i-rekomendatsii/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:24:12 +0000</pubDate>
				<category><![CDATA[Дренажные системы для дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/uxod-za-drenazhnimi-sistemami-na-dorogax-soveti-i-rekomendatsii/</guid>

					<description><![CDATA[Регулярная проверка состояния перемычек и колодцев должна стать частью работы на любом участке. Обратите внимание на наличие мусора, который может затруднить отвод жидкости. Своевременная чистка поможет предотвратить более серьезные проблемы, такие как затопление или повреждение дорожного покрытия. Рекомендуется проводить осмотр после сильных осадков. Обратите внимание на уровень заполненности: если он близок к верхней границе, это [&#8230;]]]></description>
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" alt="Уход за дренажными системами на дорогах: советы и рекомендации" title="Уход за дренажными системами на дорогах - советы и рекомендации" /></p>
<p>Регулярная проверка состояния перемычек и колодцев должна стать частью работы на любом участке. Обратите внимание на наличие мусора, который может затруднить отвод жидкости. Своевременная чистка поможет предотвратить более серьезные проблемы, такие как затопление или повреждение дорожного покрытия.</p>
<p>Рекомендуется проводить осмотр после сильных осадков. Обратите внимание на уровень заполненности: если он близок к верхней границе, это сигнал к действиям. Очистка может включать механические и ручные методы, в зависимости от уровня загрязнения и доступности мест.</p>
<p>Для долгосрочной защиты от образования наледей рекомендуется применять специализированные решения. Высококачественные герметики предотвратят попадание воды внутрь конструкции, что существенно упростит эксплуатацию зимой.</p>
<p><strong>Внимание к деталям</strong> также играет важную роль: замена повреждённых элементов должна проводиться незамедлительно. Игнорирование таких факторов может повлечь дополнительные затраты на ремонт дорожного покрытия.</p>
<p>Поддержка идеального состояния водоотводных каналов требует не только регулярного мониторинга, но и взаимодействия с местными службами. Своевременное уведомление о возникших проблемах поможет организовать оперативное устранение неполадок.</p>
<h2>Проверка состояния дренажных систем перед сезонными изменениями</h2>
<p><img decoding="async" 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" alt="Проверка состояния дренажных систем перед сезонными изменениями"></p>
<p>Для обеспечения исправной работы элементов отвода жидкости перед началом сезона дождей или зимних осадков необходимо провести их тщательный осмотр. Важно проверить наличие засоров, загрязнений и повреждений.</p>
<p>Первым шагом является очистка от мусора и листвы, который может мешать нормальному потоку воды. Лотки и трубы следует проверить на наличие скоплений песка, грязи или других предметов, способных создать препятствия.</p>
<p>Вторым этапом является осмотр состояния соединений и стыков. Необходимо устранять трещины и заделывать повреждения, чтобы избежать утечек. Важно проверить герметичность всех соединений, чтобы исключить риск протечек и последующих разрушений.</p>
<p>Третий шаг заключается в оценке уклона труб. Неправильный уклон может способствовать образованию stagnation воды, что в свою очередь приведет к повреждениям под воздействием замерзания. Регулярная проверка и коррекция уклонов помогут сохранить инфраструктуру в надлежащем состоянии.</p>
<p>Четвертый аспект – это регулярность проверки и наличие документов о проведённых работах. Ведение журнала осмотров и ремонта помогает следить за состоянием и предугадывать возможные проблемы в будущем.</p>
<p>Заключительный этап включает в себя планирование дополнительных работ по установке систем для предотвращения замерзания и избыточного зарастания. Использование специальных добавок и покрытий минимизирует риск загрязнения.</p>
<h2>Очистка и устранение засоров в дренажных трубах</h2>
<p><img decoding="async" 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" alt="Очистка и устранение засоров в дренажных трубах"></p>
<p>Регулярное техническое обслуживание включает в себя осмотр и чистку трубопроводов. Для этого рекомендуется использовать специальные инструменты, такие как сантехнические тросы и насадки для гидродинамической очистки. Важно выполнять проверку на регулярной основе, особенно после сильных осадков.</p>
<p>Если возник засор, первым шагом станет визуальный осмотр: в виде поверхности и участка около выхода трубы можно обнаружить скаплившиеся отходы. Чистку стоит начинать с механического удаления грязи и мусора вручную или с помощью подходящих щеток.</p>
<p>Для устранения более серьезных проблем следует применить воду под высоким давлением. Гидродинамическая чистка поможет устранить наслоения, которые невозможно удалить механическими методами, обеспечивая свободный поток воды.</p>
<p>В качестве альтернативного метода можно использовать химические составы, предназначенные для растворения жира и других веществ. Необходимо следить за инструкцией, чтобы избежать повреждения труб. После применения химических реагентов стоит провести тщательное промывание, чтобы исключить их остатки.</p>
<p>Важно также проводить профилактические мероприятия, такие как установка фильтров и решеток на входе труб, чтобы предотвратить накопление мусора. Регулярная инспекция поможет выявить потенциальные проблемы на ранней стадии.</p>
<h2>Регулярное техобслуживание и замена элементов дренажной системы</h2>
<p>Необходимо проводить проверку и очистку компонентов каждые три месяца. Это позволит своевременно выявлять засоры и повреждения, предотвращая дальнейшие проблемы.</p>
<p>Рекомендуется заменять фильтры и решетки, которые со временем забиваются мусором. Использование нержавеющего материала для этих элементов повысит их долговечность.</p>
<p>При наличии поврежденных труб, следует немедленно провести их ремонт или замену. Рекомендованная частота замены составляет пять-семь лет в зависимости от материала и условий эксплуатации.</p>
<p>Контроль уровня воды в отстойниках важен для предотвращения переполнения. В случае, если уровень превышает норму, необходимо организовать откачку.</p>
<p>Следует проверять состояние засыпки и дренажных слоев. Это поможет избежать образования пустот, которые могут привести к нарушению целостности структуры.</p>
<p>Очистка колодцев и люков должна проходить два раза в год. Это упростит доступ к элементам, влияющим на всю систему. Поддержание их в чистоте предотвратит попадание корней и другого мусора.</p>
<p>Рекомендуется вести учет всех проведенных работ. Это позволит отслеживать состояние и производить плановые замены или ремонты на более ранних стадиях.</p>
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		<title>Как выбрать подрядчика для установки дорожного дренажа</title>
		<link>https://adsk.kz/kak-vibrat-podryadchika-dlya-ustanovki-dorozhnogo-drenazha/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:24:11 +0000</pubDate>
				<category><![CDATA[Дренажные системы для дорог]]></category>
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					<description><![CDATA[Обратите внимание на наличие лицензий и сертификатов у исполнителя. Это гарантирует соблюдение стандартов и норм в области монтажа системы водоотведения. Документы должны быть актуальны, а также подтверждать опыт работы с аналогичными проектами. Изучите портфолио завершённых работ и отзывы клиентов. Прозрачность в выполненных проектах и положительные рекомендации от других заказчиков играют ключевую роль. Сравнение различных примеров [&#8230;]]]></description>
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alt="Как выбрать подрядчика для установки дорожного дренажа" title="Как выбрать подрядчика для установки дорожного дренажа" /></p>
<p>Обратите внимание на наличие лицензий и сертификатов у исполнителя. Это гарантирует соблюдение стандартов и норм в области монтажа системы водоотведения. Документы должны быть актуальны, а также подтверждать опыт работы с аналогичными проектами.</p>
<p>Изучите портфолио завершённых работ и отзывы клиентов. Прозрачность в выполненных проектах и положительные рекомендации от других заказчиков играют ключевую роль. Сравнение различных примеров позволит определиться с уровнем компетентности исполнителя.</p>
<p>Обратите внимание на используемые технологии и материалы. Качественные компоненты, такие как трубы, фильтры и геотекстиль, напрямую влияют на долговечность дренажной системы. Убедитесь, что все материалы соответствуют современным требованиям и стандартам.</p>
<p>Обсудите все финансовые вопросы заранее. Запросите детальный сметный расчёт, чтобы избежать неожиданных затрат в процессе работы. Чёткая договорённость о стоимости и сроках исполнения поможет избежать конфликтов и недорозумений.</p>
<p>Не пренебрегайте собеседованием с потенциальными исполнителями. Личное общение и умение оказывать необходимую консультацию могут многое сказать о квалификации. Задавать вопросы о методах работы и подходе к выполнению задач поможет оценить профессионализм специалиста.</p>
<h2>Определение требований к дренажной системе</h2>
<p>Точные размеры зоны, где будет проектироваться водоотведение, должны быть основой для расчета необходимого объема дренажной сети.</p>
<p>Имеет значение тип почвы. Песчаные и супесчаные грунты требуют более детального проектирования, чем глинистые, так как они быстрее пропускают влагу.</p>
<p>Определение уровня подземных вод позволит избежать переполнения систем. Желательно проводить замеры в разное время года.</p>
<p>Рекомендуется изучить историю дождевых осадков в данной местности, так как частота и количество осадков влияют на нагрузку на дренаж.</p>
<p>Требуется учитывать существующие коммуникации: электросети, водопроводы, канализацию. Это значительно сократит риски во время работы.</p>
<p>Важно предусмотреть возможность доступа к системе дренажа для последующего обслуживания. Это может включать установкаInspection люков на совпадающих участках.</p>
<p>Необходимость системы фильтрации воды зависит от предназначения – в случае использования для полива или других нужд.</p>
<p>Следует учитывать особенности климатических условий региона, особенно заморозков, так как это повлияет на выбор материала и конструкции.</p>
<p>Разработка проектной документации и ее согласование с местными органами управления необходимо для предотвращения юридических проблем.</p>
<p>Рекомендуется привлекать профессионалов для оценки рисков и разработки оптимальной структуры дренажной сети с учетом всех параметров.</p>
<h2>Критерии выбора надежного подрядчика</h2>
<p>Первый фактор – опыт в выполнении как минимум нескольких аналогичных объектов. Подрядчик должен иметь успешные проекты в своем портфолио, которые можно оценить по качеству и срокам выполнения работ.</p>
<p>Второй момент – наличие лицензий и сертификатов. Проверка актуальности документов поможет гарантировать, что работа будет соответствовать законодательным требованиям и стандартам безопасности.</p>
<p>Третий аспект – отзывы клиентов. Рейтинг обслуживающей компании можно оценить по количеству положительных откликов. На специализированных платформах и форумах доступны мнения предыдущих заказчиков, что дает возможность сформировать объективное представление.</p>
<p>Четвертое – уровень квалификации сотрудников. Персонал должен проходить регулярное обучение и повышать свою квалификацию, чтобы справляться с сложными задачами. Наличие сертификатов у рабочих особенно значимо.</p>
<p>Пятый критерий – стоимость услуг. Следует анализировать предложения на рынке. Низкая цена может свидетельствовать о низком качестве, в то время как слишком высокая – о попытке завышения бюджета. Оптимальный вариант – разумное соотношение цены и качества.</p>
<p>Шестой элемент – гарантии на выполненные работы. Надежная организация предоставляет технические гарантия на свои услуги, что подтверждает уверенность в качестве выполняемых работ.</p>
<p>Седьмой момент – срок выполнения. Важно оценить реальную возможность подрядчика закончить проект в оговоренные сроки. Наличие четкого графика работ и ответственности за его соблюдение – хороший знак.</p>
<p>Последний аспект – возможность сопровождения проекта на всех стадиях. Подрядчик, готовый предложить услуги по проектированию, согласованию и выполнению, будет иметь явное преимущество.</p>
<h2>Проверка опыта и квалификации специалистов</h2>
<p>Рекомендуется запрашивать у кандидатов на выполнение работ документацию, подтверждающую их опыт. Это могут быть копии лицензий, сертификатов или дипломов, которые свидетельствуют о наличии необходимых знаний и навыков.</p>
<p>Полезно ознакомиться с портфолио завершённых проектов. Изучение выполненных работ поможет оценить качество, соответствие стандартам и наличие необходимого опыта в аналогичных условиях. Кроме того, стоит обратить внимание на характер выполненных задач: удовлетворяли ли они потребности клиентов, и насколько точно соблюдались сроки.</p>
<p>Желательно провести беседу с бывшими заказчиками для получения отзывов о работе. Это даст возможность понять, насколько специалист соблюдает обязательства, работает в команде и готов к решению непредвиденных ситуаций.</p>
<p>Проверка участия в профильных ассоциациях или организациях также может служить дополнительным аргументом в пользу квалификации. Члены таких сообществ часто обязаны следовать определённым стандартам и этическим нормам, что указывает на их профессиональную состоятельность.</p>
<p>Важно обратить внимание на навыки работы с современными технологиями и применяемыми методами. Специалисты, отслеживающие новшества, способны использовать более эффективные и долговечные подходы при выполнении задач.</p>
<p>На этапе переговоров следует обратить внимание на готовность объяснить свою стратегию работы и предложенные решения. Профессионалы должны уметь четко и понятно обозначить ключевые моменты, так как это свидетельствует о высоком уровне компетенции.</p>
<h2>Сравнение цен и условий выполнения работ</h2>
<p>При анализе стоимости и условий предоставления услуг, стоит рассмотреть следующие аспекты:</p>
<ol>
<li><strong>Ценовой диапазон:</strong>
<ul>
<li>Сравнить расценки на услуги разных организаций.</li>
<li>Обратите внимание на сезонные скидки и акции.</li>
</ul>
</li>
<li><strong>Метод расчета стоимости:</strong>
<ul>
<li>Фиксированная цена за проект или почасовая ставка.</li>
<li>После обсуждения всех деталей, уточните, включены ли все материалы и оборудование в стоимость.</li>
</ul>
</li>
<li><strong>Сроки выполнения:</strong>
<ul>
<li>Уточнить, сколько времени займет завершение работы.</li>
<li>Сравнить сроки между разными исполнителями и ознакомиться с отзывами о соблюдении сроков.</li>
</ul>
</li>
<li><strong>Качество материалов:</strong>
<ul>
<li>Поинтересоваться у каждого исполнителя о брендах и стандартов используемых материалов.</li>
<li>Сравнить предложенные материалы, так как это может изменить общую стоимость и долговечность результата.</li>
</ul>
</li>
<li><strong>Гарантия:</strong>
<ul>
<li>Убедиться в наличии гарантийного обслуживания услуг.</li>
<li>Сравнить условия гарантии, например, на ремонт или замену отдельных элементов.</li>
</ul>
</li>
</ol>
<p>Анализируя указанные пункты, можно получить лучшее представление о реальной стоимости и условиях выполнения работ по созданию дренажной системы.</p>
]]></content:encoded>
					
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			</item>
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		<title>Дренажные системы для промышленных дорог &#8212; что учесть при проектировании</title>
		<link>https://adsk.kz/drenazhnie-sistemi-dlya-promishlennix-dorog-chto-uchest-pri-proektirovanii/</link>
					<comments>https://adsk.kz/drenazhnie-sistemi-dlya-promishlennix-dorog-chto-uchest-pri-proektirovanii/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:24:10 +0000</pubDate>
				<category><![CDATA[Дренажные системы для дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/drenazhnie-sistemi-dlya-promishlennix-dorog-chto-uchest-pri-proektirovanii/</guid>

					<description><![CDATA[При разработке инфраструктурных объектов для крупных автодорог необходимо учитывать специфику осадков и потенциальные потоки воды. Задача состоит в том, чтобы минимизировать риск затоплений и сохранить износостойкость покрытия. Данные по среднему количеству осадков в регионе должны стать основой анализа, так как они определяют необходимый объем работы по отводу воды. Также стоит обратить внимание на геоморфологические особенности [&#8230;]]]></description>
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" alt="Дренажные системы для промышленных дорог: что учесть при проектировании" title="Дренажные системы для промышленных дорог - что учесть при проектировании" /></p>
<p>При разработке инфраструктурных объектов для крупных автодорог необходимо учитывать специфику осадков и потенциальные потоки воды. Задача состоит в том, чтобы минимизировать риск затоплений и сохранить износостойкость покрытия. Данные по среднему количеству осадков в регионе должны стать основой анализа, так как они определяют необходимый объем работы по отводу воды.</p>
<p>Также стоит обратить внимание на геоморфологические особенности местности, которые могут оказывать влияние на скорость стока. Наклоны поверхности, наличие водоемов и особенности грунта учитываются при проектировании. Крайне полезно провести геодезические исследования, чтобы определить оптимальные точки сброса воды и проложить основные каналы.</p>
<p>Важным аспектом являются фильтрационные свойства материалов, используемых в конструкции. Выбор между различными решениями, такими как водопроницаемая асфальтная смесь или специальные конструкции для сбора и отвода, должен опираться на анализ долговечности и совместимости с количеством ожидаемых осадков. Практика показывает, что стоимость не должна быть единственным критерием выбора; качество и долгосрочная эффективность также играют значительную роль.</p>
<p>Технические нормы и правила, действующие в Казахстане, должны быть учтены на всех этапах проектирования. Своевременное выполнение проверок и экспертиз гарантирует соответствие выбранных решений установленным стандартам, минимизируя риски при эксплуатации.</p>
<h2>Выбор типа дренажной системы в зависимости от условий эксплуатации</h2>
<p><img decoding="async" 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" alt="Выбор типа дренажной системы в зависимости от условий эксплуатации"></p>
<p><strong>Для строительных объектов, расположенных на равнинной местности с высоким уровнем грунтовых вод, рекомендуются открытые канавы.</strong> Такие конструкции обеспечивают быстрое удаление избыточной влаги, что предотвращает подтапливание. Глубина и ширина канав должны рассчитываться с учетом дождевых осадков и грунтовых характеристик.</p>
<p><strong>Для зон с высоким уровнем нагрузки рекомендуется устанавливать фильтрационные решения.</strong> Такие методы, как системное размещение дренажных труб, позволят распределять нагрузку и предотвратить деформацию покрытий. Выбор материала труб также играет ключевую роль, так как некоторые из них обладают большей прочностью.</p>
<p><em>На участках с песчаными грунтами эффективны дренажные решетки.</em> Они хорошо справляются с быстрым водоотведением, при этом не требуют глубоких excavation. Установка осуществляется поверху, что снижает затраты на трудозатраты.</p>
<p><strong>В условиях переменного климата стоит рассмотреть комбинированные подходы.</strong> Например, использование как открытых канав, так и закрытых систем, способных адекватно реагировать на изменения уровня осадков и температурные колебания.</p>
<p><em>Важно учитывать также специфику производственной деятельности.</em> Например, в районах с интенсивным движением техники можно внедрять резервуары для временного хранения жидкости, что позволит предотвратить накопление воды и минимизировать воздействие на покрытия.</p>
<p><strong>Обработка данных о просадках и подъемах грунта обеспечит правильный выбор конкретного подхода.</strong> Необходимо проводить аналогичные исследования перед началом работ для определения характера дренажа.</p>
<p><em>Каждое решение должно базироваться на технико-экономических расчетах, а также испытаниях на соответствие выбранному профилю грунта.</em> Это поможет избежать проблем в эксплуатации и сохранить целостность автомобильных и железных путей.</p>
<h2>Расчет глубины и ширины дренажных канав с учетом климата и грунта</h2>
<p>Определение параметров канав необходимо начинать с анализа климатических условий. В регионах с высокой среднегодовой осадкой глубина должна составлять не менее 0,8 метра, а ширина – около 60 сантиметров. Для мест с умеренными осадками достаточно глубины в 0,5 метра и ширины 40 сантиметров.</p>
<p>При расчете необходимо учитывать тип почвы. Для глинистых грунтов параметр глубины рекомендуется увеличить на 20% из-за низкой проницаемости. В случае песчаных почв, наоборот, глубину можно уменьшить до 0,4 метра. Ширина в этом случае может быть стандартной – 50 сантиметров.</p>
<p>На участках с рельефом провести анализ местного стока, который поможет в детализации размеров. Параметры канав следует увеличивать при наличии склонов, чтобы предотвратить миграцию воды от источников.</p>
<p>Также стоит учитывать уровень грунтовых вод. В зонах с высоким уровнем их залегания углубление не должно превышать 0,5 метра, чтобы не создать заторов. При низком уровне можно применять большие размеры, увеличивая глубину до 1 метра.</p>
<p>Планирование должно включать размещение подводящих и отводящих каналов, что также повлияет на определение ширины и глубины, соответствующих нагрузкам и потоку. При наличии больших объемов воды ширина может достигать 80 сантиметров.</p>
<p>Рекомендуется проводить моделирование потока воды для окончательного расчета, используя данные о среднемесячных осадках и скорости движения. Это поможет установить наиболее оптимальные размеры для конкретного объекта.</p>
<h2>Совместимость дренажной системы с другими инженерными коммуникациями</h2>
<p>При интеграции водоотводных конструкций с другими инженерными системами необходимо учитывать их расположение и взаимное влияние. Рекомендуется проектировать водоотводные элементы на основе данных о текущих коммуникациях и их глубине заложения. Разработка схемы расположения всех подземных объектов, включая электросети, водопровод, газопроводы и канализацию, позволит избежать конфликтов и повреждений.</p>
<p>К примеру, расстояние между трубами водоотведения и вентиляционными системами должно составлять не менее 1 метра. Это поможет предотвратить негативное воздействие на работоспособность последних. При этом диаметры и наклоны водоотводных труб должны соответствовать гидравлическим расчетам, чтобы избежать залипания и заторов.</p>
<p>Использование материаллов с защищенной изоляцией (например, для электрических кабелей) позволяет значительно снизить риски от возможного взаимодействия с влажной средой. Установка ревизионных колодцев также допускает доступ к коммуникациям, не нарушая целостности сетей.</p>
<p>Специфика грунтов в области прокладки коммуникаций также должна учитываться. Водопоглощение и уровень грунтовых вод могут влиять на устойчивость всех конструкций, поэтому предварительные геотехнические исследования обязательны. Так, например, в районах с повышенной влажностью стоит избегать компоновки «мокрых» участков рядом с электрическими линиями, что позволит уменьшить вероятность электрификации.</p>
<p>Каждая из коммуникаций должна быть спроектирована и обустроена с учетом необходимости доступа для обслуживания. Планировка должна предусматривать возможность свободного перемещения техобслуживающего персонала и техники. Периодические проверки всех элементов помогут поддерживать в рабочем состоянии все части инфраструктуры.</p>
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			</item>
		<item>
		<title>Срок службы дренажных систем для автодорог &#8212; как его увеличить</title>
		<link>https://adsk.kz/srok-sluzhbi-drenazhnix-sistem-dlya-avtodorog-kak-ego-uvelichit/</link>
					<comments>https://adsk.kz/srok-sluzhbi-drenazhnix-sistem-dlya-avtodorog-kak-ego-uvelichit/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:24:09 +0000</pubDate>
				<category><![CDATA[Дренажные системы для дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/srok-sluzhbi-drenazhnix-sistem-dlya-avtodorog-kak-ego-uvelichit/</guid>

					<description><![CDATA[Для достижения максимальной работоспособности дренажных мероприятий необходимо регулярно осуществлять их мониторинг и проводить плановые проверки. Важно активно выявлять засоры и загрязнения, которые могут вызвать аварийные ситуации. Рекомендуется проводить очистительные работы минимум два раза в год, особенно перед началом сезона сильных осадков. Правильный выбор материалов также играет значительную роль. Использование высококачественных компонентов, стойких к воздействию воды [&#8230;]]]></description>
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" alt="Срок службы дренажных систем для автодорог: как его увеличить" title="Срок службы дренажных систем для автодорог - как его увеличить" /></p>
<p>Для достижения максимальной работоспособности дренажных мероприятий необходимо регулярно осуществлять их мониторинг и проводить плановые проверки. Важно активно выявлять засоры и загрязнения, которые могут вызвать аварийные ситуации. Рекомендуется проводить очистительные работы минимум два раза в год, особенно перед началом сезона сильных осадков.</p>
<p><strong>Правильный выбор материалов</strong> также играет значительную роль. Использование высококачественных компонентов, стойких к воздействию воды и химических реагентов, продлит функционирование инфраструктуры. Например, применение перфорированных труб с защитными фильтрами значительно уменьшает вероятность повреждений от корней растений и минеральных отложений.</p>
<p>Не менее важным аспектом является <strong>проектирование системы</strong>. Обеспечение оптимального уклона и эффективное распределение нагрузки вокруг элементов дренажа предотвратит преждевременно возникающие проблемы и повысит сопротивляемость конструкций к внешним воздействиям. Использование автоматизированных систем контроля позволяет оперативно обнаруживать потенциальные риски и избегать дорогостоящих ремонтов в будущем.</p>
<h2>Выбор материалов для дренажной системы: долговечность и устойчивость</h2>
<p>При проектировании водоотводов необходимо акцентировать внимание на материалах, чтобы обеспечить надежность и продолжительность эксплуатации сооружений.</p>
<ul>
<li><strong>Пластиковые трубы:</strong> Высокая устойчивость к химическим воздействиям и коррозии. Исключают возможность повреждений при температурных колебаниях. Рекомендуются ПНД и ПП.</li>
<li><strong>Бетон:</strong> Используется в виде секционных труб с высокой прочностью. Стоит выбирать марки с добавлением пластификаторов для повышения стойкости к влаге.</li>
<li><strong>Металлические конструкции:</strong> Использование оцинкованных или полимерных покрытий предотвращает коррозию. Подходит насчет естественных промежутков для вентиляции.</li>
</ul>
<p>Кроме выбора конкретных элементов, важна их комбинированная эксплуатация. Это гарантирует более масштабное распределение нагрузки и предотвращает повреждения от внешних факторов.</p>
<ul>
<li><strong>Геотекстиль:</strong> Дополнительный слой защищает от засорения и удерживает почву, тем самым увеличивая срок службы элементов.</li>
<li><strong>Дренажные колодцы:</strong> Используйте конструкции из бетона или прочного пластика с проникающими элементами для эффективного отвода.</li>
</ul>
<p>Технические характеристики материалов играют ключевую роль:</p>
<ol>
<li>Устойчивость к механическим повреждениям.</li>
<li>Способность выдерживать воздействие почвы и воды.</li>
<li>Низкие показатели водопоглощения.</li>
</ol>
<p>Опираясь на специфические условия эксплуатации, стоит заранее проводить тестирование материалов, чтобы избежать неожиданных последствий. Корректный выбор компонентов существенно влияет на производительность системы в целом.</p>
<h2>Регулярное техническое обслуживание: что необходимо учитывать</h2>
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Sh/b/wCvTTIBwCPwoAfhmOBgfU0uD3I/OoC54G3NIWPpQBPgH+Jc/Wjy1/56J+dVi35Ui5J6UAWjF6Mn/fVHl54Mq/nVUucYI59qMkDlT+NAFjylP/LVKPKH99Tj3qtznjGTTo1aR1VcFicD60AXba3uc+Za5yONyY4qz5eqnP7yc/VhWra2629ukS4wo5I7nvUpYBSdvQUgOakt5y7NIhLE8ljzREJ4QRG5TPXBq9LKhP3f1aqpKHpGMfVv8aYFg3GY7qU4BkI8sFuQxGCfypIZIpLtHJVVCBXDN1ULg1WxH0MQ/wDHv8ajcoCCIU/NqALA1HypclQcz+YcgHjGMDPSmHUVMflhPl8pkzgZySTnPXHNUmkUswMCEjtvajzEB/1SY9ct/jQBptqUTSBxGxweMhcr8uMDH9aa1+rW/khCo8oIeepGOfyFZ4kj4Pkp9Szf407zE4/dJ+DN/jQBchuY4kiUKTtLE9OSRjipWvIpQiyI22Mqy7cZyBjn8qz1deD5Kfmf8acJE5xCv/fR/wAaALsl6ssBidSAcnIwDuySPw56VUpPMT/ngD+J/wAaXen/ADxX8z/jQAE89aMDHrS70z/ql4/2j/jQXGOI1Hvk/wCNADCv0pNvpRkjqQRSEtQAFT3FKDntV+4tlKbYY4iwRWPzneMgZ46d6bJp7ROivLty+zO3v7eo96AKn4UuM1ObRN7ZnwvmeWDs6t9PT3pfsEwXeSQArsTjgFcjH6UAQDOetKfcA1M9lNEGLMdgKAMVPzbvT6U/7G/mKu84ZWblPm+X0FAFUEDjHNLvGeAPxNTNbEXq2+/lsfMVxjIz0pVtkYIyzfu2RnyU6bevGaAI9w7GkyDVhLAvIqrIpBYDcRjAIBz+uKj8mIW5l8053bNuzvQAz5PSjEZ7VJcW/kIj7shiV5Xacj2qHcccYNADtq5ypYfjTg0g+7LJ+dMDZH3f1pd4H8LUAOMswGPMJ+ozTHbeMSQwuPeMU7cD2NIcH1oAga3s2/1lpHn/AGcrVnSLKxTV7aSKJ1kDEj58joaaFHqataUoGpQEZ+9/Q0rIDq6KKKYBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACUtJS0AFFFFABRRRQAUUUUAFFFFABRRRQAVHcf8e8n+4f5VJUN2wS0mY9BGx/SgDjwVAAOT+FLujAxtP5GsuPWbRlBYSLkZqU6lakALNgt03EigC9lM+30p29V+6Dz7VmnUAUz5wAxkZ71EbtX+YXGVPfNAGq8+0ZxUBuhgdue/FZbSoG2tK+QeepoF1FnDSbRjkEdP8A61AGi1y2SFU8fjTfPkPfH+6Koi7i28SHAPLKDio21BCQoLMG5BA4I+tAF4tISccnGMkc0F3yOD7VQN/Gqq0glXcNw4zxQNQjz8zOucYBXFAF3dkdCc98UoZuM7utVkvbc7/32CvUYwfypwvLUnBkx77cUAWxkAcYz0BOKMtnnA/Hiq0mpWkfDSfN0IAqNdXgfdtLhV67sYoAvEy7sKgOO+akDSE5KBfas46op6ISqkd6Q6rEfv7l5IPtQBp5bP3aMyAkBAffNZaarGWATzOfUdPrzSvrECLlxN1+lAGkWlU/Mqg+maCz4IOMD3rJOqIYWkWGRkjYK5Z8Yz0+tOXVIG+8jr9OcUAaILA4wpHsaGdgOEAqkmp27sdrScjNNbU7XoDIf90ZNAF3JJ+7700Ejk4P0HNSpHE6q4duRnp/StGOwthGGcGV2HGWKr+nNAGOWIJJA4PPWlB3Hb5fJ75reVLeIYFrEhH3Qn/1804XSLwyLs9jk/yoAwUicjiF+PY4FSC3mxu8iUD12nGa1mugV2qiAepPP6YpRdokeFDEjnOcAH6UAY4tbhusZrR0Wwf7b5ky42DK8jlqnW8jkVmlHA+820E/hSteWLouFuEI6bCKANIzxZx5iDHbPSmyyIYW2uhJH94VSbULJosOly7D+M7d1Vo9a0pckLMxPQsVOKQE0lu20My8HoTjmoDbEn7h/Cl/tSwIMjPO/wDvOtRnWbUD5C3r/CP60wuPED84jkI9AuaY4Kg5ilz6bDSnXLcklw5J7hh/jUa6/DHwELeh3YP9aVwKkrLu+6w9dwxUQk2/eb8a0m8RReXtEbNn729l/TApp1qxeM77ONm9yCD/AFp3AocngE07npxVhr3TZEObdo27GJ+PyNU2mjKOysxwM9BnGaAJMsM5Knt06U4kkdj74qiuoxKArq+fbBA+lB1OILkbm9MCgC+G9+nXil3nrx/jWeur2xGDuAxnJX9Kc2qxdEVnB444BoAvbjjHBoD/AOzVAavbnu+Mc/LwKJNXhSTY6SgjvtBB/KgDQEnPRTTgcjBwKrpfWu0SSOMHlVIOW9/pTo9Wil3bbkADrjIAoAuteyMD/q1JUKXUYbA7Z/CmvcvJIshEYcHcWAwSfeoRfDGftI9Pv0n28cf6UDn0egCwl1IhZhsO5t+HXIDeophupSR8wJCsmTzw2c/jzULagqqCbvbnvupo1BQeb0Zx3YUAWlu5hKZARuYqc4/u9KRryQEBdiYDBdi4xnrVWXUkiI33eCeg3daX7evX7WBkZALUATfapFnWYgF0wAcegxQt04h8oAbdpXO3nBOSM1UbV4lOPtRPfIJIx9aadYiCki4c4GeM9KAND+0LhVCgrgMrcDqQMCo/tMgXAxw/mdO9VBq8XA+0SAnoGyKcdTjDAG5wT7mgC3NdPMuDHEBuL4C45PWog4IGFH4UwX6dftgIxk/OKSO+Em8pc7hGu9sPwB60ASZweVH5Uqug6qB+BqL7ecbvtHHX79N/taMts89ixOMBic0AWWZeDg8HPenLIuT8nT61nnULYKT5ucc8cmozq1sr7GLlgMn5aANbeuOBx7GrmlMp1KADru/oawRqUBAx5hJx0UYJrR0S8jfWLVADlmPbpwaAO4ooooAKKKKACiiigAooooAKKKKACiiigAooooASlpKWgAooooAKKKKACiiigAooooAKKKKACoLz/jyn/wCubfyqeoL4brG4HrE38qAPJCEcDBZc9HLYIPcn1zTWZ2IySxXjaTx09ajNyI22Pu3hug5GKT7YgkKiP5WGNxHzA+oNAE6OXCgOBj2HFKLp3UblMjcnee2P5/h6VXaUum5CzDGVZsZx6cU2KQ3DqmA27hVHFACs2OVnyfTJGOfTvSRx7mbLYJXorEA03cXXlVyG5YdR/n1pA7Km4DaT90j2PegCwFAGY1VD0ZQcr7Yp27A+ZjhT6dsdciqxn+cgAnAySTVmFyRkjaO/NK4Cu3mxYT5gD1OQDUSrJHKQqlgRyME8elaNtGrzsYlZcDq3OKuR2krFkRSRng9KVwMRi5x+7yPde1Mk813B2OAR0Kn8K6F7FwwVlwBxuHI/+vSLakPtJySeMmi4HNLGxLfunJ75B4oYSrghH/LtXTSWbls7Qqt/d4x9fem/YzISs7rnb8pLfqfWncDmW+0yAECTCDAwpGBToo2Iy6tgnIG0810skEjK0MWWh3AfcAGR6+nNNa3aN/lPBPy98joeKLgYX7x/mEZ46cVH++83cqSDHTKZro0XAWMx8KScnuPpU5hkKxLu3HIwgXGKLgcmIpFABicY6/IeacEnCkGF+f8AZIFdTswuG44IJA5zSsPNiAJ+Yd8d/wDCi4HL7JSxDRS4PT5CeaYyzbh5qkNncMryDjpmuyA3XCjayhl5Ddj7etZc1tcz3kqwoWzIdpYYAHrmi4FpDshQHIO0deo4rSguA03kd1QMarDTpm2b5Yc4Ab5/zpLOIwXss89zbAN/006dqALt1KIYGk6kDAz6npTRzDnGTUGoiOeNFiu7Y/NlsyflTopYkjANzbk4/v0CuhQcHk9OaksWt5Hia6yIz94ioJJITE4FzBuK4HzUxDEsCr9qg3D/AG6YXRLeGPzmW3JMQOEHtVbcdn/AsfpTi8SA5uIDn0amHy2QAXEOd2fv+1AXQ5jkYznIOapR6NpzjgufcE1eITBxPCTg/wAdN092ih2sB1yKzmzmrytazKbaDZMflndcnHIzVOXR40bC3kefR0Yf0rpluRnlAPfihpo34ZAR74rK7OVVprqcsNL/AOnqD/x7/ClOmMoz58LD2J/wrbntrdydq7PdSP5VVEBWZB8rJnk07lLETZnCwP8Az0j/AF/wpstuYzglTnuK2pLaDBIO3/daqdxbkYKsGApNmkK7lKzM22QNfYPp/Sr06LHZ3RQrnZ3HHWqtqAdQA3DBBAOfatJbWQpKu9FZxgE89/Sto7HajEZpzF5MK+Yo5LBajdHYksszducjBrZs7eZL2ZZo2LFcbie+R3+lXpLYuw2+XjpgdBVXGcuPOTqkhXg4IIB+tKC7AgxsBnkBTXRGIoQQQ209DyB9aQwJ5a4lyfTbyKLgYPmTs43Ru4BwNy/yqQxgILiSNiescRyC59eO3863DaxxhWdt27opPX/61Qshch2lwzHAzjBPoPp6UAYmZ5p/MkV2Zj1CkA+2BTFSRFDJCw47ZII9frW2YFCj94AOeQ2aEEiEEsQV9eRyKAMNt7bgUbGBgBKI1IVsRNnGckGtwR5YcE8c+1SmMIQu8g7cEY7elFwOfBmikVkBB9ACRTGjmd8lGIPYr2/pXQLDHGQ7K5Yc4BxSzRRPJuBwg+6eT9Pr/wDXouBghZAgJDMU4HynaKeC+D8rcDGORW0CvAYMVH8I6CrMcYnuEJt9xAAODjI6UXA5hW3/ACknI6LnA+pqQbmj2n5Uzjbj7vrzT7q3AnmKHafMbGO3NR2nnyRyiJwoUYYH/PSi4DlHmM24lQBtY4z9BmhdsjNGCpK8qGPP4VGZYpOjyBsZbHHP/wCuovNXadw+ZcZJFMCVI/8ASP4UcHOAo61MIw4dnbb1JKrgEZ9P8imSebbxlpEjZd2G2/Qcj060RuzrM+1GMa7iW5/GgCYBQzqqlgRkZ+XI9+wowoZgw2ptHQ5wPpnPaq8k7AFwo5AOQMZ9sdBTTM4chlA9D1/WgCc7iu0v8jHIUqCVA6H271GxUyqRzkd25zjH1P0pqSZMjELjZx2qxYW73gkYbV8lQHzwSe34e9AChjsYsrmRhxxgAf59K0/DJ2+IbElslnIzjr8prHW7iCBVLFsZOV6e30rT8K3jP4js4iOrnOef4T+vvQB6nRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAlLSUtABRRRQAUUUUAFFFFABRRRQAUUUUAFQXxIsbgjr5TdPpU9QXil7KdQQCY2AJ7cUAeQmLfPHtTbgAkbcnAHJ/M4p0enXEhjKxFlfJjZRywHWrFzC8RtrryiFKBTiUEkngf41YhvZtPnkht2AUxgkOMlefmAPQE8GkBmC2aNGLR7HEhVi3bHVfep7q1V7OA26gTSffwOQR29s1NFnU5Z5IrcI23d5hfJB6DP94k85qGO2aW2d5/lcZKvH/y1fj5M+opARrDGWVvMzGpG7BPA7/rSXtum9njZpI2QEMvQ5P8ASrCpa3MX2fc8ci7iSSApHGCfQjv9Kaskjhog2yMxZcLx364/z3pgU1ilM770HyD517j/AOvUsbI2fLX92Rxn1q7PfqiRyWtj5MRTaJH6Mc9SfT0zVK3ZSojCqe+c88npSY0a2gRi4umRTtIQk7ulbAURsNrA7uArHFYuksYrmRQfl/8Ar1sudzHIAPr1x+P0qUDJCp3bnVginnpz9P8APpUMgjY/IuefXp7n1pGZ+78dsdqYE2g8/n60xFhokQruZSjADJ/woaNCHcEOc4IIHze9NVFPLyEe3eplUZBcHaSRgHoPrQBXIXfyo24xz0H/ANegfKij5SEJ4/r71LtAAy+APQd6cEWRtsxaRsfeyMgfSgCqY2Lg78elSBC1wi7tyngyHkqB3HrUs8W2QEDBHHy/59KYXBIGC/HJYUwEaNFJ+cFsclRwfx96jCkIRjBJqwrblAZE2jt3P40jMSxPyjHcdBSAbH5iE/MCGA4PIHpT5gocYYbmGSQetCyO5LbgueMgdqUMAu3GNxwGJ6f/AF6AIpSWYAMeMZw1cvdySvcTYbcFkPDdxn0rqwy/KD0GcHpXJ3ag3MgOxSXJySc4zTAHuHB+6h/CmC6kycKn5Gkl61GOp+tFkTyRJvtUv92P8jSfa5f7sf5GojSU7IXs49ib7ZL/AHY/yNH2yX+7H+RqvS0cqD2cexYF7MP4Y/yNSf2hMOyflVSilyoXsodi5/aM391PypP7Rm9E/KqlBo5UL2MOxaOozf3U/KmHUZf7qflVY0xqOVB7GHYurqEpP3U/KpFvJWBACj8KoR9asxUuVFeygug+zR2vbdpNwywwQOuK6NI1LFgeckYxye/Wue04hdRhG3rIBtJO0e9dQ0SoOSGOMYB+7TLI5FAIfeSTz7j86igjAU7pD8wI6YzzVgErHg5254ZupP8AhTIgqyAyMgUfdyOvXnNAETwRmZ+SFXv/AFqzYvFa3K3LhXCn7pXBPFVXKvIygbCO3UnH+c1K3zEnPboaAJrtobmdpvIKuxyMHof8ioGSJUEobknj1pGKEgIA/wApJB+X8abHKDFs+UHBwW7n2/DNMCSZEGFEa88qD1z6+2aiMMaggDcePpTzchRiKNQC3Ujj9aaJ1MZ8uNdy+3X6CgBLhEXBC7GJ7Gox5Tggrtx/F+tKZRKoX+I8fSowVByVBUdMdaQErGOPDbcFvUdR2pSFcjbH2zkY602KGJ9xUuSoGCanEEGCpK4AyTkZY/8A1qAIfIAUMWXaMfMfrVqzEJuTlwHz6gZ+lR42xqX4C9N+MdOP8miAoViWIIzbuu0/IMkmgDFvR89wTncWfqOuDxWVEo+04OSx6oOhB9a0Lp2xMzEhdx+8cDkmnWsMclqJYgGkjK+ZvOGPPIz/AJ4pRGymiEmV/uDGMhOhJyAamOnXSiYvbkNGuXCA9MZBP4ZqX7MYNReGSNikxyAJB0HXPr6VPHq89vavE7ebCjsDglHccAfN9OKoRSCeSItsYCFckMM7++cfT+VP1G1iS9CwAC2jGWI7g+pHXt+dOMEr2DXMEUcBVypbPDDvx26ikktUWFJHDRycDy1Bxtx9/wBwTSAjhijEu6abajAgPnPJ45/CoXtmSbCI7sHbaMcHFW5FtrhBcQEqYyo8uQgjceoHrSx3Az5lyDJbxS5Eanrx0/GmBVBeIYXashAZ+N27PIAHXmlK/wCmnfnzXALRr0II7mr+oG1wHiRY/MJB3gr5TDsf5cVLFDDLYCeJQ08ZXzfMbDHnkZ/lQBkeWWaV8BABzhPuknIBrY8MWFxF4ltWlhKmN8vtHYqcE1Ue1MGpPFJG2yY5AEg5A+9mtfwzfzjVbe03q0QnYZwQxG3jnuABigD0OiiimAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAlLSUtABRRRQAUUUUAFFFFABRRRQAUUUUAFQXql7G4UAkmNhgd+KnqC8YpZTsoyVjYgevFAHkbWTQ+XDLAd6MVKyggrkd+3vxWxarLIigkvcC3LIwwQ3I/Qjj8aqXss1w8Ec6Ok7FJJW3ZIBIH6DFOi+2afesNOaMy/dIdgd6k8LjpUsYxVk8iQeT5AkLZbcAQAfu46Yqc3Bi2JfInkzwkKEfAOCNucentRHcMj3SbIgXjMcsbnIJGeR6nPfpVGMQpI8STq8cJ3o7EZZfb2H9aSG7WJVtpLqJZJZol/eiHCrjcM4HH0NMkKQ3j2acRwNtLxLh3HQ+uf5UyBZJUWViVWV1QnOTnrkL9MVIYoWu3KScGfBkUc49jVEkjuybhvlmtERRGAQSvft/X0pBc2t6yyYbzMfveAqkfw4x3oa3txJcSxSuYgAfnU/Mep6flVLTT/AKS4K7dwJwB0HpUvZlI0ot0RLov3gc7uec9ana6mSPdlcbsAAZIFKFVXBwdpI5HAqd4fLR5CRll3DKjpiseYqxVNzMdxbbsGOg/zzTEvJztPyDPPzL1q2YdnMTggchh29j6UeQDJlkfy/foRxxnsaOZhyor/AG65BUkRgehFSNqN0IsNsYKQSwU8A5x3qdbcsdrD5cbsBhgke9LHbsu1QCSD8p7D/GnzhylddQuQAWERRyPlxilS+uwcYRWA7rg4qWGFVLM5/dt2wetAifZjCSg5+fI4/wARRzsOVDDdSofm28jj5c849fyqM31z0PlYzwMH8x61YjiIKqWOTwSe3+eajODEm5Ez1DYPPPFLmYWRH9vuAjErGQPu4XqfSo/7SuVG7ELZIH3TxUxikIAChscZ/rUZhVnUYEgYE47k/WmpMHFDG1K6AAVE6c/Ln+tL/aV4QpCx7s4xt6f5/pQFVjucEd+uMCkMX71VIdR9MY9DT5hWGHU7hiTtTfnAG09aoyRq0jSYzl+RV7yRHKQQd/6njr/9eq1zCyROr8HGMDoff/PpTUrhYY8aSLuRlBHUZzVZ1KnII5NLDA0PzBlIPIoJ3cEjirRIz5vUflSHd6j8qcQcdRTTu9qsQnzeo/Kk+b1H5UvzeooAJ7igBpLj+JfypQX/ALy/lTwAOgob5upoAb8/qPyo+b1H5UuG9R+VIQfUflQA0k+oppb2pxVvUU0rjvQBPFHkZqyiLEvzFWc9s4qrDIwwoxUnkIXaadd6+mcc1AyWFfJlVw/zKcjdzz+HUVfOqXI52xjdxnbxmq0Sb4eeMDCjPSrCoSjcHO3knuPpUt2HYcNUulGzbE3HA25povLiXGUi+XjpgjPNPjhCwlWcKx+4TwBTjC5XGwdvnyMmp5h2GC7nRSgKgnsVxx9aYbq5YYZk55PHP41b8rCPhug7jqf/ANdK8YZsbEjfGM49ucUudj5UUzPMqqxwHJGOO1NF3cIUwIz3ztq8YXzuKhV6lj2pogCOx2bzGBgjqPehTYcqKbXVxnAhQjPof8aUT3W0AKrL97oeKupChx8p3HjjufTFLDb+ZKQd6+nbHsafOLlM9ZpWKlVX1OAeAKkW5uEXCpF84OTt6Z7VfhtgVaOJQJOMr2U/j/Kj7NkffKseCpHQY9KXOx8qKMd3dRvGqAABjjCnnP40pu7rdkbQTyDt/DFXltUYj927bT24JH07Ui2pKkAYIO3hu9HtGHKUzf3HlbCsTBmLMcfzp8F9cxo6gqVxj5h+NSG2LjbnGRyvTHNK8bqXGNwbAb/9dHOw5UZl4E8h2zlSM8jv6VUhja8zDHC0krEkeX97A54B9K0tTJ+yMBgq+AwJ6Ad6q27TWVxCIywuxnEePuhuM5+laQehMtxiROtyHiCLJtUhzkc5xxnuenpWtOrfZLl4omcrJtkUhTwF47dR1qkUW9v2Rd0caRsgO4HJGOpNS2kt9DHLBbiNrVstKhcZ46sD17fiKoQ3EqLCoQRlCpVSww7EdTn8KdcXBVLiCZVF3E++LncgJAJwPf3oaSOfTjbSPGluZfMVv4oyc9PQZx155qiJv9GE6svm/wCrwDls5HJ9z1pIHYtpp4uJo2muI9skbTlUHAxznt71BazR3Thpy0EecYhAUAg8E+n1NSW8YV1Er+XGYmkX5t3B4AJ7f40yyitg0YlleOIxZJVRk9uR+NUImmlnuLe4BUrCCM5wQW6sfTPrj1FV8G/3QpB5ksjEjy878deAfSrz3C/2OljAS0HmbphMOB6FT26D86iX7RY3NuI9/wBtALLFj7obgHd6gDvSAprE63CvEEWTaCHORgg9s9+1dToSMdWRkVtyzhZAQOmw45/wrBeP7ZqJjAaNI0dCdwOWAB5NaXhaW8g1mC3gKG1dyZVJDHIBBYd+oxQM9EoooqhBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACUtJS0AFFFFABRRRQAUUUUAFFFFABRRRQAVXviRYXBBwRE38jViq2o/8AIOuv+uL/AMjQB5KupSiJgJBvkj8qQkdFzk49zUMlxLcW8VujBljbOQAM5OeTVROIgAvJHfv0xUnlsluJzIu/ptPBA5/OkBM0gDpIFAZDx6YznmkmvfPlbzETa55IXpxjikthvZIoVADhhkjk8deajcJDMUIZu2RjmgC411HDHsHzsy/OWHOfX8qhmnTkKRtxkgdG7/4U37N5pLJgbTtyOrfQUyONgSCBkYPP1oAtyX0rWwiLEpu+ZTzlfTPpTLScjUEEZC9QMnP+RUUgT7UYoyWVRk9DzSWokW+RSuZVbGDgjHoaT2GjpURlQu3BJxheduB+XXv9KtLKAV3KgIJX149arqAjgHkfwgdgfSrUew7WClWC46dx29q5maiiP584wzYwVHX8PWn7EDgfxbdzf/Xpy8MpYNl+Ceo6ULGHTOfmTA5xz3qQIvJJXIUKGGFJxwP8aGCrNyq4zu447YqQj92DuAUHnd2U/wBelNKNLI0YIOecnvTBscYypGGC5XaSeo9frUQ+Uh1A4B+UdhThHhFJY7SOhB9P5UNGA+ZAeeCO3T9OlADHclzhdo6L359PqaYfkKdCT2xnH+TTpVCHHzM7HqOCaSZQw3SpkAY6Y+Yevf8AGgBkgC4ynQ/dHJHcVA45SXcdhHzAHH0/z71IyBWJXdljtLE9/wAKYhLIUdQVznOcdOv+femtAJI4lXfgDA5IPbj+dKADGQTnJwMrk/nUcbrNACAwUHkAY+vNIpO4+W5GBgkc96AIXychvnPYgjnPHHtVO7G2B+Qe2Rz0q7hAqhFweQRjA571SvCPIcIxK9/etI7kMpGcrGqbc9utNYGM9OWPrQ0LFFdeec0rHzSOQNp55rXqSNy3oPzpCT6D86e3HT+dMOfT9aoQhJ9B+dKpJ6ik59B+dKKAFooooAaSQ2AM/jRub+6PzpSCW4x+dJhvQfnQAhY+n60wkU4hvQfnTSpz/wDXoAliQnDrzjtmn+eZIiu0DJ9aZC+wbAMk9KVYmSLLdjU+ozQtl+WNjgYIJJ5JqxbgF9m0Zxt4I9f/AK9VYsiKM7gARx6g/wCTU0Sl1PonPvWTKRf243/OCp+YDBy3XHHb3qSM+W5JG8N1x64zUCRsGAzluCAwNTxxrvK5YHqpPODnt61myhQxbIPBPPsR9e2KeB+8MYUOSOR/TNRqAHVYgxYc/L6denpUjIpk3MMMxypAxx/T8aQxJCF+YruyOw6Hoc/571NHbxLDJJKzuGkCKqNgZwSe1VigVMJlVI3DJ609rjFkVljGxTv/ABxgYH0prQT1L32AKxSJlVPlVC7YOcZx+tI9sy2+5nSOQLuw4AbAOKPtofbI8SsuQyg/KFYAYPXkcdKa10JrdvNRJRjGW7g8kU9A1FNhKUUEqzZAY7vucZyfwp8Nq4Ix+8BAceWeDk44JHrSi7xI7AKqsdzbgcDAxjHpg0fbJQhEShYimwKOSvOSfrRoLUSSzmV1jREGZCOPXg4z3HNRrbTNGJEIwPmKg/MOevpU322fzBtUKQ+/buxngDGe/HNMS/c27RbVUcITuJyM5+mf50aD1GXdm0Y3uyFgxU4PQ4ziovsbiAHfEwYgHLHAJ6Z7VNfXbTQ7SQfn3L/s8YwKI7uVERUSIbCrOQTtJHtnijQNTK1myuVRQkkC2+0u0r8BQDjB4z1wBxWLJaXcMTzIBIvmGMtEd4JwGzn0wRWrr2qPGyW7wI8BUo6OW5BIYc5znPNVdN1OYBktbSPCSGZQhZVX5QMYzhuB3681vHYze4iWV5JbmGS5ghhLRyEuTyzr8o4HpmkvrG8a5M87ReTGrqzA/KNh24+pPQd6e1/NNPGpiiEDmPYSc5KDA/n+lWX1AlpbSRElt5nkY54UMzbgw+naqEVVsp7RBqMZgkRjsYckDIz/AC9OlNbTJWhWbzYdwiEyRqD5hXOPT3q9c3M09s5uYkhSR0YOHLAkfKMDOFHPSqJvp4nE0O0FLX7OHBOQAc5Hp0/WgCaTSbuMLGfK2B2VieBFhSSCSOg9s1EumXUkx8kxyIrKFMbZChsnOewAU59KkTWHlPnz26LJKxVg0jEOCCGwCcKPpUlpqTQO1vbLDDuZWZdxYbACMN3bIPNICpFZ3cMDSJPGzMjSiLccvHnl8enf1xUv9najDe3cOFElvF50jhsqU9v8KNR1VTEwiSISbTD5ncR/3QM9e2fSpLnWbiVCGWNY5S4LYxww7n2ySPqaYGY99LLG9uZNsZk8xiRzuxj8sVqaBNJP4q0ySRweSoCjA+6ax5ImFwygjaW2hiepP+NaPhIsPEenhsACRscZzlT/AIUAes0UUUwCiiigAooooAKKKKACiiigAooooAKKKKAEpaSloAKKKKACiiigAooooAKKKKACiiigAqvf/wDIPuf+uTfyNWKr3+Dp9znp5TZ/I0AeKxXDxHft3hxtGT1HejcywGJhty24YA4pIyGuFQLujxtUf1qYxmQlCMsxwAB/XvSAjSXEYMKt5gY4bqemD/OiORQSjZY4OSMHP/1qspbSqV2bS4+bnA57dfaolWOYxxKVjLN87Z4+hoAjmO6FZCdpHAB44p1s7of3YJDgjpkn/wCtT3RsGNmZYy+Uz1Vff9KjUqn7uLd5m4gH17UARNIY5tpySvFT2ZL3sbAfxYznrQfLiWRAASMgluCf8/1oGUuo2G1ipGMHg0nsB1MK712qAwzndjBAI5/KrMe6OOQMMliQCP0/Sq8LFCAq4ZsjcehH0q0CytwjhgQMjnFczNiVQyoNi9EyoVuR7H3qSYbIwmcAYGSeB6k/Wo1Bwdn3QQMD/PWpG3quVRVT0IH4j/PrSAYS7jLoFck8HkA54Of1pqRKoZ2f51yCOMf5JqRmUQs8sbFhgL3z+Xem+apZXJBIcr04Ge5/yaLMBM7fkkO9tnA4Gf8APT8KaUCkPkj0z90GnyRRhvkJ5IG4HAx04/WhwQxV1KkHjaM5oYIagIfc4UDHAzwD9ai2+YN4Ub+duR/F/n+VPkCBipIVcnpzg+3tUcseGYsAz44Jbj2BpAQyIvkEMzeZjDc89e3+H0qGIqCoDdOp9KllBMS/MxxlmDjGcAdu9QB2wc9yGPOCxxVpCHgln4Y46Zz0prKWb/ZBwTnHFSFUaTCgBQRuBOMCmyHJ3HLHOAO/+RxQBA3BJVWGCPrk+lUrn5UcZ4Hp0q2+XLHB3N/+of59qr7cFgUDHG0BuMmriJlNJUcCNeoH51Ccxk5HU1b8qO3T/V/vGPO3nFVpP3hG3nB5rREsTPsaaT7GnspHamnP901ZI3PsaA3qDRz6GjB9DQA6g9MnpTDkdFcfSkGTyVc/WgBwY9dpo3f7Jpef7ppOf7poAQt7Gmkg0pz/AHTTSDnpQBJChZlYdAaneVMND/FUduwRdp65qz5Kz7XSMFweQ3eoe4ySMMUULjO307VbiiUIpR8O2OTjg9/89argxhUOxvMYnr24/KrMLxlvmKjenOVyBjsPfismUWFYNlSNz7uR/dH/ANb+dTIpRuOSegc4BHt+FQQxgSqI855PJ6nrViLaWAZcHkbSPlx9f881DLRKpMcbk4Ldv/rUohaRD5SgOQCT0wvemRIZXCq5BUZB9B7+lEmFQpEMfMNzZ5b1IH9KSAfcNEoAgPy5ySQCW46kUkdwxBIZMY67AM/5/rUMxYMrKxwAqgEcgnqcdiKIWyUVl+TptHv7VQixHK7Eklcdc7R+XSnJI7YLIpU8gBRkn6UyMLncp4HTB5zn0pclCGGWYgnI6jHc0hj1kkYAKqhTnGVHT3/xo8+YBim3/ZBUAj3xjmmKn7vCjkcnrx3PSpASqAqi785HPT8KAGxTncqKsbYO9lQKOnPFTK7HOdoD5xhRxUT/ADmPDAc4UAYz+PrToF8xNvDAcEeh56f570mwE8+SSQ7URzjrtAYD1x371FK7CN9oOcAnCDpn6VK8nlHzNpZgeSuSR9PaqkjTRYCk4J5yvPY5z+VCBmTr1zIhiVfLIyS37sf1FZ8El7KhEQj2nPJiXA9e1P13JvUc4AdRwDxgVVgmkaMxxl/Lb+EdDXTH4TJ7mgt9ICsUccTNEMZIU855I4q3bid0UOY9/wB7AjHC+3FY8kxjT5CRMhwxHcY459O1MLzTMFG7EhA3EnnHX8KYGwtxLK0sIKEAsTJ5YPII6LjtkAZp8khhKo4/eMTtQKu7A59Kz/tMQ2x3Lyp5bECOMDaBj6ZqN7wyGTyoz5jEfvckHaP5CgC/ZyNJfSNcTRJ5QDbTGvf0OPX9KfJPJE1wzukqo4UjyguR1xx2Oaz5Ll5JgfKXOBhnxzj3x71ox28CQl5V3TGPhIlGc+v14ouBWkeYIG8uHcXyEWIHCnp2pLq5mL4xEqKD+7EYyuPXIomWdrRHJ2BQQygbsHPrmoJZ4kZgkRMgI+8vHTuPrQInNvJNFHLLMgP3htQL+eBWnoFuE8S2IAZgjkqQcjBU5P0rJM8n7h3lcorY2LkYP07/AOFbPh+WVPEVmjEh5GyygYwu04HX15oA9IoooqgCiiigAooooAKKKKACiiigAooooAKKKKAEpaSloAKKKKACiiigAooooAKKKKACiiigAqvfkLp9ySMgRN/I1YqvfjNhcgd4m6/Q0AePiLbHCdkcZcbgx5yMdT+tWzbARFhtjfZvQN1xjk57f1qDTopFuUkMRd0xtUDP5e1WzZT/AGv7TctuLDhZGzx069hWLZqkL9jgbSFk/wCW8gJjB+9jIz+nOKqw2sVrBJPcY/eKPKHUk57D2x3rWOLr7Mszp1ywbqM8f5+tR6hYi5ZVQdEwCoxzn/P5VKn0ZTiYvz6hcyybssBk55JA7Cplt4kuYHgUuGUtl+2M/rxS3Hlae8aQn95s2yZ6HPcdq1bOzXhVwTtUJuYbSccniqcrEpGODFdGMRQxxqWO5m6de/5imPamEM7kYBwCOSW7AVrW9rbET7mykUeORhTjv71lyxW/mLHbzu4BznOVz7UKV3YTRvWJMlvH5iJhQNwGfTnp2q/EDkJG+c87j1qpYF0VRn5AuCp96txcKcYA7knOfc+lZMaLJI8wgAE5GcDg+4oyhG7nDZztGR1pNjEKFTKbeme9P85RFuVmU8Z/PpmkMFjbyjGu3JIBXOT9f8+lMTAZo9obcctxjJ7EHsfehwURnKouMjJbnn2/SmxttYFQcdiRzx6fnQA8IGU9CBwQPambgruoyePX9R+FKIlRVbyypBzlTjk9T9aWVFKHC4fp6j8P0oAi2AgEBSODsJIzx0NR5/fMQuOcHd0P0+lSXWBhCyq5GBkHafahx5Z2opJYjbuXj8xQBDtBZmbAZBypXIX1P86jeEbyNu1QQGQcc1O3yLGrcv8AxLjOeO/P/wCqoSG3EDkAfJzwQOuaYDNqo2JFAVfl3EcjnNRyJtXDKeW3BuufxqVwibsqOF5w3IqMgoyglskcBzwOaBFaXJDDGRyepBHrVVWw6EryTj1qy5cMMjDDO0kA/hVYIRKACcAgcirQmR3B+Y1STq31q5cKC55br61TQDc3J6+taxJY40004j3P500j3P51ZIlFH4n86PxP50ALRRj3P50Y9z+dABRRj3P50mPc/nQAhpjU8j3P50w/U0ALH/rE+tadr98Vmx/6xR71o2qgSDluvrUSKROikqOVC8nj+HnHNSwMGjEewYjGQehXn9R7VUUqilWIG4845PGasxHKFdueMe5zzg1kUXI4w+GyuDyCD6/5xUluPNUoFOM8ljjaPf2qFIwjDCFSRgDOBwP5CtO7ngnS3itLbyCn+syOp9/Xv19akZESq8RhWQdiSOfWoos4ICfe/hbg+5/KmnbJcKm4Ag5KkdewI7cVId5xFGp3DqWXBxmpGORFYFgofecYK/8Ajvt3pqxKxAyWU524xx9Ke5UuVB4288Yxz1zSIGbhlycgMCcAA/8A1qAFXaScqFduhHGePWl2gMqspBUEcenrmmEKRgKfmbA2tzn/ACak+b95glmHPzdf/wBdADCG2cqGI7569xT8oAQUIyuT6HNAy7EHAOBu4ByPWkwwUPuJz/CR17daQxQxBi5yehzyGx05PfNBaONeGLdCDjJHc/jS7tqbT8xTop6/gfX60kjZjLTEo2cjgFTimIYR5o6q3HUDBJ7E1FdMvlIqBjgcgdyRyfp0/OnykJhQvzMM5B4HsaZOrPhByCDkY5H09s0IDm9dDK8IO3cwOQO3NWNOgkWASpG2DlS2AcE9CBn9ai1DFzfEEOfJ4YAcn1/rWrpEkUuVbJG7KFTjP4enrmtW7RFFalC40y6gkadExDGSX+blxnkkfSowjyy3BgmkMUTDBQDJBHXNbZhCahlZPNg2/MuM7z6/pUEsqWlsXgdVRgF3rnGQfl+ox+dLmHYp22iGQxXQm3+c7EJwTgepP40kZt/P8zDhcZXjI/AD+tT6jPGNHH2dTvOFeQcDJ6kf570zTUT7ArSeUWwQFU5I5xSbursaWtgt7BJXjlmmK7m4AHPr+ZrUhaF4ZYcSmQBtpB6H1NVZXfbCtrbyRHcMlsfKPb0ouJnt26LKqngZ4Prk1m22y7IrCCMIEjViwwpZshV96bfWMEMsaQTNIx4LY9smp5GRj+6ZlMy/Nu6ID/X0qvL5r7I0Q+XGfl46+pqk2S0h/kBwpc7CRncB1/OrWgxxReItPWNc5ZjuI46HpVKZZL+VWDKyKcthcDjoAK1dCRV1ux3IokLEkBMbflPFVGTuiXHQ9BooorpMQooooAKKKKACiiigAooooAKKKKACiiigBKWkpaACiiigAooooAKKKKACiiigAooooAKgvf8AjyuP+ubfyqeq98M2FwPWJv5GgDy2yngt4XjnG0FA2UOOp5HvWmlzBLDsXksvIYYYg9qxyiiFQGDFR07nt+NEM4afkhcDp9O1c7jfU3uXVFu8xaSQqluhIwvO7PGPoMfWon1ECxmmYgSyjYq4yw69R2Gf51TW7UuS656kAHG40sEyxb1cDMo+Vz1X1p2FcjsozdM5mAUKvBK5A47/AEratZB/Z4a4lIVIyreXHjPpz2rFgkUI4LDCnjJ7A/qaZqUoxEsbFgUBbtz6U2uZ2EnZDNQuXeXyoZS8QHQE4H+NLbKGjVirbtpxgcA1PZeRHHvMahyDgk7sD6UR3ESB1aPzSyjO/sfQU/IXmb1kx+yxhcKwwRlTgnvz9KvxupEZIUEknIOB/iaxdMuGWDywwwRkbiSOK0Huf3nmxYHPY/L/AJ61i1qUjQOCyrGyq+fX7p9D+FN37s7yQu0Hb1GBVRbrbExwMngjjn6e+acl6QzMzMzZ+ZgMjGOmPSkBbchUyRhTxjpu7D/JoJYZKYKY5yfvH0qklyjlQfuHOcjmla9B+QdNw5Ycgds+/wBKALZdflkKck4JPY4//VSOFbGz5lI/u4PTkVSW5LYUNyg69Bj3pI7mIyj5zuI43c49vf60wLzM3JKb0Y/h7H9Kbu3RBmVSpOeD2AqkbklJJcZ5IyDwB0PFMN2Ebch3JnG7oc+1JICwWMm0Z3k/N93PHWoS5BIDYTALAjHy8ce//wBaonnjTBiIKjjDDv6n/CmG6ikGCCGA9eT0yP1zTSEyxu29FBcrjO3PH+T9ahfGxcdd2OeeP6fyqKSRCw2vvAHynHX6j+lNacthcHJIKkYyKqwCSSKG3YPP93tjtmoMhZQo6Eg9c4P0pXZiGYLu5yxGeOepqE78g7jjO4kngH1qkSJP981TTq31qyZI7hWw/wAynHy8ZFV2XaRhjzWiExTTaMHH3jSHP941ZIGgUnP940mD/eNAD6KZtYnhnP0o2sDgsw+tAD6DTcH+81Jg/wB40AKaYaUk+pppY0APj/1i/WtK1++PrVKFQRmrKzRwbV3/ADk9+tZvUpE0eA2GJUFug4xiraGVDlRlAwIUcjjuKr26AsxfPTI2jnOOKtqTIowAMA9u/Xis2UiVPLV1DJtVhnI5+XPT8qlUFZN3DBTnd936E4piqWDSHlRw2DjPripoQibyjBnXklh97/CoZQZdFG+MnAyGPapJNyIC2FIX7wI4JNNVNsaF8qr4y5Ofcf1oQAjZIpEbjg98D1qRgRuYsRuC9TjODn/Jpql2XG75ckAEYIb6VISFclQrA9Og49B6ntTl8mVs/MvIzjJPsf6YpoTGt0dVXCk5YgdaXgMpwPu5OTn9aCgDFsZ5PTn24/xpxLsflGCoOT29OfagBqlNxTB+bjI4Bz60oZF2ozEKGxktk47fSmsGRV2qRkkBxkAUqrksGGVUYX+ePagBzyGOTcPQ5BOOKiZSSN4YgrgNnp260cgl2CqNuVz1APpTQi4YAhkXnaox9aAEMqqzOqq2ExgKAG9yf60jgDBKsD35J601yMhiwcnjgdD3A9aA+1S247MYIHQZ7/TigDn76WGG7cqzZcEuBz+FWNPv912JpCIo1BBUAnOazbgp9sfY24Enk9B7VrWGp2ttp7HGZs4IAB3jPb6VtJaCW5ae9UIsnzpAGIXdyDn0X3/TNZ7Reb5TStmHH+oUcA4xgf41XkuWvLl5BEscIbO0dRj39avxySYUxoCxH3Qudu3ilayK3JriVJdNMZhIkVcKqjAGDiqVrdyxRPEm2Pn1+7U5uZTcwzSH92i7QsfGO+efzrNnuFRw8PChjyOc+/vQlfQHoadveFSQgGwEHg+/9aka+VHkXylBYbSW5Kn2xVK1dBZlTvI9AO2c1IrmUyDaqDdkk1PKrlXFe/2KI3iK/NlecEYHX/PrTnvJI8iIIjOMEFtxA+nao44VkmjcYAODnHX2NFwyi7EjohDDaVA5Y/560cqFqVvPkYhSWxklgG4rW8MSb/ENoWK5LngDj7p71SihhKNK8cZJwNgHqf8AP5VtaKLeDWrGOFVD+YQfptNUrXE72PQKKKK3MAooooAKKKKACiiigAooooAKKKKACiiigBKWkpaACiiigAooooAKKKKACiiigAooooAKgvEMllOg6tGw/Sp6iuji1mP+wf5UmNHl48OX4VQJEBA65NNHhq/XdiRMt35rVEwwKXzhXne3mel9XgZB8MXxfd5ifrSt4av2J+ePB6DmtbzqPOFHt5h9XgZH/CNajjHmR4ByOvGab/wi1/txvjxn3rZ84UecKf1iYfV4GSnhq/TOHi9O9J/wjF9uyHj5+ta/nCk84Ue3mH1eBXtdIvoYSjFCe3PFOTRbgt+9YbOm1T2qbzhR5wqfbSD6vAY2k3WVIZCVXaMjApRpdyCOE+U/nTvOFHnCj2sg9hAiOkXWchxuB4OelB0i7JAWRQOM9ak84UecKPayD2EBjaVfMrB3Ri2cmmnR7stncowOO5qXzxR54p+1kH1eBF/Y12xJaQZJznk5NK+kXROVKLz0HSpPPFJ54o9rIPYQIv7GuwRhk2jse9IdIu92Qy49M5qUzikM4p+1kL2ECJdJvEYESKMEninHSpQwMjhUUDGMA8UpnFN84Zo9pIXsYELWA2FvMOM857iqc0D2yK5cMc8ccflV9ZQVNUtTfMEeP71aU5ycrMzqU4KLaKhdWlMm3DMMnHrTD83WomYqvH607ccccV1dTl0a0HkcYyaaR7mj5sdR+VJ83qPyqyBMe5pwAPPNNO71H5Uq57mgBaMZGCOKKWgBoX/aNIV/2jQc7uDig7v7w/KgBCv+0aYVA7mnZPr+lNLUATROQQBVhQsRacKC2MDcMjmq8SblyDg0iyvJHhjxmp6jNKBgQhxyw+bB/pV9CVcNHLjA7Z6k9x71nW4UxZyThQWGKupGxwoztwMk8fQ/SsZFosh87VYZAIJ5xjtj/wCvUg3hRIMFmJztOOPQ++KiTqYw5O0H5d2MHHSpg0Y4Qlc849D6/SoGSII1AYPuUEgYHDcZz9KUqu4KScEdMdMelC7mbexVQQcAnOT0oACrnbzjI46cUhj0J3ZIyCCNvA2Y5pwyxYsp2kkL3pNymLO75jkYI4/yOtLGCqsxHscHqKAHQglihbKjA6fj+VDDfIS2VI64HIz/AI08cSN5akgryAcn8qiDoJPlO5e4xyMUDGn5sLtVMgheT976flTGAjIkfGQAWG7lcZGM/wCetIVIDF+SfuFRgnJoD70bKoO+COh/z6UCELRyIc5THIU8FuKSIOisnVQBj0p0koDhJFw7+hzkj+XNQgP5u5d5B5xjPfp9aYCPJl1BU7VXO1ep56/WopcksQpIZchievt+HHHvT2AIcqCuc9BnPv8ATpTXbyInkUZUDnHb1xTEcqVJ3lxj5uQeKngjaeVUUE4zjsAKbEwnnkkKkqG3AY4+hrVt4mNwGCISCAMN1yMcCtmxIr2satqDRlJGjDg45GT6VYubhIZ40t9w8kspiccKCOTuH8qRo3icXjODvf8AdIrdxxn0zVoNEE2eV83KsoU8E9Rnp3qSimJvPikYJIXYHBKcfgaptALZlhkBJJDKcYBz2/OtnfBbXUKIxDqCGXGSPcHvmq93bvPbpLcTHarYQYAO7Jxn8O1CY2NS3aKBepeRd7D+4M8//qqBC9w7pHnDH5uOn096la586RliV9zEjYOeP8atQRbo1jQiKdcE7j3Pv/WkwuVYJHgdsKDvyN2evt7Uy/s5IYjLNwU/gRs5BPersFssMxLbpGblMrhQeQfxPFWHQGD96SCTkYHTH+cfjRdJhuUYLZvKkQrscgqo/u/5zWhoLGTWrBmYZMhOMc8AiqNyYdkcG1gitsITjBHP51o+GJo/7WggEaI6PggLjjBwc96a3E3oehUUUVsYhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACUtJS0AFFFFABRRRQAUUUUAFFFFABRRRQAVBenbY3BxnEbH9KnqvfnGn3JPaJv5GgDycasfu+USRwcGlOrY6xkfjVSOF4oGuGADsmeeoqNUV7hUXLE9O+aw9lDsb+1n3Lx1fAz5R/OlXVWY8Qt+dIbVTJsVNwZSEI5+b1pv2crIYowXkA5K8Yx1/z9aXs4dh+1n3HNqrKM+Ux+hpP7XO3JiI4z1qm8MzHnbH0Oc4HfpTYIWmlaLr2Lk4H0Haq9lDsL20+5fXVmZd3ksF5Gc96adY/wCmTfmKkmglSxgUQthnwxbpnpx/OoLmJI4RGPmbcQT/AJ7UuSHYPaz7lm2v3uQ2yMjb6kVaEhKFy3yD05P5Vn6OgkmdeSP7uf1rokhYgeZh1YZ4XA9uP89KiUYp7DVWb6mdubd8u5lxkt2FT+RycTbgMcgdjWkkPy/Km3cpyR06+lAjJVSV4wAPl4/Ef561FkP2ku5liKRldlYMF9+T+FNWNypOSMVsCNE6jBZiCMd/SlARCy/OoPGB/PB6UWQe0l3MhoJhnKsPr3pgUnGGOD3xWv5asFGwkjJBf/PpT1jDSfNHkHv2P09KdkHtJdzFWN2AwTk549KTY/OTjBxzWx5SD5im4AYGe5/zmmyQKU4AyFzgcD6+1KyDnl3Mponw2GJIAOMVEFdlLDdj1xWj5LrGd6bDnI9SKXZG4BXLAEZBOCfanZC55GYEYjIb/wCvTXUptO/8xWm8Kuu3aWLEfMvr2AqsMQjCqcleVIyBQkmHPIoB8KwL4xzUN1kooGeD0ParjoAFbBBySD+FU5cKh+U/d/lWkYq9yZTk1YgMW9AemeaRRxweadBL5vy7MY4FIw2HjnNbGQuOOT+lNI/2v0pct6CkJPtVCEx7/pSge9NOfagE55AoAdS0gIPSgkDvQAhGTkHH4UmD/e/SjLegoy3oKAEKn1/SmFcd6fk98UwmgCWN8DaOpp4h8uLOc4NNhjDEHPelnn2ExlMg9+9QM0Ym/wBHjZlVl2hcA8jnNXU2vzhtzcDB/wA5qhC+EVW/ujAxzVtJ8x7MyDuADnB7cmspItE6gxKS4A55JGfp9RwKm37XLjqOx/pUUbjfuA2kAAlxk1ZjIKPvjK459SPxqGMcFb5QjBlTr75Hr7U+MIxDtwW6YPQUgIUZKDcT37D/ACKWVcqfLUk5A4JwPYZpDFICx5B5BIJA6fh+NKrHarH5eBz/AJ7UxWZAhkG0j7wX3qVWU4ZWyCOD6e9DAWPIU5Ykn3wR+HpTHVPu5B55J6+venSqHAGwnGT3555yaC+xWRRkZ6kdPT/9dIYxWyv+t+8eU6En096YUlR8KBgjcMjkEen6VKyKg4XadoyCMd/5UyR0D7CGHofY0xDGZjLE5RdygnI/Xn/Go95wqyFQU53D0pZNwYlmPB2lf5/571E7ExkFhk8epB6YpgNJ24YHGDggN1qK6ffaTgkuSDkZ56VM5KKCVUbPlG0Yzj279qr6hJH9md16EFs+pNNAYdqkkFwCSQXGOPStSJbcMARuYjcrZPfgY55NZ3mM4TcOWK5YjAHrWxZyp9mKpGCTJu6dvx7YFaS7koLe2dIgXDOFJIwfl9hxTvL8u0A2Fxnf14zmrEzStDLHGoRDlV28Eds+/TNVb1g9orc42h5QDgZHY/z+lTuWV4riPebtCGIxvJGCuT2/CkvpWiVrhWGcFR3Jz0H+fWqscgbV5AkgVJU5x0A9Ksa/KPs0SLtKZZVABAAB9Kq2pPQdatFasqBnYvh2CdTnHXH4/lVu3f7PM8k0ihpDiNMcfj6morK0hjRArO7Lg74+59Ofx/CprhVcl3Cssh5B7Y7ChgiRHdZCiIGMIyHY8Z9xRcXEMdvlpss/3iBy/wBO+MVkTzzWbMs0n7u5UYfPK/5zViJbZ0kAVmDD5zuzuI6f/qpWAi00gxzTTxySJITgKMEjtzWxoV3ENbsbVol3b8q/X+E8VQkvlaLI2qQOv8OPTH403w2VPiXT26kynGeuAp5xVJXYnoj1SiiitTMKKKKACiiigAooooAKKKKACiiigAooooASlpKWgAooooAKKKKACiiigAooooAKKKKACoL44sbg4ziNv5VPVe//AOQfc4/55N/I0AeOu/nP5DHDM/PsvWp7iJkKzRxYTjDD5SPTP40yOJdo3IwEe1t/HHrn61KlwbdZXfDlsFIWXJJPf2FZllqO6Ii2oo85lMRUrnk4Ofp3qO1kjja7i2L5qA42nrj+XqfWls3iS0vJ4lCyOdqkk8L1PT8qzY55XDJAgQucMQOTnsPakkNst3McCW2GnNzMxBBB+VTntUHl7ZSAMRqAcjufehYTInlKuBnCkDPTrzVmNIG2CRpB2ZRn7wxn609gJ7GYZQXWA0eQsZ5Cnsfr2qjfO8soPIYct7Z/+tVxll83Cn53JJUryoHQZ981RvMpFuJJdj94c8e30pLcOhPpESmcyF8MMjYT1FdLb4MTspOEBHBzx3/nXNaVtS+Qlv4d2f5V0YAPJUgE5JHXn2rOe4ItLgBGPylOW2twO1Sf6qEkgkkgsCOmeg+tQArgK6g4XbwPXtnrUsjDIy6q45HGR/8AXHSosUKxCLhXAUYIYjOMd/r1psTFpd+zcpB5I4/zzSrEAmYVCxg564AJPI/OnBsZVWAQk5JHC/X+VACqQ6KIywwM88e3P86aSS33SoGCSDx/nvTXMgb5k+Qjbgfxev8ASnscgBecYGQM4H0oBCFBNJjfkDk88EcY5pkg9CABkltxyF9Penl2QYVQG7ADgj2FR7yoYbQYx97c2PqCPypAROCY/NCE9GX1/wA/rUEag4JHJz2z9PbjP61NLJiJeqqxwMjhR1z/APqqFXGc79xz8o46H1qkAxFEcZiy7fU/0qJyQ5B6njHTBqwVdH+YAtnioZMBiAvOe/X8MU0IoyBg2Gzwc4znv1xVNmJc7iCx7n/GrU5ALgAbc9z6daqhGlfCquTzg960RLHxkG3J464z3qrL95frVx0EUSxDkjqfeqXEkhGcDtVILC4ppFSqpJ25UH3OKHidOGKj/gQrQghINGKlUle6fiRTj84BMkK/8CoAg2g9qAoHapCsY/5eYfzNIAhOBPF+dADaQ1K0BXrLD+EgqFuD95T9DQAhqM9aeee4pUiLH2oAmt/u/jVqTaEQkgZOOlQRoFUAVZ8vzYSnU9ge9ZsoQPtABYcd8cnParMAKIxdDtYDnHOPaq0aOoyw+Xkcnnp6VdiYkAbl2jBUkHDY9P8AGs2NFxBnLL91TtIJ4Pf/AD9KlhJ8zdgoBkcngnP+NVYt29RIuFJyoP8AD6GragswwAQRyWGVJ96zZaJI41cmRmJC8Yzjkd6VjsG44wMZweWb3o3krgKQP4gBkil34jxIgMfQfN19OPX2pAMlRo1Hycn5T/8AXo8pXidMlcjqByPXrSzSEMquzDjJJHOemB9aWElgFDBnYcnsKoB68gKAzEHqTk/lSDcVKKQSR1zjjp0p0YYNgjnv60qhehGFA555x70gGFiuSCRIARnOdp/yOtRkoAQ/VevY/wCeaeMKisQOPU9fT60xo1KEyFNmeSTk89x3oAhTBwNqncQAoPBGeMZqNI9okC9jn5emRUkiBHXcfMyDkbcYJ44PrTkJZVK43Dnnoevf1oYEEgLnbuBC/wDfX0/X9KoaszCxk3RfewAw471qLEnm5k+dCDySN3rke1ZWrSD7LtyyuxHDVUdxMz7KWJVkRwHGAVB6Ejtit/To1DII18xuyt047n29qxdLt0mjZZCSQ2FRR971Ofate1Z45iJpRbtHlXxwSD0P0NXLfQETxrGsMlur4aJsvk89Tz/his3UblYbYASB23E4P3cEY/PjFXpCj3RWGaMfKcv1APTB9enTpWfqlt5lrHjJk3KuCcgEqBjP4UR3Gyjp8T+dJdqBtjQgl+gJB/zmr8cBeG3u5x55AHlLnp3yffNNOyJo7MEEiH+Lo5B//XVq2iH9mp84B27uT94j/wCvxTk+okhULCYhyQyZQHnk96kD+b5KOqEbcHaME/8A16I0dXjY72BGDg888/1qUQwyReYy8ocBVyCT/nFRcoqzqs1rlxkBmIzyVA9P8KwfPlsphE+7ywCF3ds9x9K3jdoJHt7gY+XOR0Ge316VFeabJeo0CqU2Y2ZHH1P61cXbcUlfYoR6YZJFDSqIgM7gM5/+vW/o9vBb61p6woGdpcmQ8nG0965uzm+xSTQTSsQp+UgcHHHArrPD7rLq1qQOc7ssecYI6U23dCVrM7qiiitTIKKKKACiiigAooooAKKKKACiiigAooooASlpKWgAooooAKKKKACiiigAooooAKKKKACoL7ixuP8Ark38qnqvqBxp9yeeIm6fQ0AeOxzvA0YdmVckhiOv+FO82d4DFGMQs2SPYfrxT7vy1skEsm6RgCq5yRx/n8qes0NzK7yrtKKAqk/wgYH/ANesyyazCy2rQqzLHzvIXOcjI5qrah/PWLDRscqwC7vy9yafY3Ajv5ZXLPCRhsLnIxnOBWlbgbVaXP7yPoSOo5pbD3KsEkUE+0hwTlBlc89uf0p2nKba4KshwqljyCygHIK/n0pXRVSWZk3NHyPM569D/wDWqhbyN9ryzrtc4cE4z+HpQtQZoyTO9tPLL8jM3mBmbg5wAPp696oakA0avxuGI1UdMD/9VW7gIdHSLzFfzJflwvzZzg/h0qvOuYmY7S0ZCgY6ckGhAN047b1BwDgdTxXRJ5bAsylMnOMn1/z+Vc7Cim/hfJVSvB9SK34ZDuV2IJHTPr7+9RMEXQvXkHJBDc/XH1p5A2soQdOGHPf+nNQFiW3MQXI3YzwKmClYxvMmB028cnNZlAQptnXOwtjhSef84ojRmXiQhg+6Ptn1H1/SgS7chlj2Z3Y757D1702IhpSz5Geqnv1/z+NCYWJS7sdxILcHJ6ZzS8M7FQU4zhWxkZqON5cDKqwJONp5A7fjSSq6hpG5Vu+eCfb+eKAHF3L8MqsW7HgfX0pHIaUqwRRjAOMg02WQRQ5JVo8AZbp6DPf0pNoXcz/JyM7gcfh6CgBrrn5N3AU/M3OAfT8hVdomBMeNzH8R6DmrSthMq2xZPujspx/+rioi4bI24wQSOoT2p3Cwwb9+QV3DnaQSQenHvVackxkH7u8AqTyanffklAA2Mja2arTMGx8hj9T268U0IpSADIHOD0z/AJ9qdgW6k4/eN1yc49qdFhpS5+YKD17HtVad8kmtESQzyknaOp601dqjjr61H/rHJ7VJgAVokJsmSaOM58tXb1cZ/SnS30kn3gh/4CKrEUqgE81RJIJ0z80EZz1+WnK1kwCvbhQPSkCxAVE+3PFAFo/2XuDeSx/2c8U5rnTs5FjGfwqhgUYoAvPeWbDAs0X6KKpzPGx+RAv4U2kxQA3I9BSiQr0oKimlaALCSqe+KnSQjms7pUsLlTgnioaGmahXz1Bydy849algDhEdJcOFIZQOg9ffr9aqQSYYHNWwgjLMMHcMqP7prNlFuJirhiFYcgjsR7fpViIEJuXPBxtLcZx1+mKrwPIMBgOF+8Oh9fw9KlCGJkVzjJBBOTxnqPUdqzZZYh3bwAy4AyeeD1/P/wCtSqA+7OFbOcdPpg+tNdyHSMhW3H5cjPvxj8acoSNBu6c/K2Sc/j+f4UgFaMyEruxhgBnqxH9KSNGBwFLFOTx6elTDKKEJLY5xnGR6f/X9qFbdhhhsZAY8BjTuFhUDANhg4HGV+9jvTGUv5ecH5ScZ6GnYdRlVyAeVBzmhsbmbDIB0BPtz/n2pARFhsBHKkYHzYx2/T+tIUYpt2KRyQMdaV1Ug8A7uh2nn1H9fwqI4LbfmXIAHHHT/ABpDDcCYsk7W55wQfY46cUkO5M7lPB6EYIB9PwJpdoIjI4YE5U9D9PemTBimUZ2RSFLgcD64piI5j5ikAg/xDGVKj/6wFZevkpbwrgjzDu68Yxwa1cugJcqcevXrzWRrO97iBA2Mk8n/AD05q47iZBpbyqG8r5mHUHpVqTUJHDyS2yyZxgLwpAOcHv1qlaRszGMIxLMApH3cjufpWtJCYg6yOJV2YwUxuzVO1wRFdMhhaSKPa5GVGOc4GR9M1Xm3WjqzN5jTAN8vVSM9KmEETRfZREWmRym9OCO+c+lRS3SWjxSqQMxBGB7e49vamgZD4heNpopIWIcfe6g+3XtVrS52j01ZJOQhOM4Oeay9TnjvLpHt8kKuCzVZtIZVEcUjnyo33N/dIznI/Km17ouptwo8jGU7iiBWAz37n606SVVkLENhW79Rnrn2qxbJhA/UliODnj2qvNKqm4LnDBT9GH/6+KyuaIy7iNE1GMqAQxIfIwAowau3OrW9qqlmYNyQAMA/5NVbcRMXe4X9wxAODy5yen8qyXxdaiquSipwCepA7/U1olchuxLBp9xfyGWXESOd3J7HsBXVaHNbx6tZwhwTu2j3IBHH5GsxZkjtWnJ2sMfKTkfT65qt4Uaa68UWbscRwyNtXrjIPFNe8weiPV6KKK1MgooooAKKKKACiiigAooooAKKKKACiiigBKWkpaACiiigAooooAKKKKACiiigAooooAKr6hj+z7nPTymz+RqxUF9/x43HGf3TfyoA8fMyw+W7xBY3xgAdMe1RxRATySXI5XOcjqakdQzjzVDMRn6j0NQ4miRnLkg9QeeP8agsvbo5TMpUYkxkj72MckCoo2lFkLlVICfIQSMMB6DrSRzBLMhVBLfxH0Pbjvmq0Vxm1EAzwec0gL8l7HJbjymZiTtI2dOP171Uhj+0XC/IoDqUjLL0I5Bx70xGxKgQgsxPKnBPt9KtQo7ox8pQG3FRj7o6cfrRsG5PbWKjUGS6+d/LBjULgZBA6D8aiv7Qx2cjbiFB3FSerHH41Naos0rGOU+Yp+8Ryc9v06VW1YkJ95nDSEq+OnZv5Cl1H0KdoSWQu7YVhj06811US/KpUhsnr0+h561y8RVTGSBtyOTXTJ+7eMMQVHG/A/rU1BRLRKqVaVAwXgkHmlydhjRmyABn+Hr7U2NicOSNq42gjgj0/rT4lRs7C6x4Kg46nrkj0rIsc4zGUVQpcZBC5/X9KQKqEBiwcgkE/wCeKGVmUoAAzHnPfHqKkZFCsWA3fdO5cEdeDQAFRwqqoXjBzyR/nNJISPlxgn+Hkc9sUzC+XHjPBznuPanAMxxIp2gYJbr09qAFkzJLmOTaRxjghh3FDqJCGDZ+YDaW4JxTWCsG+UEKc7s4yf8ADtQpGBEyqCM9uT70hjJZAdoRiq9lOR7fWomddxDAFzxjHBY+vtUgDKQJTt+XLDkD0ySO9MeJhyDuyoAyeR0wf8/1qkIikIdWYlFTbwQOQf8AA4qrM3CvjaOmM5/z9KsS5JXK8Bec54+tVZhkcZOGyRjk1SJGJgRyhcdRzVG4OFNWVmVAyMMqTwQeRUd3Dhiue9aIRUTgU7NMywbaADily3oK0RApNJmkJb0H500lvQUwHZNGaZlvQUuW9BQA/NGaZlvQfnRlvRaAH0UzLeg/OjL+goAcTTTSEt6CkLH0FACGhTSEg9qdGpZsUmBdtzlRWiAhWMMSCeCfaqNrCD1PT0q63llFGcjGR61ky0W4kJYAIufQHOT0/wAmrEbfvV5yB/eyCvrnP1qrGMyKYyc7eCDjdz/OrUQ3Es42AnILDnvyf1rJlokiBL+YsnyZyyH9DUu1Qd5O5dpO0knGD2qIIHQN5e0nhec/5/8Ar1MxMiHy1UOAAFXtU3GIzsZeH7dCen4ULJGBwAWHOCOAB/XP86VV5ZWbHzADqMEHoPWlEbpwAX+bOc5OPQ00ICuAS20kNwBxuFKfvFSBhxnBPT8aTBMh456Zyf0pX2qAc/KFI4HA470AMUMC7KoOR0HYjimbSYljKnJ425B/TtR0xIxJ55APp7U3DE5TAIO4jHGf84oAGClzGzEI/wCXFQuWAIhBTC7jzyeD07VI5DsQSoABzkZyfUZqLO7ACDzAcYGcdeKAEZQ8igsAFTjAIA9j7/SsfWWPmoTkbeRg574zntWo43lhnIZec9x2+o4rM1CcQ3GPLDeYuOen/wCqrjuJliO38qFZFfepJ+9x9T+dNt2lkeOR2zGuAFxuPTrmmWxeV1QF3BTIJ9B2/nUrH7PbRwxnfOymPHYgHI5+lMoisElhu7siaPYMM2FJAOPu89KpzxxXinZGq45JUfeJJ6Z59Kcz+XNdxxljG5AyO54x16VNAPJmRSCFUYznIzg/rx/OrJM14ZLOTzCuImOFx91+5Ga2tMuleyMXKsCPmwDv7DHp0xVTVbdjp0UuG8tW3K3UENzj/PrRpN0huYt6DYFEQz0Vjz1/zim9UTszegWGGzjz94qDkngnOT+tYt9OZnkONp5K4PXnrVzUrp/IjVcLucKoA/zxWfOYVkMhUMMYIY5GP85/Os0upfQlu5uFQYYx9MduMY/KqxQI4kP7y4lZQvfCjrUeRsLqEy2ei1Pa27zSRoF8ogAs3TjP8+avYnclvJEEEqDcUOUVT1J//VWp4Us/s2oWW9h5m4/Lj2P/ANeopLWOS6j+fKKzYJOR075/KrmhrJDr1payKrgEusinPAyMH3+tSn0Q2jvqKKK3MgooooAKKKKACiiigAooooAKKKKACiiigBKWkpaACiiigAooooAKKKKACiiigAooooAKgvRmxuB/0zb+VT1Be8WNx/1zb+VAHkZO1QFOzyvvE9zjG38eajiVJGYMSijoxHUEUmGmtVmQjeGO4Y9T1pbhfKZXblh0GODjtWZZGAWHlxrwOMj1zViztIpDliVJGc46f55qtcNht6cKMbgp4z7VcVyMmF8Axn5TyR70MDOaJkVriN8BXIHqR6itG3KyKwyA7vu/3Qec/l+tQkq4S1V0Cnqf7tQ2jkSEsRv6Kp44PpTeqBbl6BQq+chdEVzls8kYxn9B+dXry1Q2Db1KIRuA/hQ44/H/ABqGBXjVmeB3MabAD0AOc/XFUnkdolYs4j3D94zEqT16f5xUbjKjhVVQQQR19K6C3dplCJFvfH4ZI/z+VYEuAmAR836VuWLA28beZx0K47460TEi6oIVVKgKy5YkdPYfyq0kZJ6gMepBI21WQMwVWGZWABZl/AZ/wqWGMoBGq7mUcnqD9PWsSyRd0W1sNsUkEk8+1BYIynbySNo64NNcsxAKkx4yMjOD6Z9aBI4ALA8HAGO/sfxoAl3xje6fNwcBhgf/AF+tMDNHKMHhF5HoM9PpTOoAcNnOR0wSOpzTlVtjKyKVYcYA6j1o0ANwKsojyS3DDqM9KbL1/efM277/AFx7e1O3FQFV2wRsUDjAJ6f1pjbmG0NxnOc9eaABmZyiyH5ie4yBn196j2FX2Bj8w5HUc8/lkVIVDhsbmBxu46fjUOVMjZC8cZHBGPQH3poBryB3HmsxYnBOOTx/Oqc8YDICCTwSvPPc1ddCHQsSFbj73vVW44uDuBAbP4+//wBammJlRYQ4cvgBSADnlTnuKZdSqWJGcE96lR0UvExIYkZNV7qIgkZBwa1RJVIJbcoHPvS845x+dJuKnbtzil3H+6a0RAhB9qTB9qUk/wB0/nTST/dP50wF2+4owfUUm4/3f1o3H+6fzoAdg+q/nRg+q03cf7p/Ojcf7h/OgBcH/Z/OjDe350m4/wB0/nRuP90/nQAEH2/OmkH2/Onbj/dP50hb2oAZtNPjIUg00kUqAscYpMaNG1lT+LOD6Vbi2RkBmJDA5YDtVK2iOMEgYq2suAoTP3c56ZFZMovR4KbVAZnbvxjPoPr+FWIpDmT5iyuduR6+/HNUo+QDtO5exxgDsPerir+7CyIDtPBAByDWbsUieMlvL8tNjj+Me3rSrlWG1TvUdect+P0pNzElWlJJJYt64GM+nWnDJIJbAXr7VAx4BkcgkEheSRgEcdDSxhkLbHbK85PYgY/OgKAoODtXOCR/nPFEYVg2MA5zlW7+/pTAcoWTI53Y6Aep/lSMgWQ4UtwceozUsassjBs56gdc/wCfSmL/AKwqPlbsPTnmgCGVVIVmwWALZDZytMU/vDhQAwAJB5PH5EU5X5JjAIBO71PbH86JMGNlRkXaMDA4A65/XvQBHIrIuEUZOBx/P2OKYjeajF2OcDOenp1qXyiqEJISjcckHIxz9DUJcecy7CGY4zz9B/KgCKVSWRC5Zjzgccdh9awLtQdRZZWbgcH0/CtyVMbtw424G09QO/8AOuY1GbbqEjMcsp4x3rWCuSzTM8MMSx3Enl4U49Spz6VHHfwm0ZWYmT7ynY34D2qjapJJNI8oVyE/iPT2FaVpMbhikjnzQcgdwP64qmkhpti6dLZzAC5uRExZd+3qABjNQRM14Z037AJWfzDxkdvqeP1qd4GhvYmDAieNmye2Gxj3OePxp17HFFFGLhmTJPTkk+2OpFFxDmJa2aAsBCEIkRjyp6gisyCKWLUj9nXaFXfHu9uh96Jt0bGOFCD2ct1Hr7VLZlDPCSSxjJXLd8jp/PmmtED1DULqc5eaPdlcZBxtz3/Sq0BkeN35OMc9f8960DALhpSrBYZF2FW7kDhhUFugjgkSI7ixGQeD7UaWAs2cwWNoHRWMq/e7jPbH606NQ92Yoiw3Rj5uMH/PFUpnEEMU0bEsf3bK46AGnQSiWYZwjMSu/wBMjgfTj9aVgTN6GaNYAhXLFcHBGRj2qXw+TJrdtK+EbfsGw8PgHn9RWTHLKxcrGN6DDsOQf8fSr/hO5S41e1jRQdrs+XP3eO3qalKzKb0PR6KKK3MQooooAKKKKACiiigAooooAKKKKACiiigBKWkpaACiiigAooooAKKKKACiiigAooooAKrah/yDrrt+6f8Akas1W1AZ066HrE/8jQB5Am0QxIMYKg8jrj396e4L2zqHGAvT05qnIzeVFGvDY5NX1wttGqDKhfrz3rNlmepVoCjHBDcDsKsq4zHIAfN5Bx07YqKCJQWRM7wxycZ4p4DIFcgYYnODzxTEOtAg3mQeZhsfXJ5qEx+RqEchUrHu3Lu6YzU9qVAVkBJZtxGc/pUnmBraBj1T72fbnFAzSinV5cS5k24LgHrnFZy3O20ETyARHcCozlQfamiRbadgVBinGExwF56fkatXrebM8SKhIjAUopOR2H4D+VSlYe5kAb1yDnd0/DpxXR6dGwtolKNtZS3B6dmrno1bzC0pAVTyf8K6DTszWeEbYx7gYx6jP0FExIuuSI1z1xtwfU9CPWpW+bA3OuBz1GPbHf6VEtuMmSRyzbcKw5zj+fFWhKxOTJkkAk4xtP8AOsSxFHMf71i2drocADjOfahI22oGXcccgsP09KWMcSB9rbz97byffNKkeEZcNntgA59qTAiLs0gywRVHQr34wefah8jBzgE856Dn9O9PcArnZtDZB3f560LES3EmTjgnvQAwsIg74wwbgleTQQxOEwTncTnGP8/1p8aMNqdlGee2f8imMpUFl2nPzZHIA/yKAIwHXeoJAA79s0xWABIHPK4PX8Kd529WJIIOFK9cUzy9o28licZY+3GaYDeGkVMFgOm4dT7VTn6kKWWMfwsSfrVp1IjJXDD0OMn8O3aqrZkUCRtuBkdxTQmV0iMn3sqq9SeKS7kXeTuFSQn5HVmwWbjPTpzVS8hf7vHBrVEkBzu3AZB9KXkj7pFNVgo2nOR6U7cPf8q0RAhz6UnPpSlvY/lTS3sfypgGD6UuD6Um4eh/KjcPQ/lQAuD/AHaOf7p/Ok3j0P5Ubx6H8qAF5/umk5/umjePRvyo3j0P5UAIc/3TSHP9007cPQ/lSbgfX8qAIyDnpUkRwcnjFNOPWkA3cDrSYGnbOp/ixkdasRoVO4ICAMgk55/z2qlZxPgDuK0FZSqkFn2ckKO3fmspFongYszMWGDwFK9Bjn39atJnzAGcgc4JxVZFBIXiPIyD1I+lWkhLK4Ddeo71kyiaNwioAAhfII21IFY/KoyoGMg9fp+VIgJ3MxXHAyePpS/NCvGPl4zxyaQxct5XJJXOfyqQEbcf3ueOoqMP5qqA27cSVZe30p4TAAGeBnPXv2/z3oYIfGVk3EoSMYxjBx/PFRnzCAxO7+6DzStuUAAK31PT6n8aU/MGZ22sOxH5/wD66Qxh2uCp3kkgdMbh71GhRcqXC46Drx7frUq+YqBWb5MA4xwQeMe1OZPmB2EkAqRmmIgkjU3ERRwFbOQByR2HvxUYEZVCp3/wkA4IqRim4Lt6A9sDJqGRgFZ1OMDpjuO9MCF2CKd+7DZPDcZrk71opbySSEkhjkEiuskAaILuUg4LBR0PXFclOFS6kCfd3EL+da0yJFmym8lXLqWOeQP4s1a8kQAXEDbl4KFW+77/AEqupSSIDcxzwfr2/ClkMr3jIsiNlQmEGFA9B+XWqY0WdWixaxzTb/tDYZVzgIpzx9TyaBfMJLdx5csyphuOI/8AOai1pmuboFGLMRywznHp71WtoV8tlUMZAdrADoP/AK9K10HUnd3aedJDuZkxkcjb3+n/ANamCJDCGZXCR8qSDjP+FTSx+RDDNEMF242jPH0q5t26ctxNINo+eNFXO/J70ARq7BMGRfNzlRGcnNV1GJpIl3DBD4z1ParlvajM5dssoJZwcHBPYdyc/hVKzlP9oPIVH3DxjoegP+fWkAtyrtayBwGdASctyAT/AI5qW1iEelkTAGPBJG3qMZzmo74iGBlABUj5snn/ACTirkUts2lJuLD5B1AwcDgfQGn0DqULO8w6q24qqnBCZ5zn+VbXhCVv7Ut41hJRpC6lsDauD26k/pWHbSllEgUr5bb8jkYJ5B9uldJ4VdZNRsyh5QEEg/Wm9wWp6BRRRWhmFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAJS0lLQAUUUUAFFFFABRRRQAUUUUAFFFFABVe/wCdPuf+uTfyNWKgvubC4A/55N0+hoA8YYIIvMQndGBjPep1bCgk7g2Wx3/z/jUVxABAWyQVHA659amsnJtJA4VQQcPjPI7e1Q9ihhKwvk8O3OAOMGjynnThSB6j+VV1kBnmLnOeOe9XIWYRMMdO3oMjJo2GVrd2aVckLs4FSTgLGkYY8uSfcUyHHzscFw/5D1qSf94kaoB8pznuc9T9KALN2ol043HyqTgouDkY7irVgjyl5ZZGjjRR82QAjMBnjuPas67ZzZOqZCcZPTI9PoKlSVDGMqCoUKoXkE46/WptoHUgVl3GEglMYOCcH3Ht0rS0Vke3KE9yMZ5Hpg1lTnYBtTbng5rR0RSA7EHrke3GKJbAtzcTYG244bjBHQegP60iq0aKnJy+Cen4n2zTgzFSJGBkbBAC8OPYdjUmUcMXICnIDc459/pWBY5SqIF3KzE5x97FKiHDsWzgbiv8uabEQsWFI46Hpj3qUlcgNtUIOn+fegCNxEE811Kjk5HJFOXYduzGNxwenPHJpxVUQEqVAGAcAelMCO7qdi/Nhceg/l9KLAJEQ25eMEnk8g9uT7YzUcmPL6KFDZwSeuOpp7BfLDJkMp+6ccj1A96aZEWV9iujBTgdwT/ShagQAs6jcF9sAdKZvIfc/wAyr6nqf51KW3gEkBVIzgYI9sUyYBXwecfeOOhz1oAin/e7SinoAOeTVKQeWrq5Y5GB6jP/ANerc752jGRnduX6dPoKoztvb5fug5OfpVoTGKjsQEUlR97LYBoumAc81JE26J0JBYnIzxmqN5E+Au05BrRElcArMWPQ1JuyO/5UiMFUAnBpxYetaEDSfY/lSZ9j+VLuHrTS6+tMBcH0P5UYPofypNy+tG9f71AC4P8Adb8qOf7rflSb19aXevrQAc+jflRn2b8qTev96jev96gBCfY/lTSfY/lTy6/3qTcPWgCLvT4lPmhuwoNIRuGByaTA1Lc5zgjkHHNTRJ5SBnGecben5GqNojbNuOavrs+VSdxxjauDzWTLRcjEKEFzt3cAgdauqU2k4CgJng4GPSqacDJX5mwccAfT/CrUaH5i6AjG8kDnrxWTLRYiw0QGOmOvf1I+uabIwUK2E+78oycDn34pRtDowVnBGGQkEg0qyL5b7Q2Sw6jPA4ORSQDl3nk7Q3c4xg06N9pLyKcE4HPIGfbpSKS8gJYEtkAjofX6UqlQ24YUZ4JH6UgHSIXdsAjPXB6U1wDEI3ZtwPXP6H2oLDzMlSNqjleQee/6VEN2/cGAXGFz1zTAlPmEEKuVGMBm5Hv9OabhW53Ybq3Gc9qVTmbJyuB1zgfiPpTclchsAADOfT1zSGQShkTGCzd1Gfy/Sgg5ADhmCgjPfj8qeJCd46ow5DDjgZxxUbh2gHzbWC4J29cdxTAgc/u5SMMoGFJPIz3P0rkcB5CCepJrqr0+XZSyAF9q5XI/PNc1apvl9OCfStaexEh1tA8jyQs2I1BfcRyRx/8AWqXaIgzhjFKASCTgk9hmpbO1lvPM2MYztJbJx8ue3rg0txE00TRiThDsJYdenOfrV31DoSSwi4t4G3mPcdy57HHOaheGW3iWcsx8zBYqPU5yfcGp0d4bmKCQltgJwCMHoPzxTp7gC1Ik5UKcfnwKVwIJGeO0zcEjnMRXAJH0pY2VoLeMFzGeMhuA55BA9hUVwmFRFcMQhy3Ynvg+nalsXaLYTbIFJ3YcgZHcc0xFktILp7eQKUiAG7Ocnk9fT2+lRQws11O4HzMpCgHoOKlI32qui7Q7hhH0GDwR+QqKS8S11MeaSIyoVmX0HFIYgC3Cwvt+4oLA8Bh0/pUVom8MsjeWHUthzjgdh71MzgWTujfdTapBHJzn+tIzO6ptGZBGOSuQOOaYMr3EZS3hlUnLxjcp7j/Cut8PGMarb+VGCsjBh/sjaf8A61chtcW0piBUAkbyc/LnpXU+ESRJYHhkLbcjqSAefwHak+gI9BooorUzCiiigAooooAKKKKACiiigAooooAKKKKAEpaSloAKKKKACiiigAooooAKKKKACiiigAqC9/48p/8Arm38qnqC8OLKckZxG38qAPIt5OQi5XBY/wBRUbReSiFW8tHOdp7Gptn7rec8tkg0y5xiMpg4IAOOvHeskzRlCQGKVtw5PPtV2HbNCgz83Q596rz/AL1XIfIVvwqxboqwRkPgnB56YzVMSFgtiZTCmGYAk88U/wAnahIJDDjB9c81IskGGV5hERn5hwSOtLDH9rdogxWP7zuRzjsPxqRlWULNOYFc+Upw3+2almiUwlvKbIIXjgEetPktvs8+yNyFXD5J5Ge2aswHzLKaEBfmBwfp3obCxl3MAjVSBwfmAzkH1FaGju5RzsAzgDp37/WqokHVhuCqMe5I5q3pEi7pY0cIchs+w7US2F1NlN0rbYk8uRQAQc/iR+AqeEGIoCevRc5z6fr/ACqGOQfMS4RicbiM4/z61Km/KR53sB0I+8fb86wZaJMRt82CC3C7vSpSAWQgg5PzE00YwoX5mHIUjPHrTh86bgdhznpwh75HoaAEVVZgNgJYkA54PfNIzMpJB4J7c5z3xSIWc7QF8xTk9SSP6UiAMrPGQVGfvdj60gHMkhkALjywpZcDk98fSo3VRkl9+fvHv7VKJPMX5W2qRg5HB9qjZTtVkCYJycdR60DKyK4ypU424GP4frUYlARyOW4BGOT0/XirTP8AuiA4+fqw7jPaqrl3wi/M27jHBbH+fzprUTIXQKvzArhcjJGD0/xqpMuc7mCjOMA9e9XJ0DNgbuOMr2/OqkpThCCcHoOuP8irQmVTE24Kg3DI5HpUl2cOc06Dd5UoHcjHqeKpXYbjr1rREFYDbKS3TmpdwPcUiH5RkjPvTs471oiRpI9abketPLe9N3e/60wE/GjIHel3f7X60u//AGv1oAbkeoo3D1p2/wD2v1o3D+9+tADdy+oo3L6inbh/e/WjcP7w/OgBhYeoppI9ak3D1FNJ96AIs89afECZQewoOaQ5xxSYGpb8ggehp8KBWILYG3qRjmqVpu245zmtEqSqncQVBznv7Vkyy7ahSMqoUgAk5zjPFXIWOVRiQrdhztqjbkOhkGFVRhwOoq7FiOIPlSmRg+3+OayZaLKpKXcySYKkKNo/X68UjIpTaPmB6EdzTt+9SSw2ddrD9aVgYznKBcdQc/SpGMUyBCWB3Ag5Xp9P5U4OpiVFG5WODgdP/rU+RjtVA4G0547mmIWkkXuAvzY7Z9qEDHbQTySrE4wxHPHP/wCummNZFUyOATyFJ6c0FN7A/Njr7H/61KWRiN2dy8Er65piEAMbqHxgZAOeWOalsh/pAaQ7kEb43KDxg9R+FQxBigLgAp0HUZ6A+9PVxDKreeI3QbflU457e9CAmSBLmEzTSI0O3qQEORgYI/rULRWscdwVaVvLwBtYAEH/AD29KGeQypKtxJknaCF7egqJ2Db2eUncPmyhweaq6EOntIpF8htymMortgYYMQOPz71g22ihPm+0DJE+SkilQEAxk9s55q/qV0y2YX7aVMY3LhW656/hWNDIyQSQrfHD7uNh4J+9+fFaQ2Je5oJZ29lJ5xeZlWOMIIZATvkBOQ3pwfrmpDpcNnYzFrgI7PJGjM+OVPp/FuI5HbNZsUk1rMJE1AZACfdPCjoPT6Vai1Bo4EiF2Au9jJhG+YH/APXVMNSOOzhmhga5MxM115aCHA2scZJ4569B6UXlvDaMsbee08ke/KfMg+bGCOvbk9uOKfbXq2YkiS8K/MGXajfdP9etU57p4bYQm/YRHkqUbByc00DL0/h6M3M2J9qC5KFY3DEoFZjkDo3GMVFbaXps0DXLmbyTCZI0ecLtIfb97GMdwcVQjvJpC/l6hh2lEpba2d3qPepxd3ETmVdTcyugQnyzgge2OBTEbEOnFZDaySfu0cQQSHavVcg4x8x57Y9ay7jRBIhuZLgMFtBLtDDdu3YPy9dvJqa31C6KMF1KQENuf5T9Cc+tVi7I7RG9J3R+XnY33M9PzpLRgad14bgM6QtKfMefywSACse1iCf9o7T+lZ9xaQ2k8BsJl8po234kD4I4IJHXjB/Goort1eaSS/ZpN4kJZWyGAwDS3F2siwPLdq86chjGce2MCgCtGp864TGFc4CZxk9q2vCRMGtwWzHeBKSWU/KrbTx/OuWkuWM5lQkHPWt3wlcmfxJZsWIcycgDqNposFz1eiiirJCiiigAooooAKKKKACiiigAooooAKKKKAEpaSloAKKKKACiiigAooooAKKKKACiiigAqvff8eFx/wBcm/kasVBef8eU/wD1zb+VAHksiNbp64AIx0HrxVK+ZhHGAeCM9auTTQ7NrkL8vOep4rMcs4GW4UcZrOJTJbeTZauFGWx2GaERnhJzk9NuKjt5BECGJU5yPep1zKGJ5LsOBVASR4j8zaoJxgnGas2x8iZRglZMA9yD061WUpsVFXBAJJP9alUM/mAOuM9O2aljFmbfIxJwwzkDp6VEsrEP87LuULkHGKSIPJMq5w4HDY6Y960rOxtWgszP5zPduwYq4XHz7emDQkBmZQQjpvP6CptIG+7ddwX5DyelTPo0xindcMimQohzudUJBPTHHvT7HSZ49QRPPgMgJDxq2WjbaWwR34B6d6bWgrmyCWY7wo4+8Oh+o/wqwikENl+fU8H3+vFFvbs7IQ6orpvDZPI6dOxqyLa486NMAbsoOehHfNc9mXdEasEySuNq/MNxwPSn/wAYG3PzAYDcdM9KelsHgWRSrsPvDdzzwPxptzCYR5gZH+Yrhc/eHUdPSizHdDV+QH5trY5baPyx/nrTAiu6h0AYD+EnA9sf561caAnBTy3kTaNh6jPQfrURtXZo4lKMGJ2sDxkcmizC5H/q2GSAF6A9v8ag2fKq5A4ydw4+tWmtJAWdDvHy5K87lbjpTZ7aVCAm0hVL/KeoBwaLMLlV41yA6ck9N2Me1V5GDTKrgk7SMKOoP+RWg9nKdwC+XGp+/np8uSfpVZ7Z3sROjIzR4IwctycZ+uT0oSYmUAshBAyCOxPt3qGSPB8xZDhezHB/Sr0hAUkqCTwoHUfjVN3C8MSvfpnIqkJlJ2/ebkJI74p11985p0cgXcMBZG546Aegqpdu+Qdx5rRCKy8ynP61Jx7UigFRkZpdoHYVoiBpC+gpCF9BTiB6D8qTA9B+VMBuB6Cl2j0FL+A/KlA3HAUZ+lADdq+go2r6CpNqD7xz9FFIVQ9MfQigBmF9BRhfQU7A/uj8qTA/uj8qAGkL6CmnHtTyF/uj8qQgegoAjyaWMfvV9KCAO1KCR0pMaNK3A5A9KdASwbIJOPXODmqtq7YzuOc1bEqiRSVJK/eI4rNoo0ITtTCbTk42kZDf4VcgjjkdiF+YcZycH3rOS4DljhcuMMxAz7mpRcAkscrtwCRxgYxWTRRplvkYFgSwxyOvT/OaXGWO3acdAev4elZqXO0YIIVuvGRntTnvP3xJAMY4Ow8Y7UrDNElA3yjLAcEn6dqZ5iyPLjduyPu9iPX8KznvSU53RkcY9R7/AJ05rrLpIoBzw2D29M0JAaMbMVDE4HGR6D0FPTMR3lyytwcnn2yKz/tfAVVDOe6ipmv1giKKQ0wGMHseO/r70WEWw626FSNy8DrjaPTPrUYdQoUkBQeMj8PpVFZtozg8dixwc+tH2lVZFJ4xyvT8c0WHct7gBudzktjhhn61FvjXIIP3unPAqrJLwNxyRlT6g9elN82MqC7bcdM8t+H45osFytrCsbbanzKD1/HJrOjYPAQxKvwB0GB3qzq85Nuijj5sHng1nBzuUIRx81axWhLepYaUXY2n5AqBQAeTjpn8aV2kltyqL8qHknr0qNplNw7gFS+M9KgM5ikJ3ZLDG49hVWFclEoJURFsxj7zc0swE6xZPmMWzvJ6D2HQDNVobkLMxX7pA+XH3qe1wuxDsAI4ANOwrjZNqXg2YGcZ29M1YIDBIwxHPzkdD9Kps3yk4xt5B96lgkV1ZnJXnAxTYIuo/lSLLs4cZAI5z61HcT+Yw2A4j4XPbPeo7mQPsK7wn3SSe+OoqFpFRhjleTzzU2C5NIdhKnDZUEn0HeqkzPKSMYCdh396kLs4YLw2Bj+tEbBEcN1HSqAfbJII2ZAhQgB1Iz+J9K0/BybPElmM8iUgj/gJ5rMhn8m1ZQB8y8sa0/CW3/hI9OBXDbzz/wABNAj1uiiiqEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAJS0lLQAUUUUAFFFFABRRRQAUUUUAFFFFABUF8cWNwf+mbfyqeq2o/8g66/65P/ACNAHk8wE0Kk8kHiqE7qkhUdNvX+9VmGQtbx/MAuB+lUJZVeSQgABjxURRTFSFpPnOSpHU96sQyeUQmeh4NESlIkPYe/Umo2G4Ekc9RTAnTaLwtJ2UbVpyNmYrg/P8wAHeqykvKTjLbfl96sBixR1Yhyx74PTikNFxYHSEviQEDgbT+Ip0lzJH9k22zkWrb1BU85bd+lQR3EoJzLJgEADcecetLd3sssOUaRWYfNhjx6UkBJJqdy9mYWt5sgvseOR1ChmzyvRuScU6LUGkvxcpZGC4dtzTLuJLY7f3c1RMri2IaZxkAD5jUNnPI1xGGmkxu67jVbok7uG/nIQyROSECkrkEYJPOMdc9PpVhb2ZF8zy2G9zIVGR1HSsaKQsoV2YHZjhzk+mT68VeLuf8AloFIOdrMcH2Pr/8AXrnbNC69xKIhF5YJAUEsTg7TnOPWonupbo7ZY2Zcl84PfHH0qFFZU2xF2Qc4LZ6nPepRI6/u1kBVicZbp9aVwsTrcuQWiXLMFIOD24/LIpY7kB9qwMgXJUDJGTx1/OqjSyBiCHCEYOCST9Ke7sABvOeB1JGKLhYuJJmdGUFSkRUx4Jz/AHcHp71X8xlj8swM4CshYsRhSfTFRmUxKQAVK8Fd2RTBK4BX53Q8Ft2PqPajmHYlkvZdrt9nZonOWQgncuAMY/DOari6drYxGAjfGF5JwMcggev86ZJcMIlCyNtJwmcjHfrUAnkyWMjH5sKOefemmxWIcPFFsd5CeucYx3qnITuPGc+g6e1XfOkWQiUFxnlSf69jVW5QI24fOrH5W6Y9R9aaEZs0jRyoGPyg/wA6Zcj+dNvSPNIycYxzSJIJYMN95eDWxIiDKZpSKRW2AjGc0jSEj0qrkilaTbUZJPVjQGI7mi4Em2joMevWm7zRnPNO4C0UmaM0AKTkUc0hOKN1FwCkxRnPc0DI6GlcBNhNG3aOaeGpSN+O2KTY0NRygwOlWrFjPKI3farEsPY1VnK7UUden4U+1cJOh9Kl7MtWbRuRQwNuV2wBxnGc1KsUBAxKQR3IPrVBbmnJcfKK5LyOzlh2LRsICwJuenv/APWp/wBjh7XJHOevf16VXWbNO82lzSK9nAkOn2563HbH+eKUabbYKic5PA56fTioxJkgDk1MZRB8oOZe5H8PsPelzSD2cOxMtrDAu0XJMmCC2fu+w4qL7DAAQLg4Pv8A/WqLzaXzKXPIapQJ1tYgwY3GWAwCf/1U02MJ5+0c+uTmo/Mo8ylzyH7KHYcbCE5BuOD6n/61INNhAYC56kE/5xR5tHmUueY/ZQ7EdxpEFyqiS6Py9Mf/AKqi/wCEftOP9KIx6f8A6qs+bS+ZT9pNB7Kn2Ko0C1HP2tvX/PFMPhqzPJumJ+v/ANarvmUeZ70/a1O4exp9in/wjln/AM/Tfn/9akPhuz/5+m/P/wCtV3zKPMo9rU7h7Gn2Kf8Awjtn/wA/Tfn/APWpV8O2a9Lpvz/+tVvzKPMpe1n3D2NPsVD4ftCAPtTY/wA+1IfD1oePtTY/z7Vc8yk8yj2tTuHsafYqjw9ZgYF0/wCf/wBal/4R+0/5+n/P/wCtVnzKPMNHtZ9w9jT7FT/hHrPGPtT4/wA+1aOg6NbW+uWcyXDMyOSFJ68H2qDzDV7RHJ1i1H+1/Q1cKk3JakTpQUW0juqKKK9A80KKKKACiiigAooooAKKKKACiiigAooooASlpKWgAooooAKKKKACiiigAooooAKKKKACq2onGm3R/wCmL/yNWar34zp9yD/zyb+RoA8VhaTZmM7SeMelRQx7mYsPl9ferUShCCedwGPQegqu3yttBwDytSMnfkkMQSD27Cjbi4Chj5eCMmogS3LqRt6letTIu+MMD8tAxjkocqFBx0zzSlDgEsSB1wKCvIIHJODzTXbkKvToRnvQBZhAJCn7o5ODTLuRB+7h+XnkA8/nUUUjoXUnJGO/alVMEd88gmlYBHAwArFjjqT09qitwBIpzwDmlIIfLdTyKcjhWV1AYo2frTEdVAp29eSQQd3brVsKuCNmWA4YnPfj+pqjCxZVYjGRvCDgCr8YIjAeQpjPIX1PTFcz3NCUA/ZHVXZN3OC2c8//AFjSxrIyNtYcPuA/vg9fr9KFcAHdEAmd27ODx0GfxpsTB5ck4Xuv1z0/WkmOxKzs/JAJ4YDPGc0DBZzGXQYyR14/z/Oo0kfGHiOCTgrzx2pkpdWZ2HBGcdPy/H+VAEhdzIpQAMThR1wPTPamyENI6FQoII+Y8Go5ZAkfzBWBA+bPXt1qHeCWbcOCOCfu/T/GgB0zEgRlgcKcFsDaD0/lVJwUyhxv9vpgdKl84bSEYbX+4CRx6Z9uBTUiluN3lITtI4Y4K+mapCI2lYsHO1sDIyeRjioBcbUYMu6NmAYHgn6ehqd7O7Dlljw2c5LCo30+5IBWMr65YetUrCMrUYxDIrBt0bD5Wx19vrVRJtjZBBB6it5LC6DnNus0bjDIWA+h+oqGTQL4EmOAPGejbh+vpWqaIszPJ3DI6Uwmry6NqEZwsII/ulxUn9i37Dm3A/4GKV0Oxlk0m6tT+wr/AP54D/vsUHQNR/54D/vsUcyCzMvdQJMHmtT/AIR7Uv8An3H/AH2KafDup/8APuv/AH2KOZBZlAHPQ5oLAdTWgnh7Uwc/Z1/7+Cmv4d1Mtn7OP++xT50KzM0yZPTijfWl/wAI7qY624/77FJ/YGojrAP++xS5kOzM/dShqv8A9h346wD/AL7FJ/Y98OsI/wC+hRzILMphqcZNq5IqwdMvF6Q5P+8KadLvWOXiGPTcMUXQGeZdzEsasWgMrkqMhRkn0FWRp10CP3AP4ipobOaNmdowpI4ANNtCVxnlYbHPXsaesT7CwViAcc+tWYonGN0YHH4e9Klu/AAPr16Vk7Gl2RRJIzbVXJxk/wCe9TRRu56Y9B3P+TRInlsiPGCSflA4/wD1/Sr1uI7WPlg0jAhju5X2+vSk7D5pdyLyXhLJEVM3Qtnp6ge/v2qBY5M9M4+9jtWqgUIEY7iOSFxkjp+fTpT0UFsgFiMgkcA+wqdB3fczBbygHcqkA4yuSfyoEL4X5PvKSMda0wnlg4U45DAd/wDCnCNNxKFgo6ZxS0HzS7mWYTtDfMQehU/lQYJAM4J64960JIY8HIXkZBzjPrTSoLbVcg4AC+vHX/GlZBzS7md5bhowScNzyMZHoKagcgl84B5xxgVoeSpRCuOCSykYxmo7gMuMSZ5C5xgZxxk+tOyDnl3MG+vp7eTbGyEYznGeKgGqXTdCnPtRrfF0Aw5A+b61noc/KASK3UI22M3Ul3NE6nchgu9D6nbQNUuyM/L9NtVVjLFWCkDuevFSGFoZ0BPBHHejkj2H7SfcmGpXZ53RhfXFOk1K6TGCvPqtQeTucnogPGT94cUl7x5Y2bSf1Pr+tHJHsHtJ9ycandEhSUyfamjVbouQSmB/s1A5y+QOvJpAgzleSecDvRyR7B7Sfcs/2pc7sBo/ypTqV3228/7PWq7Q4iDhPlPfOOKTfv8AmLHBPyijkj2D2k+5Z/tS6xwydOflpr6vcrwChP8Au1XWMmV1Xn69QaQxFYmcAMc4Zs9KOSPYPaT7ltdUu2iZxs+Xk/LWp4V1C5uPEVmjhdm8g8Y/hNZQVhbmGNck4L4Ht0/Dqav+EnV/EdgGxu8wkEf7poUI9gc5W3PWaKKK1MgooooAKKKKACiiigAooooAKKKKACiiigBKWkpaACiiigAooooAKKKKACiiigAooooAKr3/APyD7n/rk38jViq9/wD8eFx/1yb+RoA8Z3ARcMAMdD6VFJHtCrg7cjBNWSmzkYJRcnvnio7shI02yZAOQMc1KGMR2WZipxj17mgyF42UYDE5IpcAwo5ABbrzzUckYYfLnf6f1oGWBkw704wAGH9aiZQgLt17DPenQcQSL0YjH1qMHO/dJjOCQe9AhGDM3y55HJ+tPOPLYgYI4pwYKMZOTyPpT4vnZTj5WoGROrGISYAxjv0pOECtxk9qnuA3l7FI+Ybm4468YqAklVBHzDigR01t5bRxM4IGMEqf6Vb3ssfliQ7gAORwOc4zVLTXMtqjOq7VA+U/xD/HvV2JFyRHJhSCobbwx6/lXM9zREjbdjBVAcjIJyT/AJ7Ug4I3Od5BIyOv+FMYkptUfM3OCffnHpTnVWXe23cfl6kf5NIY5uMKoIxj5t3b1/z6U2ST5Ng5Xk7M9D24x3FRE/JHtY9c5/Dofegs0jASbvlGCx4xxxTAW5LM5CFSBwUZcgjj+VQGOS9L4mCqmNwc5B+nFFxt2sAGypPzKcDPpTdMJaK5VVGQq5PY/NVQVyZDpLGUIoF3B5YPAG70+lXbGJLcOnnw+Y7DOM4/lUExjSNQADxwQePekThWG7nOc1ryojmLp2MxxcRn3AbH8qFCM2BOmfcH/CqZCqGDMoOOhpgbbIDsb7uQCc5NHIh8zL6mI5InTA68H/Crltfi0jaMPG3n8DIP59Kx98cZJ2g88BTkHj9eaIjlsbiA3ryMUcqFzMvNLCMgzp8vGcH/AAoE0QGfPTggY571SYDaHlxjPG7pj0qMpiMnCkjksTkUuRD5maRmhB+aZQ3pg05Z0Gf36cfX/Cs1k5B2gdOh5qZOob2wB3/+vRyIOZmksq5x5qfr/hSi6hzzIp98H/CqC7jFuUcg4J9KYsYCMxccHoG6e9HJEOZmm91brkGTp6A0i3UDHCycj2NZEyIuGciTcONvb60m9lwQT7Z7UvZxDmZrNcowwHUd+QelMMm4ZV1IJxkZrOckklxvbHfpz6+tIXcnESEDso6U/ZxDmZfYDvNGM9BzUZVD/wAvEYH4/wCFVcMAF3fLjI54pAwUKTyAeVAo5EHMyxLEijmZCO2M/wCFRMkatg3EfTPemTvGsYVUZnbqOwFVxhcgo3OCeOKfIhczLG2Bsn7QnHsf8KXyYsFhcxHH1/w5qu205ATAzwAelASRm5T7p4wetHIg5mTtCikAzJk9sH/Cl8lFAYXEZB6YB5/Sq6xvyQhweprRvre2sIYpLecTySLk46px1o5EHMyvPEFZDHPD5ozuJByn0OODVf7GdweS5Qp23buPTnFCuCQijeOuSMYqaRWWPGNzDHUZx7GjlQXYx52juAhmjl+XjHTr71PFNFsHQ7TkLnoB1PvzWdcKY5gASDgY7Z59PepItyfeUnJzuxztz0rOSSZaNLcQpLHGG6BuWHtUm7czKwJ3dATyKohyZGHPX14z/jUpYDblhjaQvf8A/VUFFhGILMqkjGQAc8jj8KaTmBQQ3PYjB6/nUAdgd7FguckDnpRvbeDH97O4jBz16fypASt8zmPdjPI45GPQiqzSMiMkAbG3c4PPr2706RhI235cAHOT0NRFg2CF+ccbQ2c80Ac5q+XvSOCAoxj6VTixhhnAz+Jq3fyn7c4zkhvvVUUfOQCeew710rYye5ahdDtQn5SwJPtUUsfz72YAk52qcge1WQAYm3sqyH5VC9B9feopLpo1WNAN6gZJA60DEZ2DM0qcZ5A4/Km3UDrMozkN901PCnmKzyMFO05OM447UpQyo0IHzKoAOePzoAqhWKqV+VwCGyetSQqSwdSchc0ksUseI2UbgMqy8nHpUsLL5ZRItzk9Dxj3NMAkmR2EQQlVAO1Rkk/Wqsh2gMAcH7o6/jVpZIkjO5Nx2kIVPOR0/Cq6HK5JKoTgnuBQgHq2FKyOcPzhOuf85qzCUWBQCCDkYP68+/rVW3MTOcAgYGcD3q0HiUfewW55UgHHYUmNEissXlp94gk5HQE9at+HFMfi6wA5UuT9DtOazY3OzAACBsjPrWj4YLN4psCcZ8wnr/smhbg9j1iiiirICiiigAooooAKKKKACiiigAooooAKKKKAEpaKKACiiigAooooAKKKKACiiigAooooAKr3/wDyD7n/AK5N/I0UUAeJrI7ypFuwpAHH0qZ4I0VcL1cjJ9KKKQxs9uiyhAW27cgZ6c1HNCqFApYAj1oooAcIFERYFgR70jwxgHj15zRRSAhRi0gB6elSSSuI1UHGQaKKYixZAyNJG7MVADDnvSlFVBgUUUuozVspnFlEM53NjntUsl7NHKVQgDAPFFFY21NCOHUZy+4lSQ+Mkf59asG5k84g4bBB57nPf1oooYFRL+UzSAhMA4xipLTUZ3lRTtx93p2oooaAQSmWN8gD7x49qTT7qR0uWYKS+FPHQZoopx3JkTGUq0nAIU4API60C5kY84HsBwKKK1IGJK0jFTwD6U8SEgM2G6jmiigB8TbmAPGAenFSidkCkKuWzn8qKKAHmUyJGpVcHd0+tEjskskfVenPJoooAgjvJSxQkbScYqUOdzD0JoopAWVuXKYwoAGcc02SQkKcAFiQcUUUwIDK4ZxnjqR2P1qOSZlAGAQexHTmiikA6OZtjHj5eQKmMrGYqAAF5GBRRQASyMEQDABaoRMxjDEKSXxyKKKAHtJ8sYKqdxwciq8tzIGwpxsAxjvRRTAJmYLEM8MgOPTNOM8gkKZ+UA0UUANS4kZCCaaJWimKpwKKKBjhPIJCN3U56e9DXMqFwrYCPtA9BRRQBHdLkRszElu5PSqkGoTpFvUqGV8g49sUUVEhovpO5Q9BgcUsszrA7g5xng9KKKgopLfzPIgITBzwBV4XMnkGQY3OxU/QUUUMCCa7kjUFQudo5I/Co01GdncHaOOoGDRRQtgMWY+fcyM/Y4AHTihVBkU/7FFFbdCOpM7bZ1wowF3Y9Tiqty5aRicZB64oooQFmImTcrH0H5VOMNaLkfxHB9O1FFIpFfcTC3+0lJa5lDBieE4xxRRQIlZFFmuAOeo/EVDOn2cpsJwR0J6UUUIGSRqFkuGHVGAH51cnjVUOBnCgjPuaKKTKjsUiibHJQHHStXwio/4SSxGBw7Y/I0UVSJZ6xRRRVEhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==" alt="Регулярное техническое обслуживание: что необходимо учитывать"></p>
<p><strong>Планирование проверок</strong> необходимо организовать не реже одного раза в полгода. Каждый осмотр должен включать оценку состояния компонентов и функциональности системы, а также выявление загрязнений и повреждений.</p>
<p>Следует обратить внимание на <strong>очистку</strong> от мусора, листьев и другого мусора, который может привести к заторам. Эту процедуру рекомендуется выполнять перед наступлением сезона дождей и после его завершения.</p>
<p><strong>Мониторинг состояния</strong> может включать использование специальной техники для инспекции подводных конструкций и трубопроводов. Применение видеокамер позволяет выявить потенциальные проблемы на ранней стадии.</p>
<p><strong>Ремонт</strong> должен выполняться незамедлительно при обнаружении любых неисправностей. Затягивание с устранением может привести к более серьезным повреждениям и увеличению расходов на восстановление.</p>
<p><strong>Замена</strong> компонентов, которые износились или более не подходят, важна для поддержания эффективной работы. Использование качественных материалов и технологий при установке способствует продлению жизненного цикла.</p>
<p><strong>Документирование</strong> всех проверок, ремонтов и замен является обязательным. Это позволяет отслеживать состояния элементов и прогнозировать необходимость будущих работ.</p>
<p>Наличие специалиста с опытом в этой области для консультаций может также оказаться полезным. Профессиональные рекомендации могут сыграть ключевую роль в поддержании систем в надлежащем состоянии.</p>
<h2>Проектирование дренажной системы: ошибки, которых следует избегать</h2>
<p>Неправильный выбор материалов может привести к быстрому износу. Использование низкокачественных труб и фильтров не обеспечивает необходимую защиту от загрязнений и повреждений.</p>
<p>Недостаточная глубина укладки каналов часто становится причиной быстрого затапливания. Проектирование должно учитывать природные условия и уровень грунтовых вод.</p>
<p>Неправильный расчет необходимого объема стока создает риск переполнения. Инженеры должны учитывать максимальные дожди и потенциальные паводки при планировании.</p>
<p>Отсутствие достаточного количества отводов и водосборников не позволяет избежать локальных затоплений. Необходимо предусмотреть множество точек сбора для эффективного отвода воды.</p>
<p>Игнорирование местного рельефа часто приводит к неравномерному распределению потока. Проектировщики должны тщательно анализировать участок перед началом работ.</p>
<p>Неправильное размещение дренажных труб может вызвать обратный эффект и повысить вероятность скопления воды. Важно следить за углами уклона и расстоянием между элементами.</p>
<p>Недостаточная профилактика и обслуживание также могут стать проблемой. Необходимы регулярные проверки системы на наличие повреждений и засоров.</p>
<p>Отсутствие учета сезонных изменений климата делает проект недостаточно гибким. Летние дожди и зимние таяния снега требуют индивидуального подхода к проектированию.</p>
<p>Недостаточное внимание к пейзажу и типу почвы может негативно сказаться на функционировании. Необходимо учитывать типы растений и их корневую систему, чтобы избежать повреждений сооружения.</p>
<h2>Монтаж дренажных элементов: советы по улучшению качества работ</h2>
<p>При выполнении установки элементов водоотведения необходимо учитывать тип почвы. Перед началом работ следует провести геологоразведку, чтобы выбрать подходящие материалы и технологии для конкретных условий.</p>
<p>Важно обеспечить правильное укладывание труб и их уклон. Для этого рекомендуется использовать уровень или лазерный нивелир, чтобы минимизировать риск затопления и застоя воды. Уклон должен составлять не менее 1-2% в направлении сброса жидкости.</p>
<p>Необходимо следить за качеством соединений и герметизации. Использование специальных уплотнительных средств предотвратит утечки и вмешательство грунтовых вод в систему. Проверка швов должна проводиться на каждом этапе монтажа.</p>
<p>Для предотвращения засорения рекомендуется укладывать фильтрующий слой на трубах. В качестве материала подойдут геосетки или щебень, который позволит обеспечить свободный проход жидкости и защитить трубы от ила.</p>
<p>Создание системы доступа и обслуживания является обязательным элементом. Установка ревизий позволит в будущем легко проводить очистку и ремонт элементов конструкции, продлевая их функционирование.</p>
<p>При работе с грунтом необходимо учитывать его характеристики. Водонепроницаемые или слишком плотные почвы могут требовать дополнительных усилий для оптимизации работы элементов. В таких случаях полезно рассмотреть возможность применения дренажных колодцев.</p>
<p>Заключительный этап включает в себя тестирование. После завершения всех монтажных работ важно провести проверку всей системы на протечки и соответствие проектным требованиям. Это позволит выявить возможные проблемы на ранних стадиях.</p>
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		<title>Как погодные условия влияют на проектирование дренажа дорог</title>
		<link>https://adsk.kz/kak-pogodnie-usloviya-vliyayut-na-proektirovanie-drenazha-dorog/</link>
					<comments>https://adsk.kz/kak-pogodnie-usloviya-vliyayut-na-proektirovanie-drenazha-dorog/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:24:06 +0000</pubDate>
				<category><![CDATA[Дренажные системы для дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/kak-pogodnie-usloviya-vliyayut-na-proektirovanie-drenazha-dorog/</guid>

					<description><![CDATA[Учет основных характеристик осадков, температуры и влажности необходим на всех этапах процесса. При проектировании водосливных конструкций стоит ориентироваться на данные о среднемесячных осадках и периоды их выпадения. Это позволит снизить вероятность затоплений и улучшить управление стоками. Рекомендации включают: анализ местного климатического ареала за последние годы, использование данных метеорологических служб и привлечение специалистов для изучения специфики [&#8230;]]]></description>
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" alt="Как погодные условия влияют на проектирование дренажа дорог" title="Как погодные условия влияют на проектирование дренажа дорог" /></p>
<p>Учет основных характеристик осадков, температуры и влажности необходим на всех этапах процесса. При проектировании водосливных конструкций стоит ориентироваться на данные о среднемесячных осадках и периоды их выпадения. Это позволит снизить вероятность затоплений и улучшить управление стоками.</p>
<p><strong>Рекомендации включают:</strong> анализ местного климатического ареала за последние годы, использование данных метеорологических служб и привлечение специалистов для изучения специфики региона. Устойчивость материалов, используемых в строительстве, также важна для предотвращения разрушений от коллективного воздействия атмосферных явлений.</p>
<p>Форма и расположение уклона поверхности играют критическую роль. Важно учитывать, как снег тает, и какие могут быть последствия от его весеннего стока. Регулярный мониторинг и контроль эффективности водоотводных систем помогает обеспечить долгосрочную работоспособность и снизить риски ущерба от сильных ливней и весеннего паводка.</p>
<p><em>Системы фильтрации и дренажа обязательно должны быть адаптированы к местным условиям, чтобы ответить на требования, которые ставит природа.</em></p>
<h2>Влияние осадков на выбор типа дренажа</h2>
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QISaF9jgHqM+lLBpNrBYTWaB/LmDeYzMS7lhgkn1oAh8PpcHS4Li5vJbl7iNJPnCjZlckDAHHNVNNa+1WSa8F+8CR3LxpAqKV2qcHdkZJOD34ratoEtbaK3iyI4kCLnk4AwKoHQbT7Y9wklxGJH8x4UlKxu3qRQBgXWqX8b39wtzdqYLzy1/dqYEQEfeOM9Cea1A15q2qX0MV/JaQ2hVEESqSzFd245B456VYl8O2csszPLcmKeQySwCUiNyeuR+FPu9Dtrm5a4WW4t5HUJIbeUp5gHQGgDF/tuSWz0qW/ePyJHmS6GwFZAgODg+pA4Heo49Y1C1t9VPlR25j8gW0G0AQiQ4GffufeuhfRNPdbJTANlkd0KdgfU+vrTptHs52vGmjL/bFVZQTwQvTHpQBXOmXyW8i/2zdHIDbtibgR1xx0PpWHHd6inhu0vn1G5lku5okYKiZQFiDt46ketdJY6VFZFyJ7mdmXZunlLkL6CmNodo2lw6eDKsMDBo2V8MpByDmgCpoN3cSX19bTyzMsWwxrcoFlAI5Jx1Geh+tNvPtl34lNlDfzWsKWolxGqnJ3Ec5BrSsdMgsZJJVeWWaUAPLM5ZiB0H0qQWUK6i1983nNEIjzxtBz0oAwN+p3kursmpvAtnKwiVUXsoPzEjke1PtdbnSWyu7t8Wl7ZmTbjhJFG44+oz+VOh8Oi4vNTkvGniS4nJAimKiWPaOGA/GrGv6T/aNlZ2MMC+Sk6FjnHlovXH1HH40AZ8eq39u2jSXRnl+1iaSSKOMM2CMoAB6AipYbu81R9W8u6urNbd1MamNVYDZkggg8E81uS2MEt5bXTAiS2DCPBwBuGDxSR6fBHLdyLu3XePM59Bjj04oAwLO4uF0C1urvV7oy3m3aqRKzk8/KgA/X2q94bvbi4lv7ad5pBbSKEadAsmCucECrL6HaPYW1oDLGtrgwyI+HQgYzmpdP0u30553hMrPOQ0jSOWLEDGeaAMXV7y8Gs3cEU18EhtldEtY1b5jnrke1Ot7+81SXT7NLwQ+ZZ/aJpoAMuc7dq5HHOc8VqXeiwXV411591DI6BH8mXaGA6Z/Omy6DZPFbJEJLZrZSsUkDlWUHqM98+9AGadUu7TTNailn86exOyGYqAWLKCuQOMgmomvb7SL25We7lu1i003JSQKPnBx2A4q3deG45JLS3jeZbRXeWdhKQ7ycbWJ7nrSTeHSmoWtzBPcTHcY7jz5iwaEg5XB684oAikl1HT4NPv5dQe5+0yxpNCyKEw/wDdwMjGaYdduIo9aRo7qV4ZZFhkjh3LGAvGT7HmtO18P2dtNC4kuJVgOYYpZSyRH2FWU0y3SK8jUPtvGZpfm7sMHHpxQBj291e6ncWdkLx7dRYpcSyRgb5GbjAyOB1qL+1dQWBrD7QDcf2gLMXWwZ2kbt2Om7HFa02hWsq2+x54JLePyklhkKvs9Ce4pToVidO+w7H8vf5m/ed+/Od+7ru96AKOryXujadG4vprjN1EMsil9pPK8DnNMl12YanOyQ3EcMFg83kzR7NzA8Ed60BoVsYBFLLcTHzVmLyylmLL059ParUmn28t79rkUtIYTCQT8pUnJGKAMF59RsbGx1OTUGnM8kQlgKKEw5HC4GRjPrSpc3rXWr3jX03lWErBbZVXawCA4JxnqfWtG38O2VvLEwe4kjgbdDDJKWjjPYge3arcGn28DXRRSftT75QxyCcAflgUAYLz6lZadZarJqDTmd4vNgKr5ZVyOFwMgjPXNaniW5ns9CuJraQxyrtCuACRlgO/1ptv4dsreSJg9xJHA26GGSUtHGexA9u1Xr+yh1C0e1uAxjfGdpweCCP5UAZEP2yy8SWto+oT3MM1vI5WULwQRjoB61Sivr+S4t7wX0vkz6k0Cw7V2GMEj0z29a37zS4LydZ3aVJViaING+0hWxnHvxR/ZNoILSBUKR2bh4lU9CM9fXrQBz+qarPbyS3VpfXk4iuAhUQD7OBuAKk4689c9a0Fa91TVb+OK+ktIrN1jRY1U7mKhiWyORzjFSy+GrGXzFZ7gQvJ5nkiUhA+c5A+tTXeh2t1dvc+ZcQySgLL5MpQSgdN2KAMy8i1BfEFtaLq9ykdykkhConylcYA46c1DrmpT232yezv7ySS0xlI4AYUIxlXOOffnjNdC2nwNewXZDebAjRpzwAcZ/lVO68OWV09xve4WO5O6WFJSEZv72PWgDThfzIkfGNyg4+tSVVjsIo70XStJvEQh2lzt2g56evvVqgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkpaSgAooooAKKKKACiiigAooooAKKKKACiiigAoopaAEooooAKKKKACiiigAorH03X4dR1C5tEt50MDFTIw+Tg+vatG3vLW5yLe5ilI67HBxQBPRWZq2sLpc1sj28ki3D7N6kAKcjrWnQAUUUUAFFFJQAtFFFABRRRQAUUCk70ALRRS0AJRRRQAUUUUAFFFFABRRSUALSZpRSGgAzRmiigBR0ooFLQAlLRRQAUUUUAFFFFACUUUZoAWikpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopKKAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkpaSgAooooAKKKKACilpKACiiigAoGe9FFABRRUbXMCNtaaNWHYsAaAJaKpyarp8W7zL63Xb1BkGRVG48U6RAob7WJQTj90C2KANqisBvFlluUR219Ju6FYD/WhPE4nVTZ6Vfz7jwfLAH55oA36K5t9f1SWZ47PRZN0YBkErgYz0xiibVtdjnjthp9p58udoE5bb7n0FAHSUlc7eXniCyg82YaceQFRd5ZiewFShfEabpJ7vT0j25O5D8p/wDrUAPutDk8+7k0+6Fqt6uJ1Me7J/vDng4yKoanDpulhkGlzQNHGBBd28eSXx6joeO9WLUeJLmIyC8s0Qk7C0By4/vYzxmi0XWbu5cHVE8pAQ0kUC7C3YLnrjnP4UARalHcX2m6Glx+7uJJ4y+7sQpJz+VdNXLap59vfWKS6o87rOPvQqEjJBALEd+eB3qLW9OvLZPN/ty+lupjtihjAXe30HQepoA66iuSbwzcLZrNqGv3aME/eYf5RnqAaZHotyli93da7qFtCvKhzhgvbI9fb6UAdhSVxtr4fvbyza4v9ZvIYSd0YdsEJ2LZ6H2qWy0S+mimmfXL2K1PEZk4YqOSxz05HHtQB1tGa5K30q81NHVdaujp6J5YlZQrSHOcg9x/tf0qO3sdavLySfTtZdrZMKs0y/LIQMHCjgj37mgDsqK5OFPElxcPFb6zbSJHkSSCIYVv7vTk/wAqkkfxOt4trDeWMz7cufKI2D3+tAHUUd65OW78TwXsVp51hNNKCdiIfkH95j2H86mvL/xLYKrywafKp4AR2DOfQA9TQB01Fc7/AGj4jitfNn02yAVdzM1xtx+HaoLfxBrrsjyeH5DCwySjc49s0AdVRXPweJzJF5j6RqIUsQCkYcHHXoaYvjKxZiPsl+MEgnyM4I7cGgDoqKwtN8VWGpX4tI0mikIOPNAUEjt161uigBaSlpKACjFFFACGgc0pAPWkxigAxRjijNFAAvSnUgGKWgAooooAKKKKACiiigBK546o+jXGpW99I0qxobq2Zzksp4Kfg2B9DXRVhalpVxqurWrXUduLK0k81WBJd+PukYwBnk/QUAQWOp31oI9Oe1mvtQMIuJGMgVRuJyMnpjoKvw6xJd6clzZ2Ukshco8TOqeWy9dxP0rPuGvk8X3DWMcMrCzTckrFcjcehFI2gXaWFuhaK4f7Q9xcwFikcpbPGfQe/WgC2fESrptzcPaOs1vMIXg3g/MSMfN0xyOaUa8UW+FzZtHLaQ+cVWQOGXnow6HjpWcPDd0NL1G3EdqjXNwkqRITsAG3K9PapU0G5MeomOG2slubYwrBExKlv77HA57cCgDUk1eNF08+WT9uZVADD5Mru5/KqkviRUE06WbvYwSFJLgSKDwcEhepANRJ4Zht30qW1t4IprZ1ad14LAKQcfjUEXh6S1kljXTdPu0eVnSeYkMoJzhhg5xmgDbh1OOXVLix24MMaSbyeGDZ/wAKq2+vxzrYMIGH2yZ4l+YfLtzz+lRyeH4LrW7m8vbeGaF4o0jDDJUjOf6VR/4Rq7OnabaJOkH2aaRpGQnIRs8L74OPagC+viayaTUcBzFYqC0g5DkkjC+vIxUtprLy3sVrd2bWzzKWiPmK4bHUHHQ81RuPDRmOowxmOG3uLeKKEDnaU55Hp0qxpWmyW92kkmlafbbVIMsJJYn24GBQBfu9RS1v7S1dP+Pnf8+cBdozzVJ/ESLp0N6LSZo57jyIlXG5xkgMB74p+r6OuqX9i88ccttB5nmI/fcMDFZOp2t7Z6Xp9q0sbyRajGtu7ZPyZO3d9On4UAaLeIWgS8W8sZIJ7aD7R5fmBt6dMgj3qabX7aLULGyCM012AcA/6sEZGfriqN1o+o6j9uuLoW8U8tobWGNGLKATkknHc0+Lw/LA+mSCVZJYZzNcyNwXOwrx7DgAelAD5vEbRPcv9hZra2n8h5BKu7OQMhep6irFzq8ovZrWwsXvHtwDMRIECkjIAz1OKyLnw5dSzXoW2tN9xcmaO8LnzIgcYwMdRj1rRNlqdhqN3Pp629xHd7WYTOUKOFxngHINAEdzqMGqw6YkDTwm7kZo5EIDRMgJIYd+4xT/AA5fQTz39tBLNcGGTc9xIRiRm/ugdAMYqrL4ZuGtdMt0ugogeRriReGbf97b6ZyR7VpabpbWOqXsyLGlvKkSRIv8IVcUAP1LU5LS6trW3tDczzhmChwmAuMkk/WqyeIo5NLtrpbZzNcyGKODcMlgTnJ6ADBOaqRHVLvXLnULe3tXSDdaxCSVlIwcseFPXj8qo2ekXVzaLYyw2z3Gl3G/Y5JjmDgkg8cdfTtQBst4hWKzvpbi1aOeyUPJCHDbgehDCnwazcG/t7W705rc3CM6N5yuDtGT0+tVZdGmm0XULWOxsrKS4QKgibOf944FXbqwmk1PT7oFfLtopFfJ5JZQBj8qAKcPicyWsN62nTR2MjBGnLj5STjO3qRnvVi71xo7m4itbNrkWuPOYSKmDjOFB+8cViaPY6jqfhmzsj9nWxdgzShjv2hydu3GM5HXNX7nQZE1K7uI7CyvkuWDj7QdrRtgA9jkcZoAvS66shto9OtmvJriHz1UMECp6knpzxSSa1OZktrbTZZbvyvNliaRV8oZwMnpk4OKil069tr63vrCK2LLb/Z5YCxRQM5BU47GkNlq1vqP9oQraSzTwrHPGXZVUgkgqcHI5waALi6vGL0W08TQYtftLtIR8gzgg1Vt/EsFzaRXMdvJslvPsqgnB/3v/rVHc6HcX+sW91eSx+QtuEnjjz+8YNuxz/DnH1xUE3h++ksnhinjikbUTdLIOdqH0460AaltrVvda1PpsKlmgj3NJ/DnOCo+laVY9lo32HV1ngCrapaCADPzFt2ST9fWtigBaKKKACiiigApKWkoAKKKo6vfTafapNDavckyBWRBk7e5FAF7NFc8niWd3Crod+WPT5cVN/bt7/0Ab7/x3/GgDcpKwxr92xYDQr/KnB4WrGl67BqE8ls6PbXUZwYJcbj7j1oA1KWkpGYIpZiFUDJJPAoAZcTx28DzTOEjQZYntXIpc6rrq3F+L1tM01F+UjnOOvv+NV9Zur3X71fslnPPp1vJtITpKQeTn+VXXutRnv4A+hXAsYSPLhUhcHHVh0I9u1AEdjpN1PZTXOp6veR2hzs+bBdP7xB6Z9Kms/C+mxwyXmoQukSrwkr8gD+JiO59Kn+167d3DiTRYDHE2UEsmBnnnPeib/hIJ7mOWXTbZo4+Ui+0YG7+8fX6UAPsdA06W4F41hHDFgiKIjhgf4mHr6DtVmKxW4cw/ZVtrCN9yx7QDMw7kdgDg+9QNceJDOr/ANn2wjCkGPz/ALx9c4qVpfELBGFpYqBktGZSS3tnGBQBZeRtSdoIHKWqHbLKvBcjqq+3qfypJrnfK2m6f8siKBI46QKRwfc+gqEtr3kBIbbToTjj94xC/hioYYdft4xHBDpyIOfmkdiT3JNAFuSQabElrZRG4u5Pn2k4Lc/M7H/Oe1IRBots9xO5nupTtL4+eZv4VA/QCqdna+ILdnz/AGeWlYtJIxckn/D2phsvEDXLXTNp7TEbUDbiIh/s+570AaUEQiDajqDKsuwnnpAn90f1PemLCdWljuLhCLSM7oYm48w9nYfyFUbnTNdu/LFxeWLrG28IYW2k9sjPNPuLDxFcQPC2pWiK4wSkRBx9e1AF2aSTUZWt7Z2jt0bE0y9SR1Qf1NPmmMbrYWCqJQoye0Cdjjv7CorWx1KK2jjbUIkKjGI7cYH0yahsNJ1C0tjH/anzMzMzeSGySeuTQBU8SRR2Wk28UW1pnu43+Y4aV88k1agij0eJ9R1a4829mOwvjpk8RoP85rL17TZxslk1I3FwkkQIMSgopfAIx7/nWg2jXF9NDdHWjM0JYRt5CEKehOOmeOtAFlWcxtf6vtghjbdFCefL7At6sc9O1R+W1y51HV1EFtb/ADwwOfuY/jbHU+g7fWmXOg3t1JC8+syuYW3IPJTbn1I6H8aZceGpbsqbrWL2TDbiBhV9sDtigC2iSas6TyrtsB80cTDmboVdvQeg/Gq5MmvTMmQulRNh2Vv+Phh1U+ij9cUj+GPMRkfV9SZWGCDMOR+VNbwsrwmFtW1ExFdpTzRjHpjFAEzodaP2eNfL0pMBmHH2jH8K+i+/enXDy6gz2GnEQ20f7ua4X+H/AGEHrjv2+tQf8IsBEIhq2pCMDaFEoAx6dKSDwqlvGI4NV1GNByFSUAD9KALhk+zNFpelQBdicv1SAds+pPPH506T/iX24tbIeZeTHIL8knu7n0H/ANYVRh8JWcQf/TL8tISXYTld31xUieFbON2dLq/V2ABYXLZIHI5oAlVYNBs2kkZ7i7uGG5sfPcSdgB2/kBU1vC0AbUNUkQThecH5IV9B7+p71U/4RWy80S/ab/zBnDfaWyM9cUyTwjp8oxJPfOM5w1wxGaALkUT6k63F0hS2Q5ihb+PuHYfyHaojI+uO8UWBpgwGlHP2j1Uei9ie9RHwpZMCGub8g9c3Tc0J4T0+OIRpNeoo6bblh+nSgC08zXLtY6awjji+SWZMfusfwqPXH5VGWjRv7I0tliMYzKwP+qUnt6seaih8J6bAhVHu9pOcfaGH8qRfCGjKMfZ5Ce585sn9aAKHiXRYtQe3s7CLFxECxcHCopyfmPfJzj3q74Y1kX9v9kudsd/b5SSPuQOM0/8A4RHRv+fZ/wDv8/8AjUN/4Yjht4pNE22t5A+5JCxO71B9fxoA6KisTQNd/tBZba8QQX1udsqHgH3FXdW1ODS7JriUgnGI0B5kbsBQA/UNTs9MhEt7OsSMdoJ7n6VnjxdoZ6XwP/AG/wAKqaLpVxf3f9s6yA0sg/c25GVjU+x71JBewi9v7iIWyW0C+VGiooaST+fXgetAE/8Awl2h9Ptw/wC+G/wo/wCEu0T/AJ/R/wB8N/hUEIuLrUYLYGJGih33cqRISJD0XkccVl+INQSK9+wSSXbW9nH5k09rGu8Meik4woxQBsP4w0NRn7Zu9gjZ/lWlpmpW2q2v2m0ZjHuK5ZcHIqjoGmJHpEBu0jnkdd2XjUlQeQMgc8d61Le2gtY/Lt4kiTOdqDAzQBMKWkFLQAUUUUAFFFFABRRRQAUlLRQA0KobdtG4jGcc06iigAooooAKKKKACiiigAooooAKayq2Nyg4ORkdDTqKAEpaKKACiiigApKWigBAMdKAMHNLRQAUlLRQA1VVF2qoUDoAMU6iigAooooAKKKKACiiigAooooAKKKKACkpaSgAooqpqep22lWouLtmWMsFyqknJoAuUlYkPivSpkLpLKQGC/6ps89+nSlm8U6ZFK0ebh9v8SQMwP0OKANqsLXdFMsw1SwBGoQYZQOkmOxpyeKtOkYKiXjMewtn/wAKl/4SK1/59r7/AMBX/wAKAKll4u0+W3zfP9lnUlXjIJwR+FRSzTeJ7k21szR6VGf3sw6znj5B6VB4g1yE2dpJFBJE32oHbPDtJVepwfrWtca7BbTtELK9kx/HFBlT9D3oA07eCO2gSGFAkaDaqjsKkrJ/t3DKv9l6llun7kc/rTv7Zb/oFaj/AN+R/jQBqUVlNrThSV0nUSccDygM/rUP9u3f/QCv/wAl/wAaANujFYn9u3f/AEAr/wDJf8afFrN5LIEGiXiZ/icqAPxzQBsYorJj1HVJUcrozLhsKHnVSfenG91bPy6QuPe5X/CgDUorOS51VhltOiT2Nzn+Qokm1YxsI7O2D4+UtOSAff5aANGisXf4l/55aZ/309Sga+QMvpoPptf/ABoA1aKx5IfELkFLnT4x6CNjn8zTPs/iT/n+sP8Avy3+NAGZ44hmie0v4JmjYHyvl4OTyDXT2VutpaRQJ92NQOua5vWrfWhZI95c2UsazRkKsTD5twAPXtmtb7Nrf/QStv8AwG/+yoA1aKxlstdBydXhbnODbD8utI1jrrMSNZiUHsLYcfrQBtUVifYNe/6DUf8A4DClFhru4btajxnnFstAG1RVH7HdZ41Of/viP/4mq13pbyENNrN3HngbWRBx+FAGvRXMyWdlFnzPE10uOublf8KpS3mkQExnXtSlYjIeOQsB+QxQB2dFcOupWhwsMmvXBI4YORuNOM0txFIsVlr7nHRpiBQB21FcGNA8Q3LK29oAVz810xqyvhrXZYkim1NY1izt2uxJzycnjNAHZ0VyCeEdRKjfrUgbuAWI/nVuLwliJRPqt80n8RSTAP4UAdJkDvUX2q36efF/32KwT4Q0uKPMs9zx1ZpsU618PaBcW32eHZcLE5YlZdzAn1I+nSgB2r2fhyedZ9QaBZWzhxJtLfXB5qja2vhW0vluo72JimCiPLuVCO4z3qBdK0y4lljsdAu5PL4LyyGFSfYk81as9AvWmjeez0mCHfl4xGZGK8cZPANAGs3iDStp2ajbbscZbjNYaXOkHU4J55tORYAZSYM/M/GO31OK17nwtpNzMkjW/l7RjbEdqn6gVF4Xhijt763SNRHDdyIuRk496AINN1rQ7GOXF+JJZpDJJJsb5iT9Ow4rGiuLNoLu3uNVtiL2XfcTJG/mOv8AdwRgccZru1hiRQqRoqjoAoAFHkxbt3lpuxjO0ZxQBjxeJtDiiSNLwBEUKo2NwB+FWtP1uw1O4eCzmMjIu8/KQMZ96v8Alp/cX8qZHbwxyvKkSLI/3mCgFvqaAJRS0lLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUlFAC0UlGaACisnXXvwbNNPuRC8kwR/wB2Hyvc/h/Wl1Fr/wDtXT47S6WOJiTMnlhiwHPXt6fjQBrVna1eXNraAWCxSXkjBY45Dw3PP5CtCsfUUmk1qzkt4xK9sjuyltudwwOfqKAKH2rxl/0D9O/7+H/Gj7V4y/6B+nf9/D/jWroN3c3tpNJdqElW4kTYCDtAPAyOv1rSoA5j7V4y/wCgfp3/AH8P+NH2rxl/0D9O/wC/h/xrp6KAOY+1eMv+gfp3/fw/40favGX/AED9O/7+H/Gti/uZVurO2t2Akkk3OCOsY+9/MVZutwtZSkywtsOJGGQhx1NAHPfavGX/AED9O/7+H/GukgMhhjMwCylRvC9Acc4rn9Gl1hFtbnUr0TR3DbBD5IQqecHP4frXR0ALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUlLSUAFDKGGGAI96KWgBoVV+6APoKWlpKACiiloA4/xVYm+uGuJi0UcLRwRcf6ws3zH8K6HRFuI9KgiuwwmjBRtxznBwD+IwapeK1U2NqX7XcXIGSOa26ACilooASiiloAKSlooASilooASilpDQAUVhzW/iUzOYb3TxFuOwNC2QO2eaZ9n8U/8/wBpv/flqAN+isy7+2pYQg6hb21wuDLIyDa3rgE8DNc1d+IdQs3YJq1pdsT8qRwE9/WgDd8XF10RpI32lJY26dfmFbQrgLzV9eutPc3VqEgDKfMMRXBDAjr15xWrd6b4pvlIlvoIlAyFiYrn2yBQB1LuqDc7BR6k4rLn8TaPbsVe+jLDsgLfhxXNtoH2ZVF/YajeSNyzQTBkJ9fX862NJOlx3KWkGj3EMnP7ya36Y55Y0AR/8Jf9omMWm6bcXWM4YcZpXvfFFwjCHTYLfI4LyAkVsNqumwXD2z3lvFMnLRs4UirUc0UozFIjj/ZYGgDnV0fX7g5utbMatglYU5HtTYvBVpvD3V3cXB3biCQA1dPRQBkJ4X0VFAFhGcd2JJ/nWhb2NraoUt7eKNSckKoGTUks8UC7ppUjX1dgKgg1Gzupmit7mOV16hDmgC0AAMCisma/1SWWaGy0zaY2Kia5faje4A5IqJrLXbri41GC3jY/MttEd2PZj0PvQBtEhQSTgDqTWXdeI9Is5TFLfRmQcbEy5z6YFXba0ENktrLK9woUqzzHLOD60ttY2tou22tool/2EAoAyf7fvJ2BsNEup4TgiVyIwQe4B5qzqNhqN5cqbfVWtLfaMpHECxP+8a1aKAMJPC1g5Bv3uNQcZAa5kJwPTAwK07PTrOwDCztooA+N3lqBnHTNWqKAEooooAKxvDow+p/Kyg3rnnv05rZrG0DUrm+m1CG5AJtpzGsirgEen14/WgDZooooAKKKKAClpKWgAooooAKKKKACiiigAooooAKKKKACiimSusUTSN91AWP0FAGPqKPZ65ZXsdy6JOxhmjY5UgKWz7EYqxoMDw2BdzKPPcyhJGLGMHtk9v8AGqpMPiN7SSHd9jhIm8zOC7YI2/qc/lW4AAMAYAoA57V9Ku7q/aWG1EiEAbvt0kX/AI6BitPR7eW0sFimj8twSdvnNL/483NX6SgDEvPtF9rZtra4+ySWsQcShA+4PwRg/SjSYrtdavBeXn2kwxoinygnDcnp9Kt2Onz2tzdTS3nnmc5XMQUoOwz3ApulabdWEk7XF+brzTu5iCkHPr6e3agCe41GG3uUgcOxb7zKMrGD0LHtmorR/O1a9fGPJ2w49eN2f1qxeWq3FtMgVd7rjPTJHTJ+tUvD8V0NOaa+XZfTMxmOMAkHaCB6YAoAPD/+pvf+v2b/ANCpG07VyxI1wgE8D7KnFTaPp02nRzrNeG5Msplz5YTBPJ6e9aFADI1ZYlWR97AYLYxk+tc5ZabHJrd5Cbq4NojLJHH5zcuPvHdnOAeCOnNdHMrvC6xv5blSFfGdp9cVQg0p4J7SVLo5hRkk/dj99nkk+hyM0AO2iXXSXGTBACntuPP8hTfEMgTSpIiMi4ZYCf7u87c/hmrFpZG2nuZWlaQzyb/mH3B/dHtVbVdMub6eCSC/+zCEk7DCHDH1IPpQBDpNpOl3Kl/dG6ltsLEdoUKhHBwOCeDW1VCSwlbUre8S6ZBGhWSMKMS/X0xVmKOVZpWkm3xsRsTaBs45570ATUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJS0lABS0lLQAUlFBoApJqtk95JaCYLMhwVbjP09au5rGlN7JfzxS2SXNr0GUCke+T1qrp3l24aCG6uLS5J4juuVPJwBnrx6GgCfxaG+w2pDYAu4sjHXmtysHxNvOk2nmlS/2qHJTofm7VvUALRRRQAUUUUAFFFFABRTXZUUszBVHUk4ArGvfFGn2kxhQyXM2MhYF3frQBtVHcXMNrEZbiVYox1ZzgVgGfxFqoc20UWnW5yFaYHzCPXHaltfCVtlZNRuJ72Ycne525+lADp/FtoZ/I0+Ca/lOeIhx+dRsfEupSBQsemQFTk5Dv/wDWroILeG3TbDCka+iKBUlAHNx+EYZZll1K9uL1l/hc4X/Gti30rT7Vg0FnBGwxghBnj3q5RQBznjmcxaGqKSDJKo/Ln+lben3C3dhBcIdwkQNnGM8Vi+LLQSwNdStHshhIRD1Lll5/Afzq9os9qkIsYLqK4eLcf3fQDPT9aANSkNZlxqV8L2S1tNLlkKjieRgkR49ep+lVfs/iW6H769srNT1WCMu3vyaANK80/Tp1eS9tbdx95mkQHp6muXuf+EVQOlhNLFM3/Pgz5J7dOD/9euls9KSGxktLq4mvo5GyftJDHHHH04q3DbwW67YIY41HZFAoAwNMn1dLUQW9jct82fP1KUZGfZeSBSao2vFIgIpPkOXexdRuB7bXGciukxRQBx9ofDskyLqMk73a8FdRLfe78H5c9uK6u3toLWEQ20KRRjoqLgU6aCGYDzokk2nI3KDg1malpNxc3YvLTUZ7adVAVM5iOD3XvQBrUtYLavqGmIo1awaVScefZgsv4r1FathfQajaJdWr74nzg4x0OKALNFFFABRRRQAUUUUAFJS0lABXJeDBINV1sSnMnnDd9ctXW1maXY2Frd3k9nN5klw+6YeYGwcn8upoA06KKKACiiigApaSloAKKKKACiiigAooooAKKKKACiiigAprKHUqwypGCD3p1FAENrawWcIhtYkhiHIRBgCpqKKACiiigAooooASilooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApKWkoAKWkpaAEzRRiigAqOe3huY/LniSRPRxkVLSUAYPiWFINJtIowQiXUIAJzxurernfFd7AIltXDiWN47gccFQ4BxW9DPHPvMZzsco3HcdaAJaKSigBaTNUtS1az0uLfdzBc9FHLH8KxDq2s6y+zSbX7Lbkcz3C4P4UAdFd3lvZQmW6mSKMd2OKwJfE817M0Gh2T3Tf89m+VB70/TvCsUci3GqTPfXAP8AGSUH4HrXQRxRxIEiRUUdFUYFAHODQNS1NEOtakxQ43W8Iwp9j71s2GlWOnD/AEO2jiJ6sByfxqxLcQwDM0qRj1dgKa9yv2VriEG4ULlREc7vpQBNRWYbjVbgKYLSGBGHWd8sPTgUJY6hLKr3WokBSCEgXYD6g+ooA0JZY4ULyuqKBkljgVmP4l0zdsgnNzKTgJAhYk9vatC5s7a8VVuYUlVG3KHGcH1qRIo4xiNFQdPlGKAM+w1G7u7jbLpU9tCVJEkrLnPptqa/sp7woIr+a1QAhhEBlvxPSrmKKAMO+8NW1zYugLS3RHyzzuzEHjJ9unatiCCK3j8uCJIk/uooAqpr11LZaLdXMDBZY0yrEZxz6VcgbfBGxOSyg5xjPFAD6WiigAooooAKKKKACiiigBKge2X7K8EB+zhgQGiABUnuPerFJQBz/naxoykTxtqdsOfNU4kQe471rWGpWmoxb7SZZMfeA6r9RVrFZ50Wy/tGO+RDHMn9w7Vb6igDRorJn1tbO8aG9tpYY+Nk4G5CPUkdK1QQQCDkHoRQAtFFFABRRRQAlc54biMOs6ypTZ+9BAxjglsV0dY2i6fc2epanNOBsuJA0ZDZyMn/ABoA2aKKKACiiigApaSloAKKKSgBaKSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkpaSgApaSigBaSiigAooooA5Lx5ag21teJu8xX8o46EHn+Yrf0W1ktNLgin5m25kOckseSc1manNJrvn6dYQoywSr5k8p+QMDnAHU1W1rWtZtSljHZKLqYHbLFlgw/2R6/WgDf1DVLPTUDXlwsW7O0Hq30FYR1XVtdOzSITa2u7BupOpHsKp6dompMFurqyS4u2bO+8mLKq/7o710mn2+oxSs15dQyRbcLFFFsCn65oAz4dC0vTUN1qs63MwwTNctwPoD71ZPiXS2l8m3ma6l5wluhf+XFSDw/phu5LmS1WWSRtx8z5gp9gelaEUMUC7YY0jX0RQKAK1ndTXkUpa1mtMHEZlAywx1x2+hrDe11aXVUsLvWpcSwNIWt41TGCB7+tdRWHq7NH4i0V8lVZpEJ6A5XgfpQBTvdJsYbiO1gsv7Qvym7N3IWVUzgkkn9KtabNf3F2lo8KWK2ZzKkOCjgjKqPSrM1jfrrBu7W4hSGVFWVXQk8Z6fnSWejva6pLcpdyeS2CYs5LMBjLHv1oA1qKYk0bu6I6syHDAHkfWmXF0lu0SsrEyvsUCgCeiq11f21pnzpQGAztHLY+lTo6uiupyrDINADqTnPtS0UAZPir/AJFu/wD+uf8AUVoWn/HpD/1zX+VVddIGiXmYDOPKb92O/wDnr+FWbP8A484Oc/u1/lQBPRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEN1awXcBhuIlkjPVWFZVlp99pd5tguPPsG6pMx3Qgf3fWtukoArWd/a36u1pOsojba23sas1z2s6VPbTHVdGZYbhAWljPCyjuSPXrUtrquo6paLcadZwpGRw1y/3z6ADpz3NAG7RVLTr/wC1iWOSMxXEDBZUPIBxnIPcH1q7QAlY+nXNwde1G0lmMkUYVkDYyuewx2rYrm9FieHxXqqyPuYgMD7E5A/KgDpaSlpKACiiigApaSloAK53xc8SrpouZGS3a7Al2sVyuD6c10VUNS09r6exkWQILWcTEEZ3YBGP1oAx9Hmmjk1JtN3z6emz7P8AaJGC7v48M3O0VPbeI9rXyXn2djaweeXtZN6svPHPQ8frWjrWnHVNOe2WQRksrAkZU4OcEdwcVnR+HXluLyS8kgVbq1+zmO3j2BOeo9aAHTatqlrpkt/c2UCxCHzVCyksvThuPfqKtyaqqanaWgCMk8Lys4bO3bj/AB/SksLPUUUQ6hc289usfl7ViwZO2WyfTsKjTw/awapb3VpFFBHHFJG6ImC+7GOfbB/OgDPj8V7xFcYtPsssgQRifM4BOAxX+nWrMOp6w+sNYPaWYKIsjsJW+4TjjjrxS2Gi3lgI7aKSze2jbKu8GZduc7c5x+NX49PZNcm1DzBtkgWIJjkYJOf1oAzT4nhXTL64doFuLaSRFgMoBfacDjrzViTVby4vPsmnW8LypCsszzOVVd3RRgZJqH/hGozpV9at5LTXMkjrMYwSm45HvxUr6Ve298bvTrmFXkiWKZJkJU7ejDB60AVn8T/6PbqIoobuWV4nWeXbHGU+8S3cdMeuav6Lq39prcIwi822cI7QvvjbIyCpql/wjbxRW0kNwj3kMjyO80eUlL/eBHYdMY6YrV06C4gif7SbfczZAgj2qB/WgCo+tCCXVEuoxGbFRKuD/rEIyD+YIqBdX1Ka7is4bGEXD2q3DmSQhYySQQeMmofEFgL3XtNjTePMDC4wOGiUhgCf94D8zS3UN83i55LGRI2FkoPmoWRvnPGR0PegCzBrFxc6WZ4oIIp45WhmE8u1IyvBOccjp+dVv+ElcaTfXBjgeazkWM+XJmJtxGGDenP6U5vDkgs7dVuI5biO4a5k85Mxyu2c5HoM8fSmnw3O1jqMLXEIkvJEkGyLailccY9OKAJINemYX6ultMbWDzhJbSloyeflPoeKePEUDx6Z5LwSS3jorxrICY8rk8e1NXQp5ZLuaaS3ikntmt1S3jKoM/xHnk1J/YEaxaYIhCklm6M7rGAZNq4P50AUrnxX5ZuZohaG2t5CjI8+2aQA4JVfzwO+K0BrluurS2k8kUMawpKkkjhd27PHP0qvHol3aSzJZyWZgllMgM8O54yTkgYPI+tW/wCx431ma+nWKVZIUjVGQHaVJ55+tAFW28QNPFYSCFMXd08GQ2QAu7DD/vmo18VQGTUn8lvstnEJFkz/AK3JI49sjANNfws0lhaWjXWxILl5mMa4JVt3yj04OKsXHhyK4lvgXEdvc20cCoi8x7c4P8qAGafr7z6hb2lwbNjcqShtp/MKEDJVvw7irerahdWt1ZWtpFFJLdM4BlYgLtGe1Jp9lfQTIblrEoikZhgKu59Sc8fhU15p7XOpWF0JAotWclSPvblxQBnJ4gmgt9Sa+t0EtlIsYWFiRIzAYAz7kVYi1K+g1C2tdStoUF1u8p4ZC21gM7WyB27io5/D/wBoGqB7jb9tkSRGVeY2UDB9+RUkOm309/bXWp3EMn2UHykhQqCxGCxyfTtQBU/4SmH+w5LwmAXKOVFv5oycPt6denNXJdcS3vL6K4TbHaxxsCDlnL5woHrngVVHhlP7BksSYDcO7MJ/L5GX3fXpxVkaEreIH1OaXeu1PLixwGUY3H1PPH1oAr23iGR9Psb64t1ht55WjmYt/qTkhSfbIwfrSWniUXuyK2jikuXumhEavnEanmQ+2P50618PPHBY21xOkttbySSvHt4kYklc+wz+dNh8Nm3hDQSxx3SXbXCSqmPlJ5Q+oxxQBBP4r2efcRi0NrBIUKPPiZwDgsq/071pDXIF1eezuJIYUjiSRHeQLu3Z45+lVotEu7N5Y7SSzNu8hkUzwbnjyckA55H1q2ujxNrNzfTrFKssSIqOgO3bnnn60AVbTxA9xFpsnkoBeTyREhshQu7kf981EPFKP/ackVq8kNnGrxsDzNkkZHtkdfTmkbwsZLCxtHutqW87yOUGCytn5R6cHFWLjQpjNfvaXC24uoYoFAX/AFarkHH4HigBdO1i4uNW+wzraNugMwe2lLgcgYPHvVufUHg1i1s5IwIrlG2SZ53rzt/L+VQ2uhwWWrR3dqscUKW3keWq4JO4HJP4VB4uieTSVa3LC7SZPs7IMkOTj8sE0ARt4hnaOGSCzWUXF29vAN+NwUH5s/UH8Kc3iCazF5FqFsgurcIyLC+VlDnC4J6c8VX1fT5LaPQbSybYYJwqvs3AYQ8ke/8AWp5PD816l5LfXS/argIEeFMLEEO5cA9eeTQBYh1K9g1G2tNSt4U+1BvKeGQsAwGSrZHp3qjZeJZ7ia1zHastzMYhFHKTMnJ+YjHTjmr0Gm3s2oW93qdxDIbUN5SQoVG4jBY5Pp2qlb+HLlI7e3lmthDbzeaJI4iJW+YnGc8dcUAWf+EigWPU/OeCKWzkdEjaQAybVBBx75xTJddnZ7WKGK3jea1W5Z7iQqgz/COOTUi+H4zDqiyiGSS8kd0dowTHuUAD8MZpYtCDT2zXrx3ENrbLDFGyZAfGGfnvwBQBc0W/bU9Jt7xkEbSqSVByByR/SrtUtFsDpmlW9kziQxAjcBgHkn+tXaAClpKWgBKKKKACkZdylckZGMg4NLRQByWkXP8Awjl1cWepx+TDM5limzuX6E461oSY13ULeS3Mi2drub7QrFC7EY2r347mm+NXK6Ayjo8qKT6DNbsYCxqASQAOSc5oAotpMbgbru9ODkf6Q3WpLfTY4J/OFxdO3cPMzA/hVzIBAJGTRQBQvtIt76cSyy3KsBtxHOyD8gar/wDCOWf/AD8X3/gU/wDjWvRQBTsNNh08v5Uk778Z82Vn6emarSeHbCVmaXz3bduVmnYlD6rzxWrRQBnjRLIADE59zcP/AI1NHDbaXayFAUiBMjkksSe555q1VTUoLi4gWO3aMZYFxJnBA7UAM0qFkt2nk/1twxlb2z0H5UQn7TqMkn3ooRsQ9tx6/wCFOQ3wSQyLDkLhFiJ6+5NSRwvbWPlwAGRV4yeC3v8AjQBWvNs139lgPlzuoMsqjlU9M+9aCIqIqqMKowB6CqNut5HGE8hA5OXkaTOTnnjH5VfoAWikqjFq9jJw06xPz8k3yNx7GgCbUf8AkG3X/XF/5GnWX/HlB/1zX+VR38iSaZdFHVgYXPBz/Caksv8Ajyg/65r/ACFAE9FJVK4vmjuhbQQGeXZvIDBQB9TQBeoqtZ3JuY3JiaNkYowJB5HoR1qzQAUUUUAFFFFABRRRQAUUUUAFFFFAEN1EZrWWIHBdCoP1FYOka3aWFhFZakBY3MA2GNlIDY/iHrmukprIjEFkUlehI6UAZeltNdXt1fPE0UMgRIM8F0GTuI981q0UtACVnWcumS6pdNasrXoAWfGc4HFaVc9p6lfGmqZxzDGRzQB0NJS0lABRRRQAUtJS0AFFFFABRRRQAUUUUAFFFFABRRWb4hu5rDQ7u6t2CyxplSRnHI7UAaVFctb61cW094JZpbiGG0M4FxB5Tlh2XgZHqe1SNdapY21jqFxeLOlxJGstv5QVVD8DaevGR160AdJiiuV1bUtSVdXu7S88qCwdY0j8pWDtgbsk896u3GsTWuvG3aGeeD7IsuyCPcQ24gk+2KAN6isa21b7ZrVsltKHs5rMzD5cEncB9fwqLX7+4tr+xt4Z5Yo5hIXMMIkc4AxgYPrQBvUVk+Hb2e+04yXDh5EldM7drYB43L/C3tVfTptS1R3vUvVghWdo0t/KDAorYOT1ycHp0oA3qK499c1K4+03NqbjMUrJFbpaF0cKcfM/qeenStCSfUr3XJ7KC7FpClvHLnywzhiTxzx2oA6CiuQ/4SC9mhs7Ys6Tu8yzTQQeYSIzj5V98j6VoWeqXcej6hcXiyf6KGMUssXlmRduQSvrnigDform9OudTi1awt7y8M63Nq0zoYlXYwxwMfWqE3ia+GgK8BWS8BZ5pNoxEnmFRkep6D8TQB2dFYDa6bXXb61uBM8UaRmMRQM+CQc5IFUF169l07S18yRZbzzGklig3uFUnAC+vT6UAddRWRoN3d3CXCXaykROBFLLF5TSKR3X1B4pupz3cur2en2dybffG8srhAxAGAOvuaANmiuVstV1G9tNNtluFS4u2m8y48sfKqEjgdMninXeq6hp9vq9vJcLPNZwpNDOUAJDdmA4zxQB1FFc+LnUbHUdPF3drcRXxZWjEQXy2C7ht7kcY5qqdQ1WTQ5NeS7REUNItoYwVKA4wW65wOtAHVUVgWs9/qGuXSR3xgtrfymEQiU7gy5IJPNZlx4kvk0SYwFXvVeVi5UYiiV8Akep6D1oA7KkpkLF4Y2PUqCfyqSgBKKWigAooooAKKKKACkpaSgAooooAKKKKACiikxzmgDB8auyeHpNqFsuuSP4ec5qK503XZ7RZbfWWMhUMIxGEHTpkVN41JHhyYAjl1HP17e9bNqMWkIPXYv8qAOS0rTNXjvAL2Z47jJMUzxCcAY5+bPy/Stn+y9XP/Mdfpj/AI91rVaaJHVGlRWbhVLAE1JQBjLpWrZO7XZTxxiBOtOGl6js51y43+vlJj8sVr0tAGT/AGXff9Bq5/79p/hS/wBl33/Qauf+/af4Vq0UAZX9l33/AEGrn/v2n+FMk0i9kXB1u7HOflVB/IVsUUAZsWlOqYm1G8lbJO7zNv4YFP8A7LX/AJ/L3/v+av0UAUP7LX/n8vf+/wCadJpkEoXzHnbaMA+cw/rV2m70H8a/nQBTbSrZwoYzkKMD9+/T86zL3wpb314kk08nkJ0iyWJ9csSf0re8xP76/nR5iD+NfzoAxX8PabYWNxJbwESCFxu3sSeD71p6arrp1sJH3uI1y2MZ49KU39mDhruAEdjIKP7Qsv8An8t/+/i/40ATswVSScAck1z8RlmnivvNZVu5vKKL3QZxz17Vp3dzZ3Ns8P2+GPeMFllXOPzqLz9NmSHyryER2rBsKwxwCKANGONIkCRqFUdABT6of2zpoGTfQY9d4pf7Y03/AJ/Yf++qAL1FUP7Z08uiLdxsznACnNVv+El0wtgSTNkkDbA5yR1xxzQBsUVlf8JDYelz/wCA0n+FH/CQ2Hpc/wDgNJ/hQBq0VjjxHZs+0RXnXA/0Z+f0p667GxH+g6gAe5tzQBq0Vk/26n/QP1H/AMBzR/bqf9A/Uf8AwHNAGtRWSutSyB2TSr4qrBfmQKTn0BNWPtt1/wBAyf8A77j/APiqAL1FUReXROP7NnH/AANP/iqWW5vFIEVgXz1JlUAUAXaSqP2rUf8AoGr/AOBA/wAKytd1S+tYo8RPbTMT5YjcSbyOxG3/AAoA6Osm006aDxHfXzFTDPGirg85HXisvTNT8T3OQ1hDhV+9MDHmreiT3k2vakL1EV0SNSI2JQdcde/NAHQUlLSUAFFFFABS0lLQAUUUUAFFFFABRRRQAUUUUAFVdRsotRsZrScsI5VwSpwR9KtUUAZkWiQiZprqaa8kMRizMRgIeoAAHWqr+HlhtwIrq6m+zqTawyyAojgHaenOO2a3aSgDnYfCyPpf2a4vr4CYbp4xKuC55bt61JZ6Jcyw29zeXlzBfiDyZmidfmAJPXB556it6igDPs9GtLKeCW3DL5MBgVc5G0nJJ9806/0xb24guBcTQTQbgjxEdG69QfSr9FAFTT9Ph0+F0iZ3aRzJI8jZZ2PcmqqaFFFdPLDdXUUTyea8CPhC2ck9M89xmtWigDKOhos0r217d20czmR4onAUsepGRkZ9qqTaPPc+I7m5E1xbRm3jRJYXAJIJyCPyrfooAyj4ftFtraK3ea3e1JMU0bfOCfvZJ6575qvqGiz3UVvZteXUtu8pe4dpAGwBwBxjGQOMVvUlAGBcaFPFe2l7b3t3PPHIFbzZFwIifmHQegqwnhywj0qfT0DrHO++RwfmY5z1rXooArQ2EUN/cXiFvMuFVWBPA2jAxVP+wLZbS2gilnie1ZmhmRvnXdnPsQc9K1qKAK1nataxsr3M9wzHJaVgfwGAABWTDok8t9d3lxe3cE0khVPKkXHlD7o6HHet+kxQBzln4bMZlgae4SK3lElnMJBvTI+ft0JJ4IqXUtEKaFqUVsZbm8uk+aSVgWcjoPQAelb1FAGVZaJFBPDcSz3E7wptiWZ9wiyOce/bJqP/AIRq1w0QuLkWbPvNoH/dk5zjpnGe2a2aWgCrb2EVveXN0hbfc7d4J4G0YGKpJ4dsY9OvLNA4W8YtK+fmJJz19q16KAGooRFQdFGBTqKKACiiigAooooAKKKKACkpaSgAooooAKKKKACiiigDn/HGP+EdfJUfvFwD357UxtG1e4s4xHrsigoML5YXqOmRzW3fWNtqFube7iEkZOcH1qdFCIqKMKowB7UAcWnhzU9Nv1ukma5ZuGli271JOM4bOf51vnS79hj+27n8I0H9K1sUUAZB0e+ZWH9uXfzHPCICPpxxTU0O7V1La5fMoPK5UZHp0raooAzo9KKht+oXr5YkfvcYHYU7+zB/z+Xv/f8ANX6KAKH9mD/n8vf+/wCab/Y8DOXknu5DjHzXDY/Q1o0UAZ/9j2vrP/3/AH/xo/se19Z/+/7/AONaFFAFOLTbaLOBI2f70rN/M1C2gaUzFmsISSckletaVFAGZ/wj+kf9A+D/AL5p0eh6XE25LCAH/czWjRQBS/snTv8Anwtv+/S/4Uf2Tp3/AD4W3/fpf8Ku0UAUv7J07/nwtv8Av0v+FWY4Y4kVI40RFGAqjAFSUUARPBE8RieJGjIwUKggj6U8IqqAFAA4AAp1FACYA7CilooAKKKKACkpaKAEopaKACiiigAooooAKSlooAKx7C1ni8Q6nPJERFMsex+zYHNbFJigBaSlpKACiiigApaSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKSlpKAClpKWgAooooAKKKqaneDT9Nubsru8mNnx64HSgC1RWHYaZdzW0F5capd/anCyMFYeWM87dmMY7etP8A+EgTzzaG2f7cJ/J+z7hnHXzM/wB3HOfwoA2aKwX8SoqPci1LWEchjafzFzwcFgnUrmrTa1GmvLpbQuNygibPy7iCQv1wDQBqUVj2evJe3V9BBbSM1qMrgj99yRx+IIqSz1aWTUhY3ln9mmeMyR4kDhgDgjjoRkUAalFUr3UUs72yt3Qn7UzKGzgLtXPNLpl+NRgeeONki8xkjYn/AFgBxuHsaALlFYcuvzb70W2mSzrZOVmcSKowADxnqcdqnn1Wc28dzY2JuYHiEvmGVUGCM4Ge+KANWisc68ksVl9ht3uJryMyRx7gu1R1LE9OuKmtdUabUI7Ka0eCZoDMQzA7cNtxx19c0AadJWMfEEX2FJxbsZZLhreKLcAWYEjOegHBNNGuzsJ4008vdW+GkiWdcbCDhg3fpjHWgDborBt/EUslpa3dxpzwW1zIiLJ5qtgN0JHbnA/GtKG/WfU7mySMn7Oil5M8bm/h/Ln8aALlFZVzq1wmqSWFpYG4eOJZGbzQgAJI7/SoIvEP2i0s3gs3kubsuEg3gYCnDEt2FAG7SVmWusCWO8Fxbtbz2Q3SxFgeMZBBHUECoNO12W7vLW3msGt/tUBniYyhsqMdQOnWgDaorGtvEEdzHZGK3Yy3UrII9wyiqTuc+3H60g8Qo8I8q2eS4e5e2jhDDLlScnPYYGaANqisR/EHkW18bqzeK5s1DvDvB3qehVvSpINbIuJYb22+zmKAzl1kEi7B15HQ0Aa9FYlv4gaSS286yaGK7OIX81WOSMgMB93IottbvZtSksm0lo2hCtK32hTtVs4Pv0NAG3RWONfiOhxamITiRlXytwyMttqS51WYX0lnY2TXcsKhpT5gRUz0GT1JoA1KKwj4j81LEWVjJPLdmQCNnCFCn3gc1M+r3DXJtbbTmmuI41edfNVViz0Xd3NAGvS1T0y/j1KyW5iVkBJVkfqjA4IP41myeInjadzYk20Fx9nZxKNxOQMhe/WgDdorMk1q3huNQjnUxpYqhZ8537hkAD17VXh8Qi5s7GS2s3kuL3cY4C4G0KeSx7D/ABoA26KyZdYmiNrAdPf7ZcF8QtIoAC9Tu6Y5GKZYa+t5cwW7WrRSSyTRn5wQpjxn65zQBs0Vky69DDBeSPC+be4+zqgIzI5xjHpnNJBrZMs8F1beTNFAZ1VZA4dB1wR39qANeisKPxDMbCK7m02RFuNgtlWVWaZm6D2455q3ZapJLftY3lo1rceX5qDeHV1zg4I7j0oA06KSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkpazp76c6g1naRI8kaLJIZGwMEkDGO/BoA0KWs/SNTOqRzSC3eFI5DGN+Mkjr096v0ALSUVTvLqeG7tYYY43ErEMWYgqBznFAFyq0lyw1GK2TByheTPUDoMfjUct1Oupw20ccbROpZm3HcuPb/PeqS3MkWo6pN5Ely8LJGipjcFKgkc9s80AbVLVXTrr7bp8FyUMZlQNtPb2qzQAtISACScAUVQ1y4e20m4ljALBQOenJA/rQBJ/alh/wA/sH/fwUf2pYf8/sH/AH8FVL6GHSdI3W9rDMYEAVXAy4HbpyatWlsHgDXNpbJIT0RcjH4igBf7UsP+f2D/AL+Cj+1LD/n9g/7+CmQi2mu5oUtoSkOAzBR97qR+WD+NVBOp8yc6fClnG7IzMuHGDgnGMY7/AEoAvf2pYf8AP7B/38FH9qWH/P7B/wB/BTL5ILawluIrWB2RCwUqAG9ulVbaX/SLeK8sLaM3Klo/LGcYGTnIoAu2l08lzcW8wAkibKkDAZTyCP5H3q5WPqLfZdb02aMDdcM1s2egTBfj3yorXoAWiiigAooooAKKKKACiiigAooooAKSlpKAClpKWgAooooAKgvLaO8s5raUZjmQo30IxU9FAGHZQa9awxWZayeKLCi4JbcVH+z6496hOjXxvxq3mx/2h5uNmTs8jps6dcc59a6GigDmLbQZrNjAun6bdQ+YWWeYYcKTnBGOSPrU99ol1cSajcQyxpcSSxSWrH+AouOfzP510FFAHOS+HrhEaOzuFhDWAtvMyd28NnP0OW/OjS9EuLfWYL1raztY44WiMcDFiScckkc9K6OigDK1jSRqd7p7SJHJbwO5lR/4gVwMfjUujWk9hbPayuHijkItznJEfYH6dK0KKAOTtE1OW512GwFsY5btkLSkgxkovzcDnjtxUsvh2eOSOOKO2u7dLZIEFyxHkkdWAAwc/wBK6YKq5wAMnJwOtLQBzdto2oafBpktqYJLm0gaCSN2IV1JzwccEEelaL6WmoRwyapFGbpM/NA7LtBP3c5BIrTooA5n/hG5V0u3hUW7S2108yRyZaN1JPyn8D19a0NPsZY4LkPYWVm0qbVFuck8H7xwK1qKAMN9NW38GmwvZFXybbDuDwpUZyPxFSeF4Jk0hLm65urw+fKcY5PQflitdgrKVYAg9QaXgCgDOisZY9fub4svlSwJGozzkEk/zrLttEv7GDT5rdoHurTzVaNyQro7Z644I47V0tFAHJalZ6kfOU+QLzV2ELBWOyKNFJxnHJIzzjvUk6alaavpt7cW1qsKYtAkUrMQHI55HbFdTxRwaAOb0/w9Np62k8BiS8jmbz2BOJYmYkg+44I+lMj8O3FrIL22+z/bo7uWYbsgSI+flJ7HBrp6KAOcudFvb+21Ka5MCXd3EsSRoxKIqnOCcc5+lJBoM0s87zQ21jFLbNA8dsxbzM/xHgDjt9a6SigDn9L0m4tZbdJtO0wCHANyn32wOCBjg/jV6Gwlj1u+vCy+XcRRooHUFc5z+daVFAHLJ4TRdDhgENv9vR1Zpuez5PP0rQls9RtNVurzTlt5kuwu9JmKFGUYyCAcjHatmigDAstBmtbrTJTKjm3M7znkbmk/uj0zU01nqNpqtzeactvMl2q+ZHMxTayjAIIByMdq2aKAKGjWDabYCGSQSSs7SSMBgFmOTj25rDuPDt5LJdosFmpnuTMl4WPmRAkHgY6jHrXV0UAYa6E7+ILi/uJQ8B8to4vV1XG5vpzj61WtdEv7C102W3aCS6s1kjeN2IWRXOeDjgjjtXS0UAYlzpd1qktmNUW3MERaSSOMnluijJ5wO/rTbDw5bx2clvdxqwF1JNCY3KmNWPABHI4rdooA5p/DLHT7y2jMS7rwXMAfLrxjhs+uDn61atNNn8q5D6dYWbSQtGrQHLEn1OBxW3RQBhyaPc/2LpkMUkYu9P8ALdS2djMowQfY5PNS2dle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alt="Влияние осадков на выбор типа дренажа"></p>
<p>При проектировании водоотводных систем учитывается интенсивность и частота осадков в регионе. Для участков, где дожди обильные и регулярные, рекомендуется использовать глубокие системы с подземными каналами, способными эффективно удалять избыток влаги. Это позволяет избежать накопления воды и, как следствие, разрушения дорожного полотна.</p>
<p>В районах с умеренными осадками подойдут менее сложные системы, например, открытые канавы и дренажные трубы, которые будут достаточно эффективными для отвода дождевых вод.</p>
<p>Важно учитывать и сезонность. В регионах с сильными осадками в определенные месяцы целесообразно предусмотреть системы с изменяемыми параметрами, которые могут адаптироваться под большим объемом воды. При этом расчет должен включать максимальные значения осадков за год.</p>
<p>При выборе решений также необходимо учитывать температуру воздуха. В зонах с перепадами температур целесообразно использовать дренажные материалы с высокой прочностью на сжатие, чтобы предотвратить повреждения от замерзания влаги в системе.</p>
<p>При проектировании выделяют два критерия: скорость отвода воды и возможность ее фильтрации. На участках с частыми ливнями лучше применять конструкции с высокопроницаемыми фильтрами, которые предотвратят загрязнение окружающей среды.</p>
<p>Таким образом, выбор типа системы подводной проводки должен основываться на анализе осадков, их частоты и интенсивности, что требует тщательного учета местных климатических характеристик.</p>
<h2>Температурные колебания и их последствия для материалов</h2>
<p>Рекомендуется использовать материалы, которые обеспечивают высокий уровень устойчивости к температурным колебаниям. Полимерные асфальты и специальные добавки могут значительно улучшить прочностные характеристики при изменении температуры.</p>
<p><strong>Асфальт</strong> теряет эластичность при пониженных температурах, что приводит к образованию трещин. Важно выбирать смеси, которые содержат пластификаторы для повышения гибкости в холодные месяцы. Также стоит обратить внимание на добавление модификаторов, которые спасут от растрескивания при низких температурах.</p>
<p><strong>Бетон</strong>, подверженный воздействию перепадов температур, может расширяться и сжиматься, что вызывает деформации. Использование арматуры и специальных добавок позволит значительно уменьшить риск разрушений. Это особенно актуально в регионах с резкими температурами.</p>
<p><strong>Основания</strong> дорожно-строительных объектов должны быть выполнены с учетом механических свойств реагентов, применяемых в процессе строительства. На осадочные и растяжимые грунты необходимо укладывать геосетки, способствующие распределению нагрузки.</p>
<p>Эффективное планирование системы водоотведения поможет минимизировать воздействие влаги на материалы. Важно учитывать, что накопленная влага при замерзании может приводить к повреждениям конструкций. Рекомендуется использовать дренажные каналы для быстрого отвода воды.</p>
<p>Выбор и применение защитных покрытий может продлить срок службы дорог и снизить разрушительное воздействие нижних слоев. Периодическая проверка состояния покрытий и систем водоотвода поможет поддерживать высокие эксплуатационные характеристики.</p>
<h2>Учет сезонных изменений в проектировании дренажных систем</h2>
<p>Рекомендуется вписывать в расчеты параметры осадков в разные сезоны. Для этого следует анализировать долгосрочные климатические данные, чтобы определить средние значения осадков и их распределение по месяцам. Данные об уровне снега и его таянье также должны быть интегрированы в модель. Это позволит предотвратить переполнение и затопление в зимний период.</p>
<p>Необходимо учитывать изменения температуры, влияющие на срок службы элементов конструкции. Использование устойчивых материалов, способных выдерживать высокие и низкие температуры, увеличивает надежность систем. Важно обращать внимание на выбор фильтров и труб из устойчивых к коррозии веществ, что продлевает их эксплуатационный срок.</p>
<p>Адаптация к различным уровням грунтовых вод имеет значение для функционирования системы. Регулярный мониторинг изменений в условиях подземных вод помогает осуществить корректировку в проектных решениях, особенно в весенний период, когда происходит таяние снега и подъем уровня воды.</p>
<p>Рекомендуется разделять дренажные каналы на участки в зависимости от их предназначения. Например, в зонах с высоким риском наводнений целесообразно использовать более широкие и глубокие каналы, что позволит справляться с максимальными значениями потоков во время ливней.</p>
<p>Следует учитывать естественное уклонение местности. Ориентация конструкций по направлению к местным водотокам позволит улучшить отвод воды. Для участия в этом процессе необходимо проводить натурные исследования рельефа и состояния почвы.</p>
<p>Важно применять системы автоматического мониторинга, способные отслеживать уровень воды и другие параметры, что позволит оперативно реагировать на изменения и предотвращать аварийные ситуации. Использование современных технологий значительно повышает уровень защищенности.</p>
<h2>Методы расчета водопроницаемости в разных климатических условиях</h2>
<p>При проведении оценки водопроницаемости грунтов потребуются разные подходы в зависимости от специфики региона.</p>
<ul>
<li><strong>Полевые испытания.</strong> Рекомендуется использовать такие методы, как:</li>
<ul>
<li><em>Тест на пропускную способность</em> &#8212; измерения проводятся в шурфах с использованием водяного столба.</li>
<li><em>Проба на водоприток</em> &#8212; применима для определения коэффициента проницаемости.</li>
</ul>
<li><strong>Лабораторные исследования.</strong> Включают в себя испытания образцов грунтов:</li>
<ul>
<li><em>Метод постоянного и временного напора</em> &#8212; позволяет точно установить проницаемость.</li>
<li><em>Опробование на капиллярную подвижность</em> &#8212; выявляет влияние структуры пор.</li>
</ul>
</ul>
<p>В регионах с высокой влажностью особенно внимание уделяется:</p>
<ul>
<li>Существенному влиянию подземных вод.</li>
<li>Мониторингу дренажных систем для предотвращения затоплений.</li>
</ul>
<p>В засушливых климатах целесообразно обращать внимание на:</p>
<ul>
<li>Значение влагонакопления.</li>
<li>Коэффициент испарения водяного потока из колодцев.</li>
</ul>
<p>Необходимо учитывать следующие факторы:</p>
<ol>
<li>Тип и структура грунта.</li>
<li>Наличие растительности.</li>
<li>Интенсивность осадков.</li>
<li>Глубину залегания подземных вод.</li>
</ol>
<p>Правильный выбор методов и учет местных характеристик позволит обеспечить эффективное управление водными ресурсами. Применение различных подходов точно отразит реальную ситуацию с водопроницаемостью грунтов в каждом конкретном случае.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://adsk.kz/kak-pogodnie-usloviya-vliyayut-na-proektirovanie-drenazha-dorog/feed/</wfw:commentRss>
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			</item>
		<item>
		<title>Как проверить эффективность дренажной системы на дороге</title>
		<link>https://adsk.kz/kak-proverit-effektivnost-drenazhnoj-sistemi-na-doroge/</link>
					<comments>https://adsk.kz/kak-proverit-effektivnost-drenazhnoj-sistemi-na-doroge/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:24:04 +0000</pubDate>
				<category><![CDATA[Дренажные системы для дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/kak-proverit-effektivnost-drenazhnoj-sistemi-na-doroge/</guid>

					<description><![CDATA[Для получения достоверных данных о работе водосбросов, необходимо провести наблюдение после дождя. Если осадки не задерживаются на поверхности, а уходят в лотки и канавы, значит, система функционирует правильно. Важно также периодически осматривать места скапливания воды. Застой жидкости указывает на возможные засоры или неправильное расположение элементов. Рекомендуется делать это во время дождя, чтобы зафиксировать реальные условия. [&#8230;]]]></description>
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alt="Как проверить эффективность дренажной системы на дороге" title="Как проверить эффективность дренажной системы на дороге" /></p>
<p>Для получения достоверных данных о работе водосбросов, необходимо провести наблюдение после дождя. Если осадки не задерживаются на поверхности, а уходят в лотки и канавы, значит, система функционирует правильно.</p>
<p>Важно также периодически осматривать места скапливания воды. Застой жидкости указывает на возможные засоры или неправильное расположение элементов. Рекомендуется делать это во время дождя, чтобы зафиксировать реальные условия.</p>
<p>Очистка и обслуживание элементов водоотведения должны быть регулярными. Неправильный уход приведет к быстрому ухудшению работы. Пользуйтесь специальными инструментами для удаления мусора и следите за состоянием каналов на протяжении всего года.</p>
<p>Специалисты советуют проводить видеодиагностику труб для выявления скрытых проблем. Это позволит заранее обнаружить трещины или засоры, которые могут негативно сказаться на функционировании всей конструкции.</p>
<h2>Методы оценки работы дренажной системы</h2>
<p>Использование методов мониторинга позволяет определить состояние сброса воды. Один из подходов включает применение датчиков уровня воды в каналах. Эти устройства фиксируют изменение уровня жидкости и передают данные для анализа. Рекомендуется устанавливать датчики в нескольких точках, чтобы оценить работу всей системы.</p>
<p>Картографирование территории с помощью геоинформационных технологий помогает выявить участки с затоплениями. Специальное программное обеспечение позволяет обрабатывать полученные данные, создавая визуальные модели. Это позволяет планировать вмешательства для устранения проблем. Частота обследований определится в зависимости от специфики региона.</p>
<p>Лабораторные испытания являются другим ключевым инструментом. Отбор образцов воды и анализ их химического состава позволяет выявить засорения и другие проблемы. Образцы следует брать в разные сезоны, чтобы отслеживать изменения и выявлять возможные источники загрязнений.</p>
<p>Визуальные инспекции и обследование элементов конструкции позволяют выявить физические повреждения. Регулярные осмотры важно проводить весной и осенью, особенно после интенсивных дождей. Использование видеозаписей из камер поможет более точно оценить состояние элементов.</p>
<p>Статистический анализ сбора данных о выпадении осадков и их последующем отведении позволяет выявить закономерности. Ведение журнала с указанием времени и объема осадков поможет сопоставить их с показателями работы системы. Это обеспечит надежную основу для дальнейших решений по улучшению.</p>
<p>Моделирование потоков воды с использованием компьютерных программ позволяет предсказать поведение системы в различных погодных условиях. Создание симуляций для разных сценариев позволяет также оптимизировать элементы конструкции и минимизировать риски на проблемных участках.</p>
<h2>Инструменты и технологии для проверки дренажа</h2>
<p>Для анализа работы водоотводов применяются специализированные инструменты и методы, позволяющие получить точные результаты. Рекомендуется использовать <strong>гидрометры</strong> для измерения уровня воды в каналах. Эти устройства помогают отслеживать изменение показателей в режиме реального времени.</p>
<p>Также полезно применять <strong>инфракрасные камеры</strong>, которые позволяют выявлять скрытые проблемы, такие как утечки и накопление влаги в структурах. Использование этих технологий способствует быстрой диагностики и предотвращению серьезных повреждений.</p>
<p>Другой метод включает использование <strong>камера для инспекции труб</strong>. С помощью этой технологии можно оценить состояние труб, выявляя заторы и повреждения, требующие ремонта. Процесс съемки и анализа изображения помогает определить источники проблем.</p>
<p>Необходимым инструментом являются <strong>увлажнители почвы</strong> для контроля уровня насыщенности воды в грунте. Эти устройства используются для оценки вероятности возникновения затоплений на прилегающих территориях.</p>
<p>Также имеет смысл применять <strong>модели численного моделирования</strong>, которые анализируют водный поток и распределение осадков в различных условиях. С помощью таких моделей можно предсказать поведение водотоков при различных сценариях.</p>
<p>Для создания комплексной картины рекомендуется использовать <strong>системы мониторинга</strong>, которые объединяют все упомянутые технологии. Эти системы позволяют автоматически собирать данные и проводить анализ в динамике, в результате чего достигается высокая точность результатов.</p>
<h2>Анализ результатов проверки и возможные решения</h2>
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alt="Анализ результатов проверки и возможные решения"></p>
<p>Результаты мониторинга состояния водоотведения позволяют выявить конкретные проблемные участки. При обнаружении недостатка в водоотводящих каналах необходимо провести замеры уровня водоотведения и определить причины накопления жидкости.</p>
<p>Если замеры показывают, что вода не уходит должным образом, следует осмотреть все элементы – от ливнестоков до трубопроводов. Возможны блокировки из-за грязи или повреждения. Рекомендуется производить чистку и ремонты в случае обнаружения засоров.</p>
<p>При выявлении системных неисправностей в проектах дренажа следует рассмотреть изменения в проектировании. Вариантами могут стать увеличение размера труб или улучшение уклонов для повышения притока и оттока.</p>
<p>Также стоит учитывать климатические условия и тип почвы при выборе новых методов водоотведения. В регионах с сильными дождями целесообразно установить дополнительную инфраструктуру: дренажные канавы или накопительные резервуары.</p>
<p>Анализ имеющейся документации на сооружения поможет выявить несоответствия проекту и определить необходимость реконструкции. В некоторых случаях достаточно переустановить оборудование, чтобы улучшить отвод воды.</p>
<p>Следует помнить о постоянном мониторинге состояния систем. Регулярные визуальные и инструментальные проверки помогут избежать серьезных нарушений и незапланированных ремонтов в будущем.</p>
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