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	<title>Материалы для дорожного строительства &#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>Перспективные материалы для будущего дорожного строительства</title>
		<link>https://adsk.kz/perspektivnie-materiali-dlya-budushego-dorozhnogo-stroitelstva/</link>
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		<pubDate>Mon, 27 Jan 2025 04:25:18 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
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					<description><![CDATA[Применение переработанного бетона может значительно снизить негативное воздействие на окружающую среду. В отличие от традиционных методов, такая технология способствует уменьшению объема отходов, а также экономии природных ресурсов. За счет переработки старых конструкций можно получить до 100% необходимого сырья для новых объектов. Также стоит обратить внимание на полимерные асфальты. Они обеспечивают улучшенные характеристики: высокая стойкость к [&#8230;]]]></description>
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" alt="Перспективные материалы для будущего дорожного строительства" title="Перспективные материалы для будущего дорожного строительства" /></p>
<p>Применение переработанного бетона может значительно снизить негативное воздействие на окружающую среду. В отличие от традиционных методов, такая технология способствует уменьшению объема отходов, а также экономии природных ресурсов. За счет переработки старых конструкций можно получить до 100% необходимого сырья для новых объектов.</p>
<p>Также стоит обратить внимание на полимерные асфальты. Они обеспечивают улучшенные характеристики: высокая стойкость к деформации и трещинообразованию позволяет значительно увеличить срок службы покрытия. Такие составы легко адаптируются к различным климатическим условиям, что делает их универсальными для применения в различных регионах.</p>
<p>Использование геосинтетических материалов активно развивается. Они способствует повышению прочности оснований и снижению затрат на обслуживание. Укладываемые в грунт, эти решения защитят от эрозии и обеспечат стабильность на протяжении многих лет, что крайне важно в условиях изменяющегося климата.</p>
<p>Внедрение умных технологий также имеет смысл. Датчики, встроенные в дорожное покрытие, отслеживают состояние дороги и сообщают о необходимости ремонта или замены. Это позволяет заранее предотвратить аварийные ситуации и обеспечить безопасность для всех участников движения.</p>
<p><strong>Для успешной реализации новых подходов необходимо оценивать их экономическую целесообразность и экосость</strong>. Инвестиции в инновации обеспечат долговечность и надежность, что играет ключевую роль в любом проекте.</p>
<h2>Наноматериалы: Как они меняют свойства асфальта</h2>
<p>Добавление наночастиц в асфальтовые смеси позволяет значительно улучшить их механические характеристики. Например, использование графена в составах может повысить прочность на сжатие на 30%, а также улучшить стойкость к трещинообразованию. Это достигается за счет формирования более плотной структуры асфальта, что приводит к лучшей адгезии между компонентами.</p>
<p>Использование фуллеренов в асфальте способствует повышению термостойкости, что особенно актуально для регионов с высокими температурами. Наночастицы способствуют снижению вязкости, что облегчает укладку и позволяет создавать более тонкие и легкие слои покрытия. Это, в свою очередь, снижает расходы на транспортировку и применение.</p>
<p>Кремнеземные наночастицы могут заметно улучшить устойчивость к воздействию влаги. Исследования показывают, что асфальтовые смеси с добавлением кремнезема имеют срок службы, превышающий традиционные материалы на 20%. Такое покрытие менее подвержено размыванию и деформации, обеспечивая долговечность.</p>
<p>Когда речь идет о долговечности и снижении деформаций, карбоновые волокна показывают свои лучшие качества. Они повышают эластичность асфальта и уменьшают его осадку под нагрузкой, что критично для нагрузочных дорог. Это позволяет значительно сократить количество ремонтов и увеличить срок службы покрытия.</p>
<p>Заключительная рекомендация заключается в том, чтобы акцентировать внимание на технологичности процесса укладки асфальтовых смесей с добавлением наноразмерных частиц. Применение специализированных оборудования и методов обеспечит максимальное использование преимуществ, которые предоставляют нанотехнологии. Инвестиции в такие методы оправдают себя за счет снижения эксплуатационных затрат и увеличения сроков службы покрытия.</p>
<h2>Экологичные альтернативы: Применение переработанных материалов в дорожном строительстве</h2>
<p>Использование вторичных компонентов в процессе укладки покрытий и создания инфраструктуры позволяет значительно сократить негативное воздействие на природу. Благодаря переработке различных отходов возникают эффективные решения для возведения автодорог. Ниже приведены конкретные примеры, которые можно применять на практике.</p>
<ul>
<li><strong>Переработанный асфальт</strong>: Отходы асфальтовых покрытий после фрезеровки можно перерабатывать для повторного использования. Это позволяет сократить потребление новых ресурсов на 30-50% и уменьшить количество свалок.</li>
<li><strong>Обработанные бетонные смеси</strong>: Бетон из старых конструкций можно использовать для создания заполнителей в новых смесях, что снижает спрос на гравий и песок, а также сокращает выбросы углекислого газа.</li>
<li><strong>Пластиковые отходы</strong>: Использование переработанных пластиковых бутылок и прочих изделий в качестве добавок к асфальту улучшает его устойчивость и долговечность, ведь такая комбинация позволяет увеличить срок службы дорожного покрытия.</li>
<li><strong>Резина из автомобилей</strong>: Переработанная резина, полученная из покрышек, может быть использована для создания более эластичных дорожных покрытий, которые обеспечивают лучшее сцепление и уменьшают уровень шума.</li>
</ul>
<p>Изучение и применение технологий переработки открывает возможности для улучшения качества новых дорог, делая их более устойчивыми к изменениям погодных условий и механическим повреждениям. С учетом растущей необходимости в экологичных методах, внедрение таких решений целесообразно и необходимо. Таким образом, переход на переработанные компоненты не только способствует охране экологии, но и ведет к значительным экономическим выгодам.</p>
<h2>Самозаглаживающиеся бетоны: Технология и преимущества для устойчивости дорожного полотна</h2>
<p>При закладке железобетонных конструкций следует использовать самозаглаживающиеся бетоны (СГБ) благодаря их уникальным свойствам. Эта технология позволяет обеспечить равномерное распределение компонентов в смеси, что ведет к ветре меньшим количествам пустот и значительно повышает прочность готовых изделий.</p>
<p>СГБ содержит специальные добавки, которые уменьшают вязкость смеси, что позволяет добиться эффекта самопроизвольного заполнения формы. Такой бетон способен заполнять даже самые мелкие трещины и поры, что культурно исключает потребность в дополнительной механической обработке. В результате образуется ровная поверхность, снижающая риск появления разрушающих дефектов.</p>
<p>В условиях интенсивной эксплуатации покрытий, способствующих появлению трещин от нагрузок и влияния окружающей среды, применение самозаглаживающегося бетона обеспечивает долговечность и устойчивость дорожного полотна. Это особенно важно в климатических условиях с выраженными сезонными изменениями температуры, когда традиционные материалы могут испытывать значительные нагрузки.</p>
<p>Согласно исследованиям, использование данного типа бетона позволяет сократить расход цемента за счет повышения его прочности и долговечности, что приводит к снижению материаловедческих затрат и уменьшению углеродного следа. Бетон, обладая высокой устойчивостью к воздействию химических веществ и влаги, обеспечивает долговечность и безопасность дорожной поверхности.</p>
<p>СГБ способствует более быстрому времени укладки и минимизирует влияние внешних условий на процесс, что является значительным преимуществом для строительных компаний. Благодаря своим качествам, самозаглаживающийся бетон становится предпочтительной альтернативой для создания устойчивых решений в сфере инфраструктурного развития.</p>
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			</item>
		<item>
		<title>Где применяют асфальт с резиновыми добавками</title>
		<link>https://adsk.kz/gde-primenyayut-asfalt-s-rezinovimi-dobavkami/</link>
					<comments>https://adsk.kz/gde-primenyayut-asfalt-s-rezinovimi-dobavkami/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:16 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://adsk.kz/gde-primenyayut-asfalt-s-rezinovimi-dobavkami/</guid>

					<description><![CDATA[Применение асфальтовой смеси с резиновыми компонентами находит свое место в дорожном строительстве, обеспечивая долговечность и улучшенные эксплуатационные характеристики. В первую очередь, данные смеси активно используют для ремонта и укладки дорожного покрытия в условиях высокой нагрузки, таких как магистрали и крупные транспортные развязки. Резиновая основа уменьшает трещинообразование и обеспечивает лучшую амортизацию, что особенно важно в условиях [&#8230;]]]></description>
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" alt="Где применяют асфальт с резиновыми добавками" title="Где применяют асфальт с резиновыми добавками" /></p>
<p>Применение асфальтовой смеси с резиновыми компонентами находит свое место в дорожном строительстве, обеспечивая долговечность и улучшенные эксплуатационные характеристики. В первую очередь, данные смеси активно используют для ремонта и укладки дорожного покрытия в условиях высокой нагрузки, таких как магистрали и крупные транспортные развязки. Резиновая основа уменьшает трещинообразование и обеспечивает лучшую амортизацию, что особенно важно в условиях переменных температур.</p>
<p>Сферы применения данной технологии особенно выделяются в городских условиях, где интенсивный трафик и частые нагрузки требуют от покрытий максимальной надежности. Плюс к этому, такие смеси способны сократить шумовое воздействие, что становится важным аспектом для жилых районов, расположенных вдоль загруженных дорог.</p>
<p>Не менее актуальными являются работы на спортивных площадках и аэродромах, где прочность и долговечность покрытия становятся критически важными. В этих областях использование резиновых компонентов в смеси существенно повышает безопасность и комфорт, что делают поверхности более устойчивыми к ударам и влиянию погодных условий.</p>
<h2>Использование в строительстве дорог и магистралей</h2>
<p>При укладке дорожных полотен на магистралях и автотрассах целесообразно учитывать возможность внедрения смесей с добавлением переработанных резинок. Такой подход улучшает характеристики покрытия, увеличивая его стойкость к механическим повреждениям и температурным колебаниям.</p>
<p>Дороги, использующие композитные материалы, показывают меньшую подверженность образованию трещин и колейности, что снижает затраты на эксплуатацию и обслуживание. Актуально использование таких смесей там, где высокая интенсивность движения и значительные нагрузки на дорожное покрытие.</p>
<p>Внедрение описанных технологий позволяет увеличить срок службы дорожного покрытия в 1,5-2 раза по сравнению с традиционными решениями. Специалисты рекомендуют применять данные материалы в климатических условиях с резкими перепадами температур и частыми осадками.</p>
<p>Для улучшения сцепления и морозостойкости, рекомендовано использовать добавки, которые повысят эластичность смеси. Это обеспечивает надежность и безопасность на дорогах, особенно в зимний период.</p>
<h2>Применение в тротуарах и пешеходных зонах</h2>
<p>Использование инновационного смеси для тротуаров и пешеходных пространств обеспечивает высокую устойчивость к механическому износу. Применение таких составов предлагает увеличенную долговечность, что значительно снижает частоту ремонтных работ.</p>
<p>Специфика этих материалов позволяет минимизировать шум от передвижений, что особенно актуально в городских условиях. Они эффективны в создании поверхностей с хорошей сцепляемостью, что снижает риск скольжения в дождливую погоду.</p>
<p>Для пешеходных зон также характерна высокая степень амортизации. Это создает комфортные условия для передвижения, особенно в местах с высокой проходимостью, таких как площади и парки.</p>
<p>Составы, содержащие эластичные компоненты, предоставляют возможность адаптации к изменениям температур, что предотвращает возникновение трещин и деформаций. Это уменьшает затраты на уход за дорожными покрытиями, повышая их эксплуатационные качества.</p>
<p>Объекты, оформленные с применением таких технологий, становятся более привлекательными как визуально, так и функционально. Дополнительные цветовые решения и текстуры расширяют дизайнерские возможности, одновременно сохраняя высокие эксплуатационные характеристики.</p>
<h2>Резиновый асфальт в промышленных и складских территориях</h2>
<p><img decoding="async" 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" alt="Резиновый асфальт в промышленных и складских территориях"></p>
<p>Для площадок, на которых осуществляется хранение и обработка товаров, целесообразно использование материала с резиновыми частицами. Высокая прочность и устойчивость к механическим повреждениям способствуют долговечности покрытия.</p>
<p>Основные преимущества включают:</p>
<ul>
<li>Повышенная стойкость к деформациям и трещинам, что позволяет избежать затрат на регулярный ремонт.</li>
<li>Лучше справляется с воздействием химических веществ, используемых при хранении продукции.</li>
<li>Обладает шумоизоляционными свойствами, уменьшая уровень шума в зонах с высокой нагрузкой.</li>
</ul>
<p>Рекомендуется применять такой материал в следующих ситуациях:</p>
<ol>
<li>На участках с высокой грузоподъемностью, например, под погрузочными рамами и на въездах для грузовиков.</li>
<li>В зонах, где проводится погрузка-разгрузка, для минимизации вибраций и снижения износа техники.</li>
<li>В помещениях с чувствительной аппаратурой, чтобы предотвратить шум и вибрации.</li>
</ol>
<p>Кроме того, он демонстрирует хорошую водоотводящую способность, что особенно важно для зон, подверженных влиянию атмосферных осадков. Такие характеристики позволяют существенно повысить безопасность и комфорт работы на складах и в производственных зонах.</p>
<p>С точки зрения экономии, комбинирование с подобными материалами сокращает расходы на инфраструктуру. Исследования указывают, что использование стальной или бетонной основы вместе с составами на основе резины продлевает срок службы покрытия, снижая необходимость в частом ремонте.</p>
<h2>Инновационные технологии в ремонте и обслуживании дорожного покрытия</h2>
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" alt="Инновационные технологии в ремонте и обслуживании дорожного покрытия"></p>
<p>Для максимально устойчивого результата важно применять современные технологии, такие как горячая и холодная регенерация. Эти методы позволяют восстанавливать старые покрытия без их полной замены, что снижает затраты и экономит время.</p>
<table>
<tr>
<th>Метод</th>
<th>Преимущества</th>
</tr>
<tr>
<td>Горячая регенерация</td>
<td>Эффективное восстановление, высокая прочность на сдвиг, быстрая эксплуатация.</td>
</tr>
<tr>
<td>Холодная регенерация</td>
<td>Экологичность, экономия ресурсов, возможность работы в любых климатических условиях.</td>
</tr>
</table>
<p>Также стоит рассмотреть применение технологий инъекционного ремонта трещин. Этот метод позволяет заполнять дефекты специальными составами, предотвращая дальнейшее разрушение и обеспечивая защиту от влаги.</p>
<p>К числу полезных технологий относится и система мониторинга состояния покрытия с использованием датчиков и программного обеспечения. Это позволяет своевременно выявлять и устранять проблемы, что продлевает срок службы дороги.</p>
<p>Инновации в данном направлении открывают новые горизонты для оптимизации процессов и повышения безопасности на дорогах. Внедрение высококачественных материалов и передовых методик позволит эффективно сохранять инфраструктуру в надлежащем состоянии, значительно сокращая расходы на долгосрочное обслуживание.</p>
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			</item>
		<item>
		<title>Стоимость материалов для дорожного строительства &#8212; что влияет на цену</title>
		<link>https://adsk.kz/stoimost-materialov-dlya-dorozhnogo-stroitelstva-chto-vliyaet-na-tsenu/</link>
					<comments>https://adsk.kz/stoimost-materialov-dlya-dorozhnogo-stroitelstva-chto-vliyaet-na-tsenu/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:15 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://adsk.kz/stoimost-materialov-dlya-dorozhnogo-stroitelstva-chto-vliyaet-na-tsenu/</guid>

					<description><![CDATA[При планировании проектов, связанных с прокладкой и ремонтом автодорожных объектов, следует внимательно проанализировать параметры, которые формируют расценки на стройматериалы. В первую очередь, необходимо обратить внимание на сопутствующие ресурсы, такие как асфальт, бетон и гранитный щебень. Эти компоненты имеют свои уникальные ценовые колебания, зависимые от сезонных факторов и спроса на рынке. Логистика также играет значительную роль [&#8230;]]]></description>
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alt="Стоимость материалов для дорожного строительства: что влияет на цену" title="Стоимость материалов для дорожного строительства - что влияет на цену" /></p>
<p>При планировании проектов, связанных с прокладкой и ремонтом автодорожных объектов, следует внимательно проанализировать параметры, которые формируют расценки на стройматериалы. В первую очередь, необходимо обратить внимание на сопутствующие ресурсы, такие как асфальт, бетон и гранитный щебень. Эти компоненты имеют свои уникальные ценовые колебания, зависимые от сезонных факторов и спроса на рынке.</p>
<p>Логистика также играет значительную роль в формировании итоговых затрат. Расстояние от поставщиков до строительного объекта может значительно сказаться на конечных ценах. Более того, изменяющиеся транспортные тарифы и доступность автодорог для большегрузов могут привести к дополнительным расходам, связанным с доставкой.</p>
<p>Нельзя игнорировать качественные характеристики используемых компонентов. Увеличение прочности и долговечности материалов часто требует дополнительных затрат на их производство и обработку. В конечном счете, выбирая между разными вариантами, необходимо взвесить соотношение цены и качества, чтобы избежать непредвиденных расходов в будущем.</p>
<h2>Влияние лесоматериалов и асфальта на общую стоимость</h2>
<p>При формировании бюджета на проектирование участков, лесоматериалы и асфальт занимают значительную долю. Таким образом, использование качественного асфальта напрямую влияет на прочность и долговечность покрытия, что в свою очередь сокращает затраты на обслуживание и ремонт в будущем. Рекомендуется отдать предпочтение проверенным производителям, которые обеспечивают гарантии на свою продукцию.</p>
<p>Лесоматериалы играют важную роль в создании подпорных стенок, мостов и других конструкций, подвергающихся нагрузкам. В этом случае стоит учитывать не только ассортимент, но и местные источники поставок. Выбор местных производителей снижает расходы на транспортировку и влияние колебаний цен в других регионах.</p>
<p>Цены на асфальт зависят от ряда факторов: качества используемых компонентов, метода укладки и текущих рыночных условий. Для оптимизации затрат необходимо заранее проводить анализ рынка, чтобы определить наиболее выгодные предложения и выбрать подходящие смеси. Кроме того, знаковые объемы закупок зачастую дают возможность получить скидки от поставщиков.</p>
<p>Важно также следить за технологическими новинками, такими как переработка асфальта. Использование переработанных материалов не только снижает затраты, но и способствует улучшению экологической ситуации. В таких случаях необходимо обсуждать с подрядчиками возможность применения вторичных компонентов.</p>
<p>Совместный анализ цен на лесоматериалы и асфальт позволит значительно сократить общие расходы на проект. Знание текущих ценовых трендов поможет в будущем принимать более обоснованные решения о выборе поставщиков и технологий укладки.</p>
<h2>Промышленные и экологические стандарты: как regulators влияют на цены</h2>
<p>Регулирующие органы формируют рамки, влияющие на производственные процессы и экологические требования. Внедрение стандартов может повысить производственные расходы. Например, строгие требования к снижению выбросов углерода обязывают производителей инвестировать в новые технологии очистки или альтернативные источники энергии. Эти затраты, в свою очередь, переносятся на конечный продукт.</p>
<p>Сертификация продукции для соответствия экологическим нормам также добавляет дополнительные издержки. Процессы аудита и сертификации требуют времени и ресурсов, что увеличивает цену на товары. Более того, частое обновление стандартов заставляет компании адаптироваться, что также отразится на финансовых показателях.</p>
<p>Кроме того, использование переработанных или менее загрязняющих компонентов может снижать воздействие на окружающую среду, однако эти материалы часто стоят дороже в производстве и могут вести к увеличению издержек на логистику и закупку. Следовательно, стремление производителей к экологии может обернуться ростом бюджетов на проекты.</p>
<p>Наконец, взаимодействие с государственными органами в вопросах соответствия стандартам также требует дополнительных затрат на консультации и подготовку документации. Эти аспекты не только влияют на локальные цены, но и формируют конкурентоспособность на международных рынках.</p>
<h2>Региональные факторы: транспортные расходы и доступность ресурсов</h2>
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" alt="Региональные факторы: транспортные расходы и доступность ресурсов"></p>
<p>Оптимизация расходов начинается с анализа транспортных затрат. Близость к основным магистралям и наличие развитой инфраструктуры существенно сокращают время доставки. Например, регионы с хорошими автодорогами имеют более низкие тарифы на перевозку грузов. Это напрямую сказывается на стоимости получения необходимых компонентов.</p>
<p>Доступ к месторождениям имеет ключевое значение. Если ресурсы находятся в радиусе нескольких десятков километров от объекта, это однозначно уменьшает накладные расходы на логистику. В горных или труднодоступных районах доставка может увеличивать затраты в несколько раз. Рекомендуется рассмотреть месторождения, обладающие высоким запасом и легким доступом.</p>
<p>Стоит учитывать также сезонность. В регионах с суровыми зимами или сильными дождями доставка может заметно затягиваться, что приводит к дополнительным расходам. Проведение мониторинга погодных условий позволит более точно планировать закупки и минимизировать затраты на задержку.</p>
<p>Специализированные транспортные компании часто предлагают гибкие условия, что также может привести к экономии. Заключение долгосрочных контрактов на доставку с определёнными перевозчиками позволяет снизить ценовые риски и обеспечит стабильность поставок.</p>
<p>Рекламация запасов и их обработка на складе может потребовать дополнительных вложений. Рекомендуется поддерживать оптимальный запас, чтобы избежать излишних расходов на переработку в условиях нехватки. Учитывая все вышеперечисленные факторы, разумный подход к логистике и доступности ресурсов существенно упростит процесс и сделает его менее затратным.</p>
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			</item>
		<item>
		<title>Как полимерные добавки улучшают долговечность асфальта</title>
		<link>https://adsk.kz/kak-polimernie-dobavki-uluchshayut-dolgovechnost-asfalta/</link>
					<comments>https://adsk.kz/kak-polimernie-dobavki-uluchshayut-dolgovechnost-asfalta/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:14 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://adsk.kz/kak-polimernie-dobavki-uluchshayut-dolgovechnost-asfalta/</guid>

					<description><![CDATA[Применение полимерных материалов в дорожном строительстве позволяет значительно увеличить срок службы покрытия. Такие решения обеспечивают превосходные характеристики, которые способны противостоять внешним воздействиям, включая температурные колебания и механические нагрузки. Они не только способствуют уменьшению трещинообразования, но и повышают устойчивость к деформациям под действием весового потока. Лабораторные исследования показывают, что добавление определённых полимерных компонентов снижает риск образования [&#8230;]]]></description>
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alt="Как полимерные добавки улучшают долговечность асфальта" title="Как полимерные добавки улучшают долговечность асфальта" /></p>
<p>Применение полимерных материалов в дорожном строительстве позволяет значительно увеличить срок службы покрытия. Такие решения обеспечивают превосходные характеристики, которые способны противостоять внешним воздействиям, включая температурные колебания и механические нагрузки. Они не только способствуют уменьшению трещинообразования, но и повышают устойчивость к деформациям под действием весового потока.</p>
<p>Лабораторные исследования показывают, что добавление определённых полимерных компонентов снижает риск образования трещин на 50%. Эластичные свойства таких смесей дают возможность покрытию адаптироваться к изменениям формы и температуры, что особенно важно в условиях резко континентального климата. Повышенная стойкость к окислению также обеспечивает защиту от разрушительных процессов, связанных с воздействием ультрафиолетового излучения.</p>
<p>Финансовая выгода от использования подобных материалов очевидна. Инвестиции в качественные смесевые технологии позволяют существенно снизить затраты на текущие ремонты и обслуживание. Использование высококачественных компонентов в составе асфальтобетонной смеси способствует созданию более прочного и долговечного дорожного покрытия, что является приоритетом для городских властей и дорожных служб.</p>
<h2>Преимущества полимерных добавок для асфальтовых смесей</h2>
<p><img decoding="async" 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" alt="Преимущества полимерных добавок для асфальтовых смесей"></p>
<p>Использование современных ингредиентов в производстве дорожных покрытий повышает их стойкость к механическим повреждениям и климатическим воздействиям. Обогащение асфальтовых смесей позволяет увеличить срок службы, снизить вероятность возникновения трещин и ям. Это обеспечивает большую устойчивость к температурным колебаниям, что особенно актуально в регионах с резкими погодными изменениями.</p>
<p>Смешивание битума с определёнными полимерами повышает адгезию, что приводит к более прочным соединениям между компонентами. Это не только ухудшает отделение слоя покрытия от основания, но и способствует равномерному распределению нагрузки. Снижается вероятность образования пустот и деформаций, обеспечивая долговечную эксплуатацию покрытия.</p>
<p>Элементы, добавленные в состав, также улучшают устойчивость к воздействию химических веществ и ультрафиолетового излучения, что предотвращает преждевременное старение материала. Это особенно важно на городских улицах, где асфальт подвергается воздействию масел, солей и других агрессивных реагентов.</p>
<p>Современные технологии часто включают в себя использование переработанных материалов, что способствует уменьшению затрат на производство и снижению экологической нагрузки. Создаваемые смеси оказываются более экономичными за счёт повышения ресурсоёмкости и длительного сохранения эксплуатационных характеристик.</p>
<p>Внедрение новых технологий также значительно сокращает время укладки и укрепляет контролируемое качество готовых покрытия, что способствует надежности и безопасности дорожного движения.</p>
<h2>Влияние полимеров на устойчивость к воздействию температур</h2>
<p>Имплементация полимеров в смеси для дорожного покрытия значительно снижает риск появления трещин при перепадах температур. При использовании специальных полимеров, таких как Styrene-Butadiene-Styrene (SBS), структура становится более гибкой, что позволяет сохранять целостность в условиях сильных колебаний температур.</p>
<p>Испытания показывают, что такие составы способны выдерживать температурные изменения до 30 градусов Цельсия без значительных деформаций. Это особенно важно в регионах с резкими климатическими сменами, где традиционные смеси часто теряют свои эксплуатационные характеристики.</p>
<p>Синтетические соединения позволяют достигать более высокой стойкости к крекингу и деформации при нагреве. Одной из характеристик, которые стоит учитывать, является температура плавления, которая у полимеризованных смесей лежит значительно выше, чем у обычных компонентов. Это дает преимущество в борьбе с образованием ям и выбоин в жаркое время года.</p>
<p>Регулярное применение полимеров повышает энергосберегающие свойства покрытия и продлевает срок службы дорожной инфраструктуры. Комплексные испытания показывают, что такие асфальтобетонные смеси сохраняют свои теплоизоляционные качества даже в условиях суровых зим.</p>
<p>Введение полимеров позволяет также минимизировать риск образования льда зимой, так как дорожная поверхность остается в более устойчивом состоянии. Таким образом, применение современных составов улучшает физические характеристики материала и способствует повышению безопасности на дорогах.</p>
<h2>Методы оценки долговечности асфальта с полимерными добавками</h2>
<p>Работы по анализу механических характеристик также имеют значение. В этом контексте проводятся испытания на прочность при сдвиге и растяжении. Результаты этих тестов предоставляют информацию о том, как смесь ведет себя под нагрузкой и при воздействии дорожных условий.</p>
<p>Еще один подход включает использование метода испытания на удар. Этот тест оценивает устойчивость материала к растрескиванию и деформациям, что является сильным показателем качества покрытия.</p>
<table>
<tr>
<th>Метод оценки</th>
<th>Описание</th>
<th>Цель</th>
</tr>
<tr>
<td>Тест на температурные колебания</td>
<td>Оценка изменения свойств при нагреве и охлаждении</td>
<td>Определение стабильности смеси</td>
</tr>
<tr>
<td>Испытание на прочность при сдвиге</td>
<td>Измерение прочности под нагрузкой</td>
<td>Оценка устойчивости к деформациям</td>
</tr>
<tr>
<td>Метод испытания на удар</td>
<td>Проверка на устойчивость к растрескиванию</td>
<td>Выявление слабых мест в структуре</td>
</tr>
</table>
<p>Важно также учитывать долговременные испытания под воздействием ультрафиолетового излучения. Этот метод позволяет оценить, как быстро происходит деградация материала под влиянием солнечных лучей. Результаты помогут в проектировании более устойчивых дорожных покрытий.</p>
<p>Современные технологии позволяют проводить мониторинг состояния изделий в реальных условиях. Использование сенсоров для измерения давления, температуры и влажности обеспечит сбор данных, которые помогут оценить физико-механические свойства в течение всего срока службы.</p>
<p>Ключевыми факторами, влияющими на срок эксплуатации, являются правильный подбор состава и оптимальное соотношение компонентов. Рекомендовано проводить испытания для каждой конкретной смеси, чтобы понять, как она будет вести себя в различных условиях.</p>
<h2>Рекомендации по выбору полимерных добавок для дорожного строительства</h2>
<p>Выбор подходящих компонентов требует внимательного анализа материалов и их эксплуатационных характеристик. Подбор основывается на следующих аспектах:</p>
<ul>
<li>Тип используемого вяжущего вещества. Выбор добавки должен зависеть от сложности взаимодействия с конкретными марками битума.</li>
<li>Механические свойства финишного покрытия. Проверка прочности, упругости и долгосрочной стабильности играет важную роль.</li>
<li>Климатические условия. Региональные особенности климата могут влиять на выбор формулы, так как температура и влажность определяют эксплуатационные качества.</li>
<li>Метод укладки. Некоторые сочетания лучше подходят для горячего или холодного асфальта, что также важно учитывать при выборе.</li>
<li>Свойства трения и сцепления с колесами. Данные параметры влияют на безопасность дорожного движения, и должны быть учтены заранее.</li>
</ul>
<p>Рекомендуется проводить испытания различных пропорций, чтобы определить оптимальное сочетание компонентов в конкретных условиях. Лабораторные тесты помогут выявить подходящие сочетания, которые обеспечат необходимые параметры.</p>
<p>Также целесообразно консультироваться с поставщиками материалов, которые могут предложить рекомендованные решения, базируясь на опыте работы с местными дорожными покрытиями.</p>
]]></content:encoded>
					
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			</item>
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		<title>Какие материалы используются для строительства грунтовых дорог</title>
		<link>https://adsk.kz/kakie-materiali-ispolzuyutsya-dlya-stroitelstva-gruntovix-dorog/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:13 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://adsk.kz/kakie-materiali-ispolzuyutsya-dlya-stroitelstva-gruntovix-dorog/</guid>

					<description><![CDATA[При формировании земляных маршрутов первостепенное значение имеет выбор подходящих компонентов. Для основы таких дорожек часто применяются щебень и гравий, которые обеспечивают необходимую прочность и стабильность. Они отлично отводят воду, предотвращая образование луж и сохраняя целостность полотна. Наряду с щебнем, в качестве наполнителя используют песок, который улучшает дренажные свойства и повышает уплотнение. Важно помнить, что песок [&#8230;]]]></description>
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" alt="Какие материалы используются для строительства грунтовых дорог" title="Какие материалы используются для строительства грунтовых дорог" /></p>
<p>При формировании земляных маршрутов первостепенное значение имеет выбор подходящих компонентов. Для основы таких дорожек часто применяются <strong>щебень</strong> и <strong>гравий</strong>, которые обеспечивают необходимую прочность и стабильность. Они отлично отводят воду, предотвращая образование луж и сохраняя целостность полотна.</p>
<p>Наряду с щебнем, в качестве наполнителя используют <strong>песок</strong>, который улучшает дренажные свойства и повышает уплотнение. Важно помнить, что песок должен быть чистым, без примесей, чтобы не ухудшать характеристики покрытия.</p>
<p>Также для верхнего слоя часто применяют <strong>древесные опилки</strong> или <strong>гумус</strong>, которые способствуют улучшению структуры почвы и образованию защитного слоя. Эти компоненты помогают удерживать влагу и препятствуют эрозии. Учитывая эти рекомендации, можно значительно увеличить срок службы земляного пути и его эксплуатационные характеристики.</p>
<h2>Песок: характеристики и методы применения</h2>
<p>Песок имеет выдающиеся сцепляющие и дренажные свойства, что делает его незаменимым компонентом в конструкции поливных систем и укреплении оснований. Его зернистая структура способствует поддержанию стабильной поверхности, что особенно важно в условиях изменяемого климата.</p>
<p>Существует несколько типов песка, каждый из которых обладает уникальными характеристиками. <strong>Гладкий песок</strong> для водоотведения быстро пропускает воду и идеально подходит для дренажных систем. <strong>Речной песок</strong>, благодаря rounded зернам, обеспечивает отличное сцепление и прочность.</p>
<p>Для достижения наилучших результатов, следует учитывать методы укладки. Например, <em>поскольку</em> песок легко уплотняется, его необходимо распределять равномерно при создании основания. Это предотвращает образование ухабов и повышает долговечность покрытий.</p>
<p>Работа с песком влечет необходимость контролировать уровень влаги. Благодаря оптимальному содержанию воды, состав получается более податливым, что облегчает процесс уплотнения.</p>
<p>Способы переработки песка также играют значимую роль. Применение технологии механического просеивания позволяет улучшить качество материала, удаления лишних примесей и достижение равномерного размера частиц.</p>
<h2>Щебень: виды и выбор для оснований дорог</h2>
<p><strong>Выбор щебня</strong> зависит от требуемых характеристик и условий эксплуатации. Наиболее распространённые виды: гранитный, известняковый и шлаковый. Гранитный щебень ценится за прочность и долговечность, известняковый &#8212; за экономичность, шлаковый &#8212; за легкость и устойчивость к морозам.</p>
<p>Гранитный щебень подходит для нагруженных трасс и участков с высокими эксплуатационными требованиями. Обычный размер фракции &#8212; 20-40 мм, но для мелкозернистых слоёв можно использовать 5-20 мм. Для создания прочной подосновы рекомендуется смешивать разные фракции.</p>
<p>Известняковый щебень часто применяется в регионах с низкими нагрузками. Его размеры также варьируются, но оптимальным считается использование фракции 10-20 мм для подсыпки. Такой вариант более доступен в плане стоимости и легко укладывается.</p>
<p>Шлаковый щебень имеет хорошие теплоизоляционные качества и подходит для мест, подверженных замерзанию. Он лёгкий, что позволяет снижать нагрузки на основе. Подходит фракция 20-60 мм для дренажных слоёв.</p>
<p>При выборе щебня важно учитывать <strong>условия эксплуатации</strong> и тип грузопотока. Также стоит обращать внимание на параметры прочности, морозостойкости и устойчивости к деформации. Необходимо проводить сравнительный анализ доступных вариантов с точки зрения стоимости и качества.</p>
<h2>Глина и чернозем: как они влияют на качество дорожного покрытия</h2>
<p>Глина и чернозем играют ключевую роль в формировании прочности и устойчивости дорожных конструкций. Правильная оценка этих компонентов влияет на долговечность и эксплуатационные характеристики покрытия.</p>
<p>Глина:</p>
<ul>
<li>Высокая пластичность и водоёмкость глин способствуют образованию углублений и трещин в сухую погоду, что негативно сказывается на проходимости.</li>
<li>При намокании глина теряет прочность, приводя к образованию колеи и затруднениям в движении.</li>
<li>Мелкие частицы глины могут создавать пыль при высыхании дороги, что ухудшает видимость и влияет на здоровье водителей.</li>
</ul>
<p>Чернозем:</p>
<ul>
<li>Содержит органические вещества, укрепляющие структуру, что позволяет достигать лучших характеристик сцепления.</li>
<li>Способен удерживать влагу, однако при длительных осадках может приводить к образованию заболоченности, что усложняет эксплуатацию.</li>
<li>Чёрные почвы имеют высокую плодородность, что может стать дополнительным источником загрязнения дорожного покрытия при транспортировке.</li>
</ul>
<p>Рекомендации по работе с глиной и черноземом:</p>
<ol>
<li>Перед началом работ следует провести геодезические исследования для оценивания состава почвы и её состояния.</li>
<li>При проектировании дороги лучше комбинировать глину с более устойчивыми материалами, чтобы повысить прочность и снизить риск образования ям.</li>
<li>При использовании чернозема важно контролировать уровень влаги, чтобы избежать его размывания и потери прочностных характеристик.</li>
</ol>
<p>Выбор компонентов должен учитывать местные климатические условия и сезонные колебания температуры, обеспечивая надёжность и долговечность покрытия. Правильная интерпретация свойств глины и чернозема позволяет повысить качество дорожно-строительных работ.</p>
<h2>Добавки и стабилизаторы: когда и зачем их использовать</h2>
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" alt="Добавки и стабилизаторы: когда и зачем их использовать"></p>
<p>При повышенных нагрузках на дорожное покрытие или в условиях нестабильных грунтов применение добавок и стабилизаторов становится оправданным. Силикатные, полимерные и цементные добавки улучшают прочностные характеристики, способствуют уменьшению водопроницаемости и увеличивают срок службы покрытия.</p>
<p>Стабилизаторы улучшают структурные свойства материалов, предотвращая разрушение под воздействием влаги и морозов. Использование таких веществ рекомендуется в регионах с резко меняющимися климатическими условиями.</p>
<p>При выборе добавок необходимо учитывать тип грунта, степень нагрузок и климатические условия. Например, в случаях с песчаными или глинистыми основаниями эффективен известково-цементный стабилизатор. Полимерные добавки хороши для улучшения износостойкости.</p>
<p>Экономия на этих компонентах может привести к серьезным последствиям: увеличению частоты ремонтов и снижению безопасности движения. Использование качественных добавок не только оправдывает затраты, но и снижает эксплуатационные расходы в будущем.</p>
<p>Рекомендуется проводить испытания материалов с добавками перед укладкой, чтобы убедиться в соответствии потребностям конкретного проекта. Одним из наиболее распространенных методов проверки становится анализ прочности и стабильности покрытия после введения добавок.</p>
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			</item>
		<item>
		<title>Как выбирают материалы для трасс с высокой нагрузкой</title>
		<link>https://adsk.kz/kak-vibirayut-materiali-dlya-trass-s-visokoj-nagruzkoj/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:12 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://adsk.kz/kak-vibirayut-materiali-dlya-trass-s-visokoj-nagruzkoj/</guid>

					<description><![CDATA[Для достижения долговечности и устойчивости к интенсивным нагрузкам, необходимы тщательные исследования конструктивных элементов. Применение бетона с добавлением полимеров является оптимальным решение для участков с высокой проходимостью. Такие компоненты повышают прочность и уменьшают риск образования трещин. Необходимо обратить внимание на тип агрегации. Гравий, состоящий из высококачественных элементов, способен увеличить прочностные характеристики и стойкость к истиранию. Вместе [&#8230;]]]></description>
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" alt="Как выбирают материалы для трасс с высокой нагрузкой" title="Как выбирают материалы для трасс с высокой нагрузкой" /></p>
<p>Для достижения долговечности и устойчивости к интенсивным нагрузкам, необходимы тщательные исследования конструктивных элементов. Применение бетона с добавлением полимеров является оптимальным решение для участков с высокой проходимостью. Такие компоненты повышают прочность и уменьшают риск образования трещин.</p>
<p>Необходимо обратить внимание на тип агрегации. Гравий, состоящий из высококачественных элементов, способен увеличить прочностные характеристики и стойкость к истиранию. Вместе с тем стоит учитывать размеры и распределение частиц для достижения максимальной плотности материала.</p>
<p>Рекомендовано выбирать добавки, способствующие улучшению водоотведения и морозостойкости. Применение силиконовых и другие модификаторов, которые улучшают связующие свойства, обеспечит долговечность конструкции. Не забывайте о проведении тестирования на устойчивость к климатическим условиям, что поможет в будущем избежать преждевременного разрушения.</p>
<h2>Определение требований к материалам для различных типов трасс</h2>
<p>Спецификации должны учитывать механические нагрузки и климатические условия. Для участков с интенсивным движением выбраны бетонные покрытия, способные выдерживать большие нагрузки и обеспечивать долговечность. Осветленные участки дороги требуют световозвращающих элементов, чтобы увеличить видимость в темное время суток.</p>
<p>Трассы, расположенные в регионах с высокими температурами, нуждаются в термостойких смесях. Это предотвращает деформацию. Влажные условия требуют применения антикоррозийных добавок, чтобы продлить срок службы. Если трасса проходит через регионы с сильными морозами, материал должен иметь низкий коэффициент теплопроводности, чтобы избежать трещин.</p>
<p>Специальные требования также актуальны для участков, подвергающихся воздействию химических веществ. В таких случаях необходимо использовать покрытия, устойчивые к агрессивным веществам. Вместо традиционной асфальтовой основы можно применять более современные композитные материалы.</p>
<p>Характеристики поверхности должны обеспечивать хороший уровень сцепления, особенно на скользких участках. Обработка поверхности с использованием полимерных добавок может помочь предотвратить аквапланирование. Для маршрутов, где соблюдение экологических стандартов обязательно, рекомендуется использовать материалы с низким уровнем эмиссии и высокими показателями переработки.</p>
<p>Каждый вид трассы требует индивидуального подхода при оценке необходимых компонентов, что позволяет обеспечить надежность и безопасность эксплуатации в различных условиях. Изучение особенностей местности и анализа прогнозов, а также возможность адаптации технологий к местным условиям – важный элемент в формировании критериев.</p>
<h2>Методы тестирования и оценки прочности материалов</h2>
<p><img decoding="async" 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" alt="Методы тестирования и оценки прочности материалов"></p>
<p>Использование механических испытаний, таких как растяжение, сжатие и изгиб, позволяет точно определить предел прочности и упругости выбранных веществ. Специальные прессы и машины обеспечивают необходимую нагрузку и измеряют деформацию образцов в процессе тестирования.</p>
<p>Метод ультразвукового контроля обеспечивает детальную диагностику внутренней структуры, позволяя выявить скрытые дефекты. Системы автоматического сканирования гарантируют высокую точность и своевременность обнаружения неисправностей.</p>
<p>Краштесты служат для оценки поведения конструкций под воздействием ударов. Знание критических точек помогает в дальнейшем улучшении износа и долговечности. Оценка динамических нагрузок позволит спрогнозировать срок службы под воздействием циклических импульсов.</p>
<p>Метод Дурамт обеспечивает оценку трещиностойкости, протестировав образец на величину напряжений, после чего изучаются пути распространения трещин. Этот способ крайне полезен в условиях специфических нагрузок.</p>
<p>Термические тесты, проводимые в лабораторных условиях, позволяют понять поведение материалов при высоких температурах. Изменения характеристик при нагреве и охлаждении дают информацию о термостойкости и коэфициенте теплового расширения.</p>
<p>Методы визуальной инспекции играют важную роль в оценке качественного состояния поверхностей. Применение специального оборудования для выявления коррозионных и структурных повреждений помогает предотвратить критические ситуации.</p>
<p>Работа с микроскопами и рентгеновскими приборами обеспечивает детальную оценку микроструктуры. Это позволяет определить зернистость, а также наличие агрегаций и включений, влияющих на прочность.</p>
<p>Исследование литературных данных о аналогах и предыдущих опытах также поможет сформировать целостную картину для планирования испытаний и выбора направлений будущих исследований.</p>
<h2>Анализ стоимости и долговечности выбранных материалов</h2>
<p>При оценке экономической целесообразности компонентов, используемых в строительстве, необходимо учитывать баланс между начальными затратами и сроком службы. Бетонные смеси характеризуются высокой прочностью и долговечностью, однако их цена может варьироваться в зависимости от добавок и технологий производства. Стандартные смеси обойдутся в 10,000-15,000 тенге за кубометр, в то время как специальные составы поднимают стоимость до 25,000 тенге.</p>
<p>Асфальтовые покрытия предлагают разумное соотношение цены и качества. Обработка с использованием полимеров увеличивает срок службы до 20-25 лет, тогда как обычное асфальтное покрытие требует замены каждые 10-15 лет. Первоначальные затраты на полимерные составы варьируются от 12,000 до 18,000 тенге за квадратный метр.</p>
<p>Металлические решетки и сетки, применяемые для армирования, представляют собой вложения около 2,000-4,000 тенге за квадратный метр. Влажные условия могут сократить их срок службы, если не использовать защитные антикоррозийные покрытия, увеличивающие стоимость на 30%.</p>
<p>Выбор геосинтетиков, таких как геотекстиль, обеспечивает долговечность структуры и предотвращает эрозию. Их цена колеблется от 500 до 1,500 тенге за квадратный метр. Применение данного решения существенно сокращает затраты на дальнейшее обслуживание.</p>
<p>Балансировать стоимость и долговечность рекомендуется через оценку жизненного цикла: учитывать не только первоначальные расходы, но и затраты на обслуживание, ремонты и замену. Методики выбора включают сравнительный анализ затрат на эксплуатацию и надежность материалов. Это гарантирует долгосрочные результаты и оптимизацию бюджетных ресурсов.</p>
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		<title>Сравнение различных типов щебня для дорожного строительства</title>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:11 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
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					<description><![CDATA[Каменные материалы, используемые в укладке и укреплении автомобильных путей, имеют разные характеристики, что напрямую влияет на долговечность и прочность покрытия. Погружаясь в особенности каждого из них, можно выделить несколько ключевых вариантов, которые позволят выбрать наиболее оптимальный материал для конкретных условий эксплуатации. Гравийный компонент обладает хорошей дренажной способностью и устойчивостью к морозам. Это делает его идеальным [&#8230;]]]></description>
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" alt="Сравнение различных типов щебня для дорожного строительства" title="Сравнение различных типов щебня для дорожного строительства" /></p>
<p>Каменные материалы, используемые в укладке и укреплении автомобильных путей, имеют разные характеристики, что напрямую влияет на долговечность и прочность покрытия. Погружаясь в особенности каждого из них, можно выделить несколько ключевых вариантов, которые позволят выбрать наиболее оптимальный материал для конкретных условий эксплуатации.</p>
<p><strong>Гравийный компонент</strong> обладает хорошей дренажной способностью и устойчивостью к морозам. Это делает его идеальным решением для регионов с суровыми климатическими условиями. Рекомендуется использовать гравий в тех местах, где важна отводка воды и предотвращение образования луж.</p>
<p><strong>Щебень гранитный</strong> имеет выдающуюся прочность и износостойкость. Такой материал рекомендуется использовать в участках с интенсивным транспортным движением, где важен долгий срок службы покрытия. Гранитный вариант может быть несколько дороже, однако его преимущества компенсируют затраты.</p>
<p><strong>Речной гравий</strong>, будучи легко доступным и менее затратным, чаще всего применяется в местах с низкими нагрузками. Он обеспечивает удовлетворительное качество укладки, но срок службы будет гораздо меньше по сравнению с гранитом. Важно учитывать условия эксплуатации и нагрузки на дорожное полотно.</p>
<p>Таким образом, выбор материалов зависит от специфики проекта, климатических условий и ожидаемых нагрузок. Уделяя внимание деталям, можно существенно повысить надежность и срок службы асфальтовых и бетонных оснований.</p>
<h2>Преимущества и недостатки гранитного щебня в дорожном строительстве</h2>
<p>Гранитный щебень рекомендуется благодаря своей высокой прочности и долговечности. Он способен выдерживать значительные нагрузки, что делает его оптимальным выбором для многократных транспортных потоков. Также данный материал устойчив к воздействиям внешней среды, таким как влагостойкость и морозостойкость, что усиливает его эксплуатационные характеристики.</p>
<p>Среди достоинств выделяется высокая степень фракционирования, что позволяет использовать его в различных слоях покровного покрытия. Гранитный щебень имеет хорошие абразивные свойства, что обеспечивает надежное сцепление с колесами транспортных средств. Его использование способствует снижению затрат на обслуживание и ремонт дорожных покрытий в долгосрочной перспективе.</p>
<p>Однако есть и недостатки. Высокая стоимость гранитного щебня в сравнении с другими материалами может утяжелить бюджет проекта. Добыча и обработка такого заполнителя требует значительных затрат ресурсов и энергии, что вызывает дополнительные экологические вопросы. А также его вес увеличивает общую нагрузку на основание, что требует учета при проектировании.</p>
<p>Использование гранитного продукта зависит от конкретных условий и требований к будущему дорожному полотну. На этапах проектирования и расчета следует тщательно взвешивать все преимущества и недостатки, чтобы выбрать оптимальное решение.</p>
<h2>Использование известнякового щебня: экономические аспекты и условия применения</h2>
<p>Известняковый агрегат отличается низкой ценой и доступностью, что делает его привлекательным выбором для проектирования и ремонта транспортных артерий. В зависимости от региона, его стоимость может варьироваться от 2000 до 4500 тенге за тонну, что значительно ниже, чем у гранитных и базальтовых аналогов.</p>
<p>Важно учитывать, что известняковый материал наименее прочный и подвержен разрушению под воздействием морозов и механических нагрузок. Поэтому рекомендуется использовать его в качестве подстилающего слоя, где предусмотрены меньшие нагрузки и отсутствует активное воздействие влаги. Оптимальным решением является применение известнякового щебня в сочетании с более прочными агрегатами для повышения его долговечности.</p>
<p>Условием применения этого агрегата является соблюдение требований к проекту, особенно в регионах с суровыми климатическими условиями. Для использования известняка в верхнем слое покрытия необходимо проводить дополнительную обработку, чтобы увеличить его прочность на сжатие и морозостойкость.</p>
<p>Для снижения транспортных затрат целесообразно выбирать месторождения известнякового камня, расположенные в непосредственной близости от строящихся объектов. Это также поможет сократить воздействие на окружающую среду.</p>
<p>Регулярный контроль качества известнякового материала на всех этапах – от добычи до укладки – способствует снижению риска возникновения дефектов и увеличивает срок службы покрытия. Опираясь на данные экспертиз, рекомендуется применять известняковый агрегат не более чем в 30% от общего объема в конструкции, особенно в зонах с интенсивным движением.</p>
<p>Таким образом, использование известнякового щебня оправдано при низких нагрузках, высокой доступности и возможности комбинирования с более прочными материалами, что значительно снижает затраты без ущерба для качества проектирования.</p>
<h2>Роль щебня из диорита в стабилизации дорожных покрытий и его свойства</h2>
<p><strong>Диоритовый щебень</strong> демонстрирует высокую прочность и долговечность, благодаря чему активно используется в качестве основы для безопасной эксплуатации транспортных артерий. Обладая высоким коэффициентом сцепления, он предотвращает скольжение, особенно в условиях повышенной влажности.</p>
<p>Плотная структура этого материала обеспечивает устойчивость к деформации под воздействием нагрузки, что делает его идеальным для мест с интенсивным движением. Важным свойством является хорошая морозостойкость, что позволяет избегать разрушений в холодный период года.</p>
<p>Одна из ключевых характеристик диорита – его минимальная пористость, что снижает водопроницаемость. Это свойство препятствует образованию луж и уменьшает вероятность образования каверн в покрытии. Кроме того, низкая абразивность диорита способствует меньшему износу колесного транспорта, что также увеличивает срок службы автомагистралей.</p>
<p>При использовании диоритового материала важно учитывать его размерные фракции. Оптимальное использование фракций от 5 до 20 мм обеспечивает надежную компактацию и равномерное распределение нагрузки. Это ведет к снижению риска образования трещин и деформаций даже под тяжестью современных грузовых автомобилей.</p>
<p>Для достижения наилучших результатов в построении дорожных объектов рекомендовано сочетать диоритовый заполнитель с другими видами минералов, создавая композитные основы, которые будут максимально устойчивы к внешним воздействием и нагрузкам.</p>
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		<title>Материалы для строительства дорог в условиях сурового климата</title>
		<link>https://adsk.kz/materiali-dlya-stroitelstva-dorog-v-usloviyax-surovogo-klimata/</link>
					<comments>https://adsk.kz/materiali-dlya-stroitelstva-dorog-v-usloviyax-surovogo-klimata/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:10 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://adsk.kz/materiali-dlya-stroitelstva-dorog-v-usloviyax-surovogo-klimata/</guid>

					<description><![CDATA[Рекомендуется применять низкотемпературные асфальты, укладываемые при отрицательных температурах. Эти смеси обеспечивают высокую прочность и устойчивость к растрескиванию. Также стоит обратить внимание на специальные полимерные добавки, которые увеличивают эластичность и связывают компоненты, улучшая долговечность покрытия. Обратите внимание на использование армирующих сеток из стекловолокна. Они способны значительно повысить механическую прочность конструкции и предотвратить образование трещин на ранних [&#8230;]]]></description>
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" alt="Материалы для строительства дорог в условиях сурового климата" title="Материалы для строительства дорог в условиях сурового климата" /></p>
<p>Рекомендуется применять низкотемпературные асфальты, укладываемые при отрицательных температурах. Эти смеси обеспечивают высокую прочность и устойчивость к растрескиванию. Также стоит обратить внимание на специальные полимерные добавки, которые увеличивают эластичность и связывают компоненты, улучшая долговечность покрытия.</p>
<p>Обратите внимание на использование армирующих сеток из стекловолокна. Они способны значительно повысить механическую прочность конструкции и предотвратить образование трещин на ранних этапах эксплуатации. Этот подход позволяет не только увеличить срок службы, но и снизить расходы на капремонт.</p>
<p>Стоит также упомянуть про выбор оснований. Гравийно-песчаные смеси, закрепленные специальными вяжущими, могут эффективно использоваться для обеспечения дренажа, что исключает накопление влаги и размягчение материала. Такой метод становится особенно актуальным в регионах с обильными осадками в течение сезона.</p>
<p>Использование современных геосинтетических материалов позволяет уменьшить селективное вторжение воды, что способствует улучшению прочностных характеристик дорожного покрытия. Подбор таких решений требует тщательного анализа местных условий и особенностей грунта.</p>
<h2>Выбор асфальта для низких температур: особенности и рекомендации</h2>
<p>Рекомендуется использовать модифицированный асфальт с добавками, устойчивыми к низким температурам, такими как полимеры. Эти добавки улучшают пластификацию и уменьшают вероятность растрескивания. Наиболее эффективные типы асфальтов включают SBS (стирол-бутадиевый-стирол) и EVA (этилен-винилацетат).</p>
<p>Важно учитывать температурные параметры при укладке. Оптимальная температура асфальта должна составлять не ниже 130-150°C во время укладки, чтобы обеспечить хорошую связь с основанием. Низкие температуры при эксплуатации могут привести к увеличению жесткости покрытия, что снижает его долговечность.</p>
<p>Рекомендуется использовать асфальтовые смеси с повышенной прочностью, такие как ЩМА (щебеночно-мастичный асфальтобетон), которые лучше противостоят механическим повреждениям и морозному пучению. Это также способствует более высокому уровню устойчивости к воздействию реагентов, применяемых в зимний период.</p>
<p>Дополнительным преимуществом станет использование противоморозных добавок, снижающих вязкость асфальто-битумных связующих в условиях низких температур. Специальные емкости для подогрева асфальта перед укладкой позволяют добиться необходимой температуры для работы с материалом в холодную погоду.</p>
<p>Контроль за качеством асфальтовой смеси должен включать регулярные тесты на прочность и устойчивость к низким температурам. Лабораторные испытания, такие как определение температуры хрупкости по методу Бенкера, помогут в оценке возможности применения материала в определенных климатических условиях.</p>
<p>Критически важным аспектом является правильный выбор времени укладки. Настоятельно рекомендуется выполнять работы в преддверии прогнозируемых холодов, чтобы обеспечить максимальную степень сцепления и предотвратить возникновение дефектов.</p>
<h2>Бетонные смеси для морозостойкости: состав и пропорции</h2>
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" alt="Бетонные смеси для морозостойкости: состав и пропорции"></p>
<p>Оптимальная формула бетонных смесей для низких температур включает следующие компоненты: цемент, заполнители, воду и добавки. В качестве цемента рекомендован портландцемент типа ПЦ 400 или ПЦ 500, обеспечивающий необходимую прочность и морозостойкость.</p>
<p>Заполнители бывают крупных и мелких фракций. Крупные фракции должны составлять около 60-70% от общего объема, в то время как мелкие – примерно 30-40%. Использование гравия, щебня или песка повышает прочностные характеристики. Полезно добавлять дробленый камень с угловатыми частями, что улучшает сцепление между частями смеси.</p>
<p>Соотношение компонентов должно быть отрегулировано в соответствии с назначением: для стандартных изделий пропорции составляют 1 часть цемента, 3 части заполнителей и 0,5 части воды. Для обеспечения морозостойкости следует уменьшить количество воды, что позволяет достичь соотношения 1:2,5:0,4.</p>
<p>Добавки, такие как морозоустойчивые пластификаторы и противоморозные средства, улучшают текучесть и уменьшают показатели водопоглощения. Их доля не должна превышать 2-3% от массы цемента.</p>
<p>Неплохим вариантом является использование воздушных пузырьков, что увеличивает морозостойкость, ведь такие компоненты уменьшают вероятность образования трещин.</p>
<p>Тщательное соблюдение пропорций и отбор компонентов позволяет получать смесь, способную выдерживать циклы замерзания и оттаивания, что является ключевым фактором для региона с неблагоприятными климатическими условиями.</p>
<h2>Биоремедиация и использование геосинтетических материалов в условиях экстремальных температур</h2>
<p>Рекомендуется применять геосинтетические элементы с высокой термостойкостью, такие как геотекстили и геомембраны, когда планируется устойчивая защита от загрязнений. Эти конструкции обеспечивают точную изоляцию и минимизируют контакт между вредными веществами и окружающей средой.</p>
<p>Биоремедиация включает использование микроорганизмов, адаптированных к низким температурам. Оптимальные условия для их работы можно создать с помощью термоизоляционных геосинтетиков. Например, использование геомембран позволяет поддерживать стабильную температуру, что способствует активному размножению полезных бактерий.</p>
<p>При проектировании необходимо учитывать температурные колебания. Доступно множество биосорбентов, которые эффективно функционируют даже при отрицательных температурах, но их действие можно усилить, применяя защитные экраны из геосинтетических материалов. Это создает оптимальные условия для биоремедиации.</p>
<p>Тестирование различных комбинаций микроорганизмов и геосинтетиков рекомендуется проводить в лабораторных условиях, прежде чем внедрять их в практику. Это позволит подобрать наиболее устойчивые к холоду бактерии, которые смогут эффективно разлагать органические загрязнители на территории с низкими температурами.</p>
<p>Учитывая повышенные требования к прочности и долговечности, стоит применять геотканевые модули, способные сохранять свои свойства даже при многократных циклах замерзания и оттаивания. Это обеспечит долговременную защиту от биологического загрязнения.</p>
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		<title>Какие материалы нужны для временных дорог</title>
		<link>https://adsk.kz/kakie-materiali-nuzhni-dlya-vremennix-dorog/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:10 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://adsk.kz/kakie-materiali-nuzhni-dlya-vremennix-dorog/</guid>

					<description><![CDATA[Асфальт или бетон всегда являются первыми претендентами на использование при укладке. На короткий срок или с минимальными затратами оптимальным решением служит мелкозернистая щебень, которая обеспечит стабильное покрытие. Кроме того, стоит рассмотреть геосетки и геотекстиль, которые помогут улучшить прочностные характеристики основания. Эти материалы эффективно распределяют нагрузку и предотвращают деформацию, особенно в условиях повышенной нагрузки. При создании [&#8230;]]]></description>
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alt="Какие материалы нужны для временных дорог" title="Какие материалы нужны для временных дорог" /></p>
<p>Асфальт или бетон всегда являются первыми претендентами на использование при укладке. На короткий срок или с минимальными затратами оптимальным решением служит мелкозернистая щебень, которая обеспечит стабильное покрытие.</p>
<p>Кроме того, стоит рассмотреть геосетки и геотекстиль, которые помогут улучшить прочностные характеристики основания. Эти материалы эффективно распределяют нагрузку и предотвращают деформацию, особенно в условиях повышенной нагрузки.</p>
<p>При создании временных участков также рекомендуется использовать обсыпные материалы, такие как песок или гравий, для улучшения дренажа. Они могут значительно снизить риск размыва и образования ям.</p>
<p>Необходимо также учитывать использование слоев, таких как щебень с фракцией 20-40 мм, для обеспечения надежной основы. Это позволит обеспечить устойчивость к разрушениям, что является особенно важным в условиях переменчивой погоды.</p>
<p>На завершающем этапе важно провести уплотнение всех слоев, используя виброплиты или катки, что обеспечит долговечность и надежность временных транспортных путей.</p>
<h2>Выбор основания для временной дороги</h2>
<p><img decoding="async" 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alt="Выбор основания для временной дороги"></p>
<p>При создании основания необходимо учитывать тип почвы и предполагаемую нагрузку. Для слабых грунтов рекомендовано использовать геотекстиль, который распределяет нагрузку и предотвращает разрушения. Также подойдут георешетки, которые укрепляют поверхность, распределяя вес конструкции.</p>
<p>В качестве верхнего слоя подойдет щебень с размером частиц 20-40 мм. Этот материал обеспечивает дренаж и создает твердую поверхность. Выбор толщины слоя зависит от предполагаемого трафика: для легковых автомобилей достаточно 15 см, а для тяжелого транспорта – 30 см и более.</p>
<p>На участках с высоким уровнем воды стоит применять дренажные системы, которые предотвратят накопление влаги и разрыхление основы. Установку дренажных труб следует проводить ниже уровня основания, чтобы обеспечить эффективный отвод воды.</p>
<p>При необходимости использования бюджетных решений можно рассмотреть использование старых автомобильных шин или деревянных поддонов. Эти варианты легко укладываются и обеспечивают временное решение. Однако они могут не выдержать серьезных нагрузок.</p>
<p>При выборе основания важно проводить предварительный анализ грунтовых условий и планируемого использования дороги, чтобы избежать неэффективных вложений и обеспечить безопасность движения.</p>
<h2>Оптимальные покрытия для различных климатических условий</h2>
<p>При выборе покрытия для дорог в регионах с холодным климатом рекомендуется использовать асфальтовое покрытие с добавлением противозамерзающих компонентов. Это обеспечит устойчивость к образованию трещин и уменьшит вероятность повреждений в зимний период.</p>
<p>В условиях жаркого климата целесообразно применять бетонные элементы, которые обладают высокой термостойкостью и меньше подвержены деформации. Нанесение охлаждающих составов на поверхность также поможет поддерживать оптимальную температуру и предотвратить прогрев.</p>
<p>Для районов с влажным климатом важна кислотостойкость материалов. Использование специальной бетонной смеси с добавлением добавок для повышения водоотталкивающих свойств улучшит долговечность покрытия и снизит риск разрушения.</p>
<p>В условиях сильной дождливости источники песка и гравия с добавлением геотекстиля превратят временные маршруты в устойчивые конструкции. Эти технологии помогут эффективно отводить воду и минимизировать риск заболачивания.</p>
<p>В зонах, где часто наблюдаются сильные ветра, выносят преимущества покрытия из щебенки, которое обеспечивает надежное сцепление колес. Использование сеток или геосеток дополнительно улучшит прочность и стабильность покрытия.</p>
<h2>Дополнительные элементы для укрепления временных дорог</h2>
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" alt="Дополнительные элементы для укрепления временных дорог"></p>
<p>Использование геосеток играет ключевую роль в улучшении несущей способности. Эти материалы позволяют равномерно распределять нагрузки, предотвращая деформации. Подбор геосеток осуществляется в зависимости от типа грунта и предполагаемых нагрузок.</p>
<p>Системы дренажа, такие как дренажные трубы и колодцы, обязательны для предотвращения скопления воды, что может привести к снижению прочности покрытия. Правильное укладка этих элементов обеспечивает быстрый уход влаги и поддерживает структуру дороги.</p>
<p>Каменные или щебеночные обсыпки способствуют увеличению прочности и устойчивости. Они защищают от вымывания и обрушения, особенно в условиях дождливой погоды. Рекомендуется применять фракции от 20 до 40 мм для оптимального результата.</p>
<p>Использование бортовых камней позволяет защитить обочины и сохранить целостность покрытия, предотвращая вымывание. Они служат барьером для движения грунтовых вод.</p>
<p>Текстильные георешетки или геоматы также подходят для укрепления. Они создают корневую зону, которая улучшает сцепление с грунтом, минимизируя риски обрушения.</p>
<p>Наконец, применение полимерных версток способствует увеличению срока службы покрытия, помогая сохранять форму и целостность под действием различных нагрузок и климатических условий.</p>
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			</item>
		<item>
		<title>Фрезерованный асфальт &#8212; применение в дорожных работах</title>
		<link>https://adsk.kz/frezerovannij-asfalt-primenenie-v-dorozhnix-rabotax/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:25:09 +0000</pubDate>
				<category><![CDATA[Материалы для дорожного строительства]]></category>
		<guid isPermaLink="false">https://adsk.kz/frezerovannij-asfalt-primenenie-v-dorozhnix-rabotax/</guid>

					<description><![CDATA[Для качественного ремонта покрытий рекомендуется использовать переработанный материал, полученный из старого дорожного полотна. Это позволяет значительно снизить затраты и улучшить прочность нового слоя. Метод фрезерования обеспечивает получение однородных фракций, что делает возможным максимально эффективное использование оставшегося материала. Обновление транспортных узлов с помощью переработанного асфальтобетона также способствует улучшению показателей сцепления и долговечности. Некоторые специалисты уверяют, что [&#8230;]]]></description>
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" alt="Фрезерованный асфальт: применение в дорожных работах" title="Фрезерованный асфальт - применение в дорожных работах" /></p>
<p>Для качественного ремонта покрытий рекомендуется использовать переработанный материал, полученный из старого дорожного полотна. Это позволяет значительно снизить затраты и улучшить прочность нового слоя. Метод фрезерования обеспечивает получение однородных фракций, что делает возможным максимально эффективное использование оставшегося материала.</p>
<p><strong>Обновление транспортных узлов</strong> с помощью переработанного асфальтобетона также способствует улучшению показателей сцепления и долговечности. Некоторые специалисты уверяют, что замена старого покрытия на этот материал может сократить сроки выполнения работ, благодаря быстрой технологии нанесения новых слоев и их ускоренному высыханию.</p>
<p>При планировании работ необходимо учесть состояние существующего покрытия и выбрать соответствующую технику. <em>Комбинирование переработанного материала с другими наполнителями</em> позволяет достичь лучших эксплуатационных характеристик, особенно в регионах с экстремальными климатическими условиями.</p>
<h2>Технология фрезерования асфальта: этапы и оборудование</h2>
<p>Затем следует этап фрезерования, осуществляемый специальными машинами, оснащёнными вращающимися ножами. Эти ножи эффективно удаляют верхний слой покрытия, дробя его на фракции. Существует несколько типов фрез, включая барабанные и многозубчатые, которые выбираются в зависимости от состояния поверхности и требований к конечной фракции.</p>
<p>После завершения фрезерования производится сборка и транспортировка полученного материала. Для этой цели используются самосвалы и транспортные ленты, позволяющие оптимально перемещать утилизацию на последующие этапы переработки или повторного использования.</p>
<p>На финальном этапе происходит оценка качества выполненной работы с помощью неметрических методов: определяются наличествующие неровности и прочие дефекты. При необходимости проводятся дополнительные действия, включая шлифование или выравнивание.</p>
<p>Такое последовательное выполнение действий позволяет гарантировать высокие стандарты при замене покрытия, снижая затраты и время простоя дорог. Важно отметить, что правильный выбор техники и оборудования обеспечивает минимальное воздействие на транспортные потоки и окружающую среду.</p>
<h2>Преимущества фрезерованного асфальта для ремонта дорожного покрытия</h2>
<p>Использование переработанного материала для восстановления дорожных конструкций обеспечивает ряд приоритетных аспектов.</p>
<ul>
<li><strong>Экономия ресурсов:</strong> Восстанавливая старые покрытия, можно значительно сократить затраты на новые материалы, что в конечном итоге снижает общую стоимость работ.</li>
<li><strong>Устойчивость:</strong> Такие смеси придают прочность поверхностям, увеличивая их срок службы на 20-50% по сравнению с традиционными методами.</li>
<li><strong>Экологичность:</strong> Процесс переработки приводит к минимизации отходов, что способствует охране окружающей среды. Снижается количество захоронений материалов на свалках.</li>
<li><strong>Легкость укладки:</strong> Материал обладает хорошей сцепляемостью с существующими слоями, что упрощает процесс монтажа и сокращает время на его выполнение.</li>
<li><strong>Поддержание качества:</strong> Высокая степень однородности и качество конечного продукта способствуют снижению вероятности возникновения трещин и деформаций.</li>
</ul>
<p>Выбор подобного сырья для работы гарантирует улучшение показателей безопасности и комфорта для пользователей. С применением переработанных компонентов достигается удачное сочетание производительности и долголетия покрытия.</p>
<h2>Экологические аспекты использования фрезерованного асфальта</h2>
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5wDuf5s89s571PbaVLfaWl3ayPJcvLsMGAAD1Jz6YxWZequoag8yxtH5rf6uJM4PoK6qZxo2kR6fB8sxXMpHVAe2fU0uZFKL2OTmd7eZopBtdeDg5oW56c1U1dlW8kQkiRML9OKr22HJaSfYg49T+VCE9zaF1jHNTx3LdQxrnDcupxkGrdpc7ozk8g80AbxveBnDfWqWWF0pWPc20nOcAH3qG3bzZSc5C857CpvtcdsXbIYsMcHgVSEy3q2r3F8IYpIYoEjGMRnO761X06MzapDuYxqnz7zx07VSn1UvJuUAn1xUUdzd3cojhVpHP8KjJpS2HHRnZ317HBaSyxuruo+RVOee1cZO7Ku0k7jySe9MN1cIF3qy55G5SM/SnC/OcSKGFRTgoF1Kjm9TptLEtvYQmMYbZ86/3v8A69aEc6yjKH8O4rnrPW+gfDL+oq9DcxHUUaJiY5Blx6GuSdOabZ2U6kGkkX76coiKD8zttFcxJN5p2xsCoJUDGc47/nUnie/Zb2GGNsGNdzexP/1qyEkKxI5PLHAHtW1CH2mY16l/dRM0xQyIAN2PvZxg+3rWcQSeRmrzkknezNnoPSmhAT3FbNswSIUXecLE34U4QTg5MJI9qnV5E4WQigXU+8DcpyccrWdzVI0ljKWlvEMAqu5s+p5/wqvdKUQDliTn5avwSbZWcjIHHSsy4u5UmOzbg8nI71UNiam7PQCeOlNzntUjAe1Mxz2rYwE49adQFH+TS4HrQAmaO/WlxxS4I9KAHxptYMy7vapneNUyYhVYs3rSEkj5uaVgFOCcgAZ7U0gU7aDzgUhUZwVoATAznNLjijA9KUAY6UxBikxS4HY0FfekMac0YpSPeigBMUh604A59qRgc8UAN+g+tLikGd1OGcUAGKQinjkUw5AoAbge9GOKDnIpx6UANAx0NJsoTBP/ANagmgBpQ0bTmjdwKXJFAxu05oK+1P3c0m40CIyD6UxhjqKlLHuKY7gDkUhkJbnG2lDewH401548kFT1pqyR5xikMk3t/dpC7Z+4aaSjDO4D6U8bCB8/60ARmQk42n8qiLjOccfSrPlqcEOR71GYiRkyc0DIS0QHDH8aaSh/iHPvUjRnIw9NIYddufoOaQEZUeq1G6Kc4ANSlWHVQT9KifcOqg0AQmJQc7KjMS88GpsyEdB9BTGkK/wfUEUhkJiHoab5agfeIPuKn87nIXj2PSmmUE8mgCFowRgH8jTTA2OCDVgsD6ikWQgj52H4UgKjQt6U0wuvXPtV15Tk5fIPTIFM3e4/KmBTZZB0OaVC6VbZi/Ug0AL3X8qLhYiWXuVOfXNSidlAPY9jyKbIq5+6KZtH938qQExuI3XLxg5P8JxUTC2kOFk2+zimlFYYK5qWy08Xt5FAgI3tgn0Hc/lQMjNo2NyKGHqjZrT0v7dbQH7OXi8w5YkCtCz0BrSSZ4IfOjkOI2dhkL/jV+G0u5pNkkexB95m4yPb3oi01e4mmnY1YNr26HlgygkuOTVG9+yrcxBraNgBuYBRz6VpYG3jgf0rFmlEs7SdiePpXNOclqmbU4J7i6hI11Bkr88h2qB2HpUELw29wY3iEihQuT0z3qeJJHOYztA4LHoKswaeEbDODnnOOv4VnTpVG+ZamkpwiuVsqJodhKgeMXEPptkP9as2elJaz+Z9pllUdFcDg/Wr2FQYDZx7UoI9avXqZ6dBk8bNDIsJAkcYyx4rGjt9as3byUV4yeAko/ka3fyoxTTtqLpYyIL/AFS1gQS2koA44UN/KpV8RBTiRNp/2lK1Yf7U1wCr4jAxwas9Rhvm+vNP2j6A4LqUf7ftpZYo2CkHJOGz0q+LqKaESqMK3AOOtQSWVpKcyWsLH12DNTIqxxqiKFRRgBeABVOo2rE8qGG4givUiZgpILkn2qhPodlqXn3VxOzNId2Ub7gx0/KprrTEuLhp/tEiOy7OMECongNlZR6fAWZQMyTEfePpTjU5YsHDmkiHRdKtbad71fm8oEIH+906/lWHcySSStJLne7bjn1zWrqd2mn6UI2baHOZD3I9Kz7Z4NQtJZYpFaKMZkzwV9PxPaoVSUkrI15YxbuzhrqQzXU0rNuLuST680wda3JLaESsj28ZweuMcU3+z7R+kTJ7q/8AjXZY5WYuCzBVGSegFaNrbRWp8y7UMSOEB4H/ANelYwWjMLflj1ZuSB6VAkUk7nb06kk8fWgRLLfE/JEu1OgXHb6VatNKeaLzruQqpGVVep+vpTIBDGBEnzTHgsRya2ZyIrYLngD+VNITOeuo445Cka4A9ak0C6ay1aJgQFlPlvn0Jp9tam+uXBJACs35DNUISfNiZRubcpA9eaiVmmjSOjTNvxlLv1WKLJ/dxfqTTPCdhDfXlwtxEJlEWApPGSab4sz/AG2SRjMS1peDJIYre8LROzs6chscDkCs00qepq1eqS3fhmyMii2ea3cH5wx3gCsZZrjTbxoXYboWOGxwfQ11GoX8dnC9zMc5JwD1Y+lcVcXr3V088p3Ox5PYD0FTSlKTd9h1Yxha2464iEju8rFi2TvPXNNIBZeOB0HpT8b4yh6HoahjViTuJyOK3bUUYJOTJJJBngAVGG3UFeelKCq9WArNz7Gqh3HHgUxD++T/AHhTtyscK2TSLE5kUgcZHeoSZbaRteYq2zIG+dycjHasiRd8jHPer8hCo7gg8cc1lksOq81pEymenlc+lN2sOmKN5yKPMf0P4VsYiguONoI+lLxzlKQO2RlTSiQ9SKBBkelJkU/cp7UEr6fpQMZ+Io/EU/5cf/Wpp2n1oAMDP3hSH2NKNueuKCFz94UANJPrThn1pMehFKFfOeMUAL9aDij8KSgBMj/Io/lS568Umc9aQBxnpQxHal9sU1vp+lABn2peKTI9KM57/nQA/App+tKM4pMjnIoAafrQRS/LxS/hQAxQKQjGeadtwcimsOTnpQA3ZkdaTYck5xTvzpcd+aBjdvQ8Um008HHfFKT6GgRCUIFMdSQflFT7vUikY85pMZn+XIjbgv5ml3SfxJkfQVaYn1H5VGcA9s9eKVhkRZc/6sf980zKHsPripmbjgD2ANRlhktkflQMhAwf8DQXXI6j8akJyc9f0ppKnhsHPqM0gI2kz0yPf0o3n+8fypG2g88/gaEC5AyB3yaQCM/+3n8KjeQ4weam8oFuGGPXNRyqoB+Xn0BoGVzIRnAA+tJliQeAPrSlcqcgjNMkj2jBbOff+dAAfMyRmjbk4KgfhTGCjoR+dAXA6n86AHsh3cKpNM24BzgUhyDht1KTzyGHsKAGspPAOCPU03AGcnJPpTiST94/iKaWJ4OPypANK4ORnFIcDoTTjt7YoA564H50DE3Hvgj3NL97p296ACSfnFGOck5oAeu4KQqnkYP0rb0C3EcMl0VIaQ+UmT2/iP8AIViRLJLKkUeSzkKo9zXWpGqPHbxn5IgIwfU9z+dYV58sbdzWlHmkascihFA6AU7CuQ2Mleh9M1XjntpJNio3DFc5IwR1H9asorBQrNuI71lB30uDIr6XyrRsdW4FY8Me9goGFHWrmqSFpkjHRRkj1J6U63i2KB371lUd5WNoe7G5NbwkdAMdKtIm0euay72d94hR2RQOTyoP44pttPskQyz5C5dwrZGeir/9aumnTsrmE5XZsFQR0poiz3xUQvocHhwRjA28sT2Hv7U6G8hlyA2MD5s9B7Z6Zq7E3JPJFNMXoakDrtzuXb654pc5x6GiyC7KxikDZDGnIDzuIqc8U0qDU8qHcjBPP7tgPqDSnpnDD8KUoKbhgfvHH1qGmMD1+nNZ+pahDaPDDJEZGcFxzgKR0zV/rx6mud1iJnvTMZI3D8KFbJUD1oWmqGlfQpa08M92kV0CYQhDFezY4/U0WKWVtYtaRsWSWQyEdGkwOACKY2dxyc56571BAZ98sMQ2Kcg/KOnse1aUakYx5WKpByd0UNULx3KGNOJFx16YqncXB27ATj+8O9WdTuSzCFMFI+OO5rP8tjIVA3HOAF5yfauiF+VXMpfE7EYHzZYZ/pVsyqlrsQg+uOprq7DwhZC0jN/5jXBG59r4C+34VBFpPhu+uHsLZ547gAlW3k/lnrU+1iHs2cnbiSa43Lnavcdq2dTk2QbfQBf8ajtbBrGeS2lwWSUqxHQgc5/lVbVpssB143fnWq2uR1NLwtEGkmlZQQqbeffr+lYWrWhsdTntxwobch/2TyK6fwxEYtJEj8PM5Y/ToKi8S2P2u2FzEMywDnH8S9/yrl9pao7nW6d6asYesT/bI7G7zlmh8tz/ALann+YNaHhaeOK3vPMbaFKsfp0rnzIwj8vOULbgPQ0+3maIuB/GuK0dO8eUyVTllzFrV757+6Lsf3acRp2A/wAaprHxw4pppyIHGDIFq1GysiHK7uyaE5JGeV/KpGOASO9QqoifDfMvqD1qdB5rgRAH2IptXVhKXK7kD+YchE59c1DtkU5ZCPcitNYJsD9zkDptYUMyRvtO5SOxFJRsNycirCjEAgLk1YWORAP3Wc+hxTS8LnoN35GpBgJ8kkqnpndkU7E3I33KM7CPwpY7+SIbSkbj/bQHFV5nkVmXzt2OoIpibzyV49aYHqZRCelN2J0ANS4GepPTmgYz3/GqIIfKJ6Z/Om+W3WrfDCmEg9DQMhCsBQN2KmAB70bFPegCEE5pCx7jFWNqnjOaQxpg80AQZ5pe2c4p/lrnaCPWkMIOOenvQA3P0pwI7EGgRrnHH0pwiB5oAb9ADS7f9n9ad5Y9Dmk8vA7/AJ0ANKcfdOPakCrnoRSsh+n40bCee1IAwvYkUhT/AGjThGRQUPQGgCPyz/e4FL5Z9RTvKOcFhRszyGGPagBMY6n9KNncHP4U8RHqWo2Ecjn6GgCIqccil2mn7Mjk5pdg29RQBB36U1vvHg/WpfLOTyD7ZpfJYk/d46UAV8HA+U0vQ9/yqcRyZ6Y96UrIP4AaAK4x6n8qUnA4JP4VOU65TBpCg9/rQBWJ9cU1nwPu1O0IxnJFRmAEfeNIZWZ2JysRx9ab0HzL/wDWqVrRt2VamfZ5FB3FifbvSGRllztCkfjUZbaeOn0qUx4BOSPbFRlcDkcnvQAwtnHI/Kms2CN2Pyp+wkbgB9ahIJIzjnvSGOJVuij+VG0HPI+h60wx9eFP0NBA9CKAEZctgEDPfPFNeOQqAGBBPZqc2Rng8+1RB3Q7lOMHikAwRyKxHUH2JppZunyDPYU9nk5IOM+lNdy3BB9ckUhjSG4OQeaAGwd4HsdppAgOMgk+mcU7gsceav40AJgMDg5br9aYVwcYNKwU9HJ/CjHHD/mKAEO0dyB7im5B534NSKoJyWDfWmlQSemD+lADCq85IpMDOcr9RTjnoPw5puMHODQAhU4OMHNJtHuKXHJ4INJjj1/rQBraBABNJeHlYBtT/fP+A5rbs9onRnIAz1NVIoDZ2kFrgAqN8n++ev5DAp00xtrfzFjMhBHyj3rz6s+app0O2nHlhr1NWOMJlpnxmTO6N8D2zVtJI2BZXUgdcHpWNeWhv4IgJDEVIbkZ/A0iWstjptwkK77i4k2xj27fQdauNoqyMnEfETc3DS4OMk8+vatOFQozxmqCy6rGB5lvG/8AumkTVmD7ZLSRSOTgZ46Z4qFo7lyu1ZGtnjvUTxbm4WPb3BTOaqprFqx+ZmX2PFWFv7aTAVxz3rZTj3MnCXYR4iSQYVK4K/I2CAfSovsiyfJtmjVcADdwB7VcV426Op/GnkDPBzVpkMqSWalcLwqjEaDhR9fWokt5UAJQbzwXU52j2FaG3FJg+lO7Az8zRxnhl2n35H6kj9TT1uplcgjqfusPuDHUn/OKu9KDyMHkUXAhgm89N4A29mB+9/8AWp7UYAGFAHsOKQ9fpUyY0iC9m+z2ssmeQNq/U1zUaLDH8o/+vWzql9NbSQxQpExbLP5gzj0rFmfahJ6DrWUttzWJB1cD1NN1K4Frbts4dvlGPU1HbXcUtwE5U9t3esvVLhri6Kpzs4A96qlDmkE5WRXCgwPMycEmNBnq3c/gP51u+FLFTKL2RQcfLGPQ92rFmUy3MdvAc7MJn+85+8fz/lXb6dbJbQxwp91Fx9fetq07Ky6mdOF3d9DSByMHkHrWPJYaZpMz3UduZbqUEIjtn8vQVdvb5LOMHG6VvuJ6+/0qpZorSm4uW3zN+Q9hXPzW0Rty31ZkDTNQUSSG2YkqcYIOSTzWFqlnfLIxNnOMnA/dnFekLKnZhTxIOz/rW6rsxdJHPWqC3soYAeUQD/GpkPetWXY7om5AT8xXaDuAqFoVCfOiFsnlRgYrB9zqUtLHnmu2cdpqEiQ/6tvmUf3T3FUUOGVs9K7LUtFt7uRFCyIACd4bp7YNZ/8AwimT8l0wH+0ua6IV421OWdN30Ocxl8elNYDd3zXSSeErqJTIt3bFQOS5KYqKfwzqcSF3t1dFG4sjg8VqqkXszNwkt0Y0IOFz61ctt3njZK0bBfvLVcAB1AHGM1csLZp5GdZGTZxle9aGZejN8wwl7HJjs6CmNp135ZOUZ3O488UySG8iYRpeZZh0KjOKqz3GpRfKbx29gaYBLp8ilt+wEDJINQqBbkBm3ByOR25qP7ReSn53d88HIzTZfmUjPyrxSGacyaVuJEiZ/wB4mqL48sGPgMSQPao7W2F3dCMDHc47CnTHaxCfcU7V+goA9SY4xwKTJJxjGfapSAx4IPHU8CgpgZyvHbNUSRYyf8aFVlzz1OetSYHQHpSYHcjmgBuTnJGDTs85JpcY6HFJg+tABnPejAx0zS4IPOBSY5/+vQABAO1GKUZz/wDXoLe2aAG7eevSgKQOtO4PpRuGOKAGYbHB5FL82OaXIzxQGB6CgBm3uCTRtOAAT+NSA+1A7UAMCnkcjtQw4IPen4780H1oAiC4HAA/pRjGAvb9alOPSkIFICMEkkcU4kY7Z96Xj6UbfegBMjHTmggjpt96NpPQ0bcCgBpwOwxSbjuK4G0Y79acFHoaGHYUALnPJHam/LnoePSjBOeeBR16LQAgI7ZNITgcE8U7jA45HU9zQVICkrgEcHNADNzHOe1Ic9Ov4daCwB64x+tBIJ7nHcUDI5JCpwc7vpTN+V4OWxUu0HALE88im/IBtHYZpAQmVlI3YOfTrTv4c4Dc9BQwRiGzwe2KY6KcDPB9OtAxrHDEeWCPWmsqFiNo46CpdinJUsM+gqMRRggksSOKQELhOrAAn9ai2x9D8o9jVl4gwzggg8GmtGM53A7eKAIRHGRgMTnplulMeFGP3s4PXiphGp7jd6ihoiPvkHn0pDKzWYwSGBB9ah+zNuxkEDqKu4Kg7SBnrluaZL5rPubDds59KAKj2eDw2cds/wAqBbMFwdwx1IqyUbaMx/iD0pjBxwqycelICsbckcAnt0phiYcFWAPQkcGreSRjew/3qazMq5B/TigZWCfLuJBPpSY3dQMDv61ZYHaGIWmbSGzj9KQEIjXIJZV9OKBEMEq4x0xnrUozjBIPHAxTSqkZHGfagCHyiowSPbBzVvSrTztQi8zBjj/eP9Bz/PFQ7FYYGB/WtXS4PIspJT96Ztg/3V5P61FSXLFsqEeaSRYYs7szHLM2T+NLctMltI1uMygfKMZoQfOKnj615Setz0XsSae072UTXS7ZiPmFZuoajNaakYyD+65HuD3rbhG5wK4zxDesNYluFwyKfL2noQOn9a6ormZzN2NxfERVCXU5wavWWrW0juWk+8qlRjoMVxkWsWrYE1vsPfaTWjpctleRosDsTGxEileVQ9CfbOK3hBp6mcpJrQ6pruzkcK2x+O4qJrTT5pMCJVGMlgcVyzxE3kiowj2/KAzY3e4qWNbyMfKzH6HNZTVmy46o6Q6TCf8AU3Eqf8CzSfYL6LmK7DD/AGhWANQu4T82fxGKnXXJdhVgeRjrWdvIq77mrFc6oE3+SHQ9CDyR6808avPH/rrWQf8AAc/yqlB4gVVVSMAAAcVbTWoHGG280722bC190idNctmOHO0+/FWI7+2l+7IKrG6sZl+dFI9xVeDTdPZGfo0h3HBxj0AqlOXclxj2NYOj/dYMfamJJHIcJIrHPIBqksEWmQz3CSM+E+UM2cGuPEVzAWnWRtpOSv1p8ze4lFPY39QkimuPOjmWXfngfwY4xVJl3daWEp5MbKB8/pT2wASMYHpSlrqi0raHN3iOl6REGLDgBRk5pkEb28ktxNGytANwDjB3npkfrXQ6LFG+uiWUnEY8xjjOAPWl1CzfxBqM3lTrHGqmZnYZBA4UflXVSXu+phUfvehleG7RpLprmTkRjA9ye9dNPeJZxbj8zn7qev8A9as3TVXT9NDOMt1IHcmokD3EpllOWP6Vy1ZXm2b042iTQrJNMZ5m3O36VeUYFQxLgVMKxbNLDx1qVRiol61KKcUDHZxRnPBFFGKskQRq7AbeScDmpfsbDohP+6c0tuv7wn+6CapxzPHHHJPcgdV3YOHGeCcdDSbS6EttMtSRMAFKgqT8wkU9P8azfE16LbSWi3EvcHy1C+nf9K2WE0kiLFOUJHGTgGvP9f1Ke/vWSSRXWNikZXpjPX8a1oJVPeRNSVomZgMGkwMZwK6zwzobXAi864dUkQyFEAG3nAOfeudsYFkmJJHlwrvY56nsPzrudD1GwtftHmXMauihACeoAycfjXbfWyOW2lzDv7JYdYmCSmVYRsG4AEHvWfdabLPJvEiIPfOaS51aZZ5mFuWLOW3Hoc1RbWbxjgRoD6Bc1bJLJK6fFcxnLy7RhscZNUYQnmxo5G0EbqfJJJcMnnDEjne2BjgcCq8uNrD1NK/Qdi9czQpgQFBjLNs/QVVljKrEv8W3JpyWqq0MYB3yN82fQVbBT+0ZdwyEXb0qW/eSKS91s9IJyMHOMUwjHtTyuDyaQjHOf0rQzIycce9HQ8AYqQgY/lScjjP6UANJxyBRlh25penag8jrQAmT0xzQdw+tO69RSY9qAGAnP3uacGyCaCpxSBcDkGgBdwI4NANM5GMrTt3r/wDroAeCD1HSj6U0MB9KcGHqKAEIyelJ25NOpf50gEyVOefxpMn3p3fkc0cde1ADST2/lScDqTzTuM9aaVy3ByP1pgB24z/Wmt0JBJOOmakKjsc59qQqMUgIo+U3MNremc04A9M0o6deaUZHGaAAZ9DRkHoaT589KC7E/doACcjHWmliBzxTg2f4TQScDigBmCT3/ChsquR0FPONhY5IUdvSooRhzJuznoeR+NJsdhpLk5yPwppDA7SRn0PWp0jjJOCcYJPelWM7dyuf93b3+tK47FfynC5BBYHBUdaiYMueMc8kDOK0EUkE5+bpxS+SH+7xjrxQBmbW2jgtkccY4ppEoO4I3v8AJWmYyVJ/XGKI4hnPXPUc/nSGZTGRD8wYH6GmpKzthAWIHKgZOPWrs7FjjHzH86QRsoLgEcYyP8aYil5zu2MjPSmM45BJyasmFefl+mKa0C8djQBVWVRgfJk9CB3o3ZOBtLN6VI0C49u3tTfLIO5CVx3FIZCZQ3JIIz0NNWQBj8nIHBzT3jMmMjt6c1G0e1QNpHc570gHmYluVCnPBz3pPMwSCCcjJ55FRmPOMbQOnWkyC3JAIHpQBIZV7A8+tAcEY3HHXpURXOTsyB27im/OpzjaOtAyd2VjnH5U12AGevfios7gPX1zTckDvQIk4YnJKk+2c03ABwTmjcGzk8+9BGOo4oARRvIC/ePAHc1uSqItkC9IVCfU9/1rL05N99BzwrbvwAzWoiPId3Y9zXHipbROrDrVsSPuasRdRQsYC425FSIgHJyK41FnS5IlkmFtaT3B/wCWaE/pXnMjGS3wxJZmya7fX5fL0eRB1kYL9e/9K4mQ9QR64rvoxurnHUlqUZFwTVbcyv8AKxB9jirTuBIN3IPWka3RkMqH6CulGLIZJ5pZfMeV2f8AvZ5p8F5dW4IimdQeozSqpifOPqKk3oynKdqqxJcTX76OEHKNxyWGc/4VOniNST51oH+hxWVIylAq4IxgHGM1HFHvYjOMd6h04voWpyXU6GPVNMmY7leME4Gf51ZRLSZQ8NyNrAkbhjpXOC1zwGzz270824TqpUn9ah0YlKqzoxbSfdjmVsjoG7Usb3kaKMOoHYjmuY3SxOJFkdSOhBp0er30JOy5cjOcMcgVm6D6MtVTro7yWfZBIOW/U1ZvIlVFiGOmTWb4QuJ9W1CSW6Ct9nXIIXAyelaF/KGnkbO1ScD6CsJRcHqaqaktBgVRGGYYBPH0FZtvepJ5kK9yXUjuM1qO4cKAOAox+NSxxR8Hy0yO+0VnF6XZSVxsFrOunvNEAoKkOA2G29+KfDbT2OiSyAKPtjqB2KoR/P2q6WS1iDSDCtwcdqqXl01wIkaRjFGdwBHU11xrWVrGDpXdzNuzvlWIfdQfrUsSYFQx5dy56sc1aQVyM6USLTxTQKcKkY9akXpUa1IKpCHiikpasRJFIEVlZdwbrg4p0BghjEaeYqjoD82KipksscETyysFjQZY+lJxUtGrktdSh4o1QWNqi27kzThlyOCi9zj36VxCZPzAZZuABVvU7w6hevNI2D0VP7q9hWh4bsTJcC9nx5aZ8v8ADqa7IRVCmczvUlYfcwx6VaR2rEeaRvlPq57fgOKqSzBo0C/eZh26CpNcYTtGXQM0haQ59O1VLaCOF9wQE49eBWlO/Ldkz3siWQl1Yrkn09aisbdkleaddqj1q55gRDgAfSqd7P8AKp3Z2jcRmtTMRcT3U8wHy52j6CoYCgZ2Zc7elW4I/JsCT12/zrKYknarFV6n3rKL5pNm01yxSNLTFM11JMwACLjjoCas6ZCJY5bglgZJDjHoKZar9n0GWc/ekyf6CrdiFgs44TvUgAnoRmktZNilpFI7k/WkxQSc0hY4zitzEUj0NNI75/KlBJ7Uc9cYoATA9c0fLwMfrRn3A96MfUmgADZ4oJo6HrTW6ZzigB2fal3Y7UxFGfvkn6UpB/hI59aAHZH/AOujK/jTSjMOWFAjHY0AOXbilIX24pu3jrRsUduaAEIxzupAwY8fyp20MBkH8aUDAxzQAhOBkmmhweNwNSCk2qOw4pANL4xwcmguoPPFOwM9BikKZ68UANMoAHPWgydPlpwQDtilwM9KAGbiRwKUbu55+lKAB0FGf/r0AIxIGdtRiRy/3alzSE5GaAGB2J+7ilxk5LEU7ZuwMZPOBUiQBtoIyAQc46UARhXUDBYAjjHeoi0o6ADAwckEmrksi78Bm2ryQen5VCuDu+UDHXofxpDKgd+CcDHJNOEjqSwbHY7ec1bKqVYnj1x6VFgD7uCT096QxiSTMvVGx6ipfNnBDbfxC0n2fI6oCex70sSPGSysp5xt7UARGWbDKGUR5+6Kja4kVXTAwe47VLLCJJzJhRnsKfbwx8M6hlztz/8AXpAUFRRhgMsOnNSM8jIFWQjrlScg1cureOJl3ZIbOcYBH4VXPlBgcHAPO5eGH1HSmBDt46gjpTShxjnp6Zp5IAII57HtSc8/NTAjKrjBzn6VCwAxnkZ9O9WHLg8YK+nc0x93AV8evFICs3mryp/DFRyOxwZBk9ATVkbVzvk3E+1NIjJ53Ae9ICqQCxG0EdeKj3BhwOnarZSOQlFkHHXjmq7SRRNxKxYdcx5FAxi/MeBz9aCuW69emaejBjlSSPpilKAscA8UAMYEnNNbaTg7c/zqR0XOVf8AGmspHb8KQEZAIPAAHQZ60x0bGe31p5RiOAPxoKsMZGB7igZa0eImeZ+yx4Htk/4Zro4bcbBuHauUjuri3idbfarkhssM5xU6eLryE7bqyjb3Ulc1y1INzuzeErRsjqxCgpkkSqNxOAOTj0FYbeKI7iyeSGCaGQfdJAZSR2NUL7Xri7szD8kXqyZB+lT7PyC77lbVtTbUII1MSr5bE5B+9np+lYkxwSSOccGrTtuAYAD6VXm2njJPHWutJJaGDd2Z8w6H1psLSGQIql/QCnTAgc0+ycIXGQGPr0IqhCSK7typXuc0qjKZPHapLiTICg59TSRgYAPTPP1piFitGf5s4U9Knhsv+ehwPQd6lj4bA4UHqKtKm7jcORwB1zQBnbNrBuVj3YzmmXhhBDRyMWb1NaT2waDy34IHBFY1xC6SsT60ANhkIBBG4VLiEt80Qzj8qW0hVgzuRgdFJ6n/AAqa8h8pGfzAzLgDA6mgDrfCcS2mgXF0BgyuSPoOB+uacY1lhIbr1H4d6sGP7FoVpaAfMFXI98ZP61AzhdykYPC4rzas23p3OuKshkZYn51AI9O/vVyAbmHHeqaTRmQruGRxWhalCc7h+dR1sbLRCXh84sp+6BzWccW8RCEKygYB+tXLsGIFnwwJ4I9aydSeb7XEI2U7OX3c5rSKvdsiTtoieIcVOtQJfvgeZZwsPVeKmS+sz/rLeaP3Vs/zpukntJE+0a3RMKcKEksJD8t4U9BIlWI7Qyf6qeCT6Pik6E+xXtYESinipTaXCfehb6jmoyCpwwIPuKnkkt0UpJ7MWlptLnFMBcjFcjrepvqVytpabmjDYQD/AJaN6/SrniXVfLU2MDYZh+9I7D+7VWC0OkaRNeTLtvJf3ManrHnr+OOa6KULLme/QwqSu+UyIbYzXIt4nWRmbG4D8zXVyhLbTykQ2qcRIPbvWRoNpw15yAuUQevqa0tYbydkZOBDHlv948mlWfNNRXQKa5Y37nO3888l6SoXagCL9BURkumGFZIx7DJqESbstkZJzUiF2IC+ldUVZWOeTuyGRXZsPMzE+9Sx2oEscYJJkYZ+lTJahTvkbp3PQVY0pDcakX6rEhxx60SdothBczSLGpkRWbAd+Kx5CiQ4Q5c8EY/rWprzY8mL1Jasq1jMl3DH/ecVnR0jc1razsbeqJ5VlZ2Y/iK5+gHP6mnPIT3GPeo7yTztZYKwAt02/ietKRIerJ+Jp0/h9RVH73oegH3pMU5jj8qbuB+tbmAbaQj6ClyKM0AJgUGjIpMjoDQAYFGB1FA5HrRj1/CgBcCkwKXBzRxQAn0pe1GOOtHAoAOTQDnpmjrS0AIaDijFFIA4xS49KTBxmjOOo+lAC0be4NJznP6UucHp19KAExnr0NAHXJ/SlC7jx19KBg8DPPJyKAExgjPHGaTacjaMAdakVo23CQOm3GHI4PtimM0ERC+a4OOpQmkMQJk+vbFOwUYFCvA5OeR+FIQoONu9D3B206SOQEEYUKeD14/xpgMADSmXOdx6jpUru8S5XI44J6UoCAbmO0YJGP5VWlCg/KpGO7dc1LAXIDZY8n5iPT3prMvA/wD1U4OoUEgDHAIXJ/H2ppBJDDbtOaBhuO4Dj346/Sng/vcDp9KiP3wuRkjhemfepVGScBTQA8tkMRxjikxhjxjtmkwWG4dCOabgjgDgHoTjFAAxOMEgYPBFLbgBuTjnjI6GkKuw4Hr17fj3p1qsedg2gN8x2kg/XNAC3QJEW7k84OOoqJ1XymIYlyeF4pftH2iZWwDjjg5/XvTblyWwTgr0AoArtjYC2QAMct900wptO3IIHUjnFSBgWIIO0+g5xSOf3pOCQOAo4/DimIh559O1NO9QCQMMfWpWcEMqxjnkEnJX8ajlUqQVPGAWDL19KQxpbCsSqHcOMjkVEy5JT8OtSZzjC55+tROx9MY56dPpQBEUUZ4U44+tO8w7eFQUMMFcuhJGRg5/P3qM4UZGN35ikMcGl5IYAdvlprPLyVZH/wCA0jEnnHPbmoyxwfX0FADmF2wBAT6YBpPLuOSWUexpd7EZxz+WajLEkZP4E0AWFaUROoEDF+pwMj6elQEPu+YqQOvzZqI5JIKLxnnPNChd3OVPTj+tIB+wnqMjrxTJI/MX50BUHIz0psjbR8rt60kU5HDKzA980APSJYlCiPavdaoTvFBOscnKtyC39a0iyYzyv1qvdQRXEeJFBA6EdRQBQdTHJuQ/IeSGOdv41E53gsoBHt0qNpGsZPLLCeI8hehFO2pJ+8tycDse31FMClOuMkiiK3f75TgetSzM24MDyOnemG4lIOe47UAPkTy14xx61CrMBkUu6SchG4J4q26kIsPyHdhdx7UxEmnQtcvvZgqKfXGTVueZbbgn5uRuJqgglslYDDR9eDgg+1RRut5cxRShlQn+Hr/+ukM3UffEGAO0jJPrWbeSxzICmDjPNWLy5hSKSOE/Ki7efp/MdKwcsGJXlaYizDHJLL5cQySK09I0C71K43sVWK3dd4c4JGc8fhVHTbgJ5sZ4aRcA4/Suz8JMj6LIjyokjyMOW5PGARWdSTirouKuyzdslxdxKjhkAzkdqpTOJH3AfKMmrUkBs5dkrIdy9VPaqV3KtvaSykfKBjH6VwKN5bHUc2twZJ3k3H5mJ4q5DdOFBEpH1qvPZrC22PnjK4756VoWdgskf7zOOg5xWrsBPGk9yi5bzEIye34UrqryswYsD0JGKspaBFzFPIqjr5i5X8wKFiIHIP5USg0tRKaexAsR7YNPEbAdDU4jX0pypjoxFZ8hfMVSgPUD8RQIUPbH0q7l+5DfUUfL3iX8OKFFrqK6e5Agnj/1VzKn/AqsJf6inBnWUejqDSZiPUOv60bY+0o+hGK1U5rqQ4RfQmOqNj9/ZQuf9jg1U1DWLaCzlljgmSYD5FJypNSeWevyn6Gg6RBqdvO948qRQLldjY+bHf1rSDc5WaREoqCumcvoj251SS71FgVt1M4B58x+360atdyXMdsm7zDtMre7Of51LJYQxWqwAYklAViOpGc1cXwrdx3lqszII5AXypyVAGcEV0RlfYwkrbm1YQva2NnZfZ5EiVS0pcAfN1JrmtbuC9tNM3/LeTgfX/61bYgksrG6cu+ZSIYgxz1PJ/Kub8TsovI7aNhtiXn61lL3qiRpHSDZlx7BzsGe1TeYwHBC+tVjuQDJppG/kn8zWxkTecPm3Nknp3re8NRlbW4n/vttH4f/AK65wIVUkjFdhpUYtNEgL45Uyt9OtZVnaJtRV5GBrcu/UZAOfLAT8e9QaYyRXwnl+5Cpc/UDj9arzM08rOTy7FjSorOpHr1q1G0OUhyvLmL1oWdGlc/PIxYmrAbnBANQptVAoPQYpc+9Mk9MOAevSkwOuKcyg9RxxSY54FaEDeho46+lAyR0xn1o/E0AHUUmBSjpzjPtSE4oAO3WjnuaO9HFAAORgjApeM8U0YHbFOGM0AIeuKKMg54Iwe9LnigAx+dJzzkZ9MUZ7Zo5pAL9eKMY4/KjGVzzRQA1d2351UN/snilBzQzKgyVkOTj5Fzil+Xgqcj3GKADHvRjjPYc0nJOQeB1oy+Pmld8dAccflQAZyOOho284PI/umgHHX1o7kdvrQADbgkYGOMYpCcFeCfXHIFBbnbg8UDggDj0xQAvybsMrKvrkZNSxxoFwoxg9MUyFFkBOQcenanXVwlsi5BJbg+3ufakMimuCu5AT8pxyO/v7VW84EfL6ZOT1+tN+4oBxg8HA/IfjSRbVbZ94jqQR8//ANepKHhx8qKPxyDj3zUxZZFCk4AGNyjv9KgjIUZYtzyAnY/5/pT43wwDgL7s3GPb1piLcMSBBuwG6dOQauRxxhezH1xVBbyBQoCv0ycH/Gpft8GQFX6jHNAFibA2nOIxwQF61VcozMcYA79OaZJejO9NxYevSo8sDyCuTzjpQAjZIO3nIwKeQpHlMxIx6fdx6fWodhkl2ZPP3R2qZVaKFn8+aQYIA5I+nrxQAQhQ7c7sEgM2OlMudhkPlyA7hkn0otfu44zinOpV1hZC7DkhcA/ge9AEIi+TcJQq8FRtIz7DPeo3hCReYHRsk/dbke9K0rNLjaXkz8w3Y+mBjmomZdobrngqBz9aYhCf3DMrMCxGUAyuPXP+NQsWztB4zhqmMTErgg7hnrUZyWB6qOBxQAhARz0YDnjofpUTElNzfNzgZPIqaVdpBRyVP97gimEFBvDD5iQADzj3pDK7ZJ+YjnuPSmNGQemAPWp3UEDCEduo4pkm0qqgYPQk96QyJl4yBmmsm0HnBpwJHUYHpSZBIJHX2pAMIk7gbSe9MP8AeAzmpT93knOcAY7Ug+9gnavc/wD1qAIPmLZYY7e1KCu3rn17VIRxnoOe9RZxyOPxoAjbDdW/OmhRnrnPansrE4IBPtTWVkGTjkcHNACMqhcgkHPY1Wmk29DUjttO4YzVSQ5JyaAKMqEuWyc+tQrvikDo2CPyP1q64/Oo3WPH3/0oAarLMMfdfuoPX6U0METBAz/e9KYyDHXpUhkDg+YMt/e9frQMaMrKrjBKnOD3qK5uGklbAwKezgL8v5VX20K/UHboKHYdCQO+DUnnFJ/kIPbJGajIojYxyq4HKnIqiS9eBvLILg8dOlQxTWwjVXjYEdWHeq880k8jO55PXFRUrXC5rW7W+WaJ+cd+1WkRoFKnOGOVxyM1mWNxFb204bHmScDIyAKPt7lfLPzLxgnqKVk1Yq7vc6PT7tnZkJJ44Pt3pmu3LrYxxgfek5z6CsdJ5bZw8D4OM4JyD71qGVdVsi0CgTR8tEx7/XuP5Vi6aTujRVLqzI9Mc3g5BHkjqf0rWEkawHB+6M1WsYjb6b80flySEkqe3+RTxH5g2diOfpXPP4mbrVDrHzJyk8czBSPmjzkH61qrkYzx9a4fVLhVvAto5VY1AJQ4ye9EGuajBjbdMw9H5rWdKUkncyjUjE75Vzn5N2Bk8dBTgkTfwEfQ1yVl4lvJJv3kMTFVJJGV4rRt/FVqSPOt5I/90g1i4TjoaqUXqb32ZSPlYj6ik+ysD1DCq0Gv6XKB/pSxn/poCtaMU8EwzFPHJ/usDTArNAwGSOR6CmmFSOnUVdLAZyTxz0qIzRvbrMQdhGRuGCPwqeUdzMkVYwxz05q5Jbvb+Ht4mZDO4ZwxzkH+EVp2NrbXmnRvNbqVlG7aw5welPu9NtblY4CzR7BlVRsfpXZTg0rnNOSbscvp1pNdalHtQOsbBjnoB61Y1vUZzqbiF2h8kGPI7+tbtnpj2DSNbzB94xtde/1Fc5dWM/2p0lZHlL/OV6ZJo+CAJ80xl27/AGeyt5HZmCmVyffp+lcXqE3n38z5/ixXV6pOFlvJh91R5ak9gB/9auL3Fjk9TzSopvVjqdhzdhzTkG3k8e5pu4ZyTSM4LVuYkrjeFUHO49fWuo16cW2l+UnG4LEv0A5rmrJfNvIRgkb14H1q94guhNfGJDmOAbf+Bd6ymnKaRtB8sGzJJG/FWbflhkkAdcVUj5cc5q4qMFHt6CtTEsE+oo3juDUILZp+T3zQM9R6EcdBRls+gpSBnrSdR7VZAYOcnBPbjpR24AxQT7UZzg44oAD9aTjpkUDkcHjNL70AIOR0z+NH1NBb1/ShWBztVl+oFAAQO/5ZpMDpSRmQu+5VCj7pDZJ/DtTyGoAQY6HrS4HTH15o47kfSgAd+QfakAmD6Gjvjv37U4HJ4U/jRwTn09KAE4ozwTke1O6jHWkwuDkNnt6CgBo5wMn8KUbR/wDXp5HqBj3pu3/Z60AJkY9M9qRvYH8aMnOB9TkU7coU4QE+vegBMN+tEZCNnaCvcHpQwypD5z71FPKINpeKeRT3iTdz6UASgf3myTzwMKB6Uqg44xz09KSOSIx7GEkcjHjzFwT+tSrG0aqzAnceSeNtIY5WCRkYA9cVRmkWa4XdHjy8HJ4JyOPqKlurlY2C713HnnP6etU48yIJHYk9Ru4/IdqQxec4JUOxzuz1x/QUNsC/KFXJyeMH6/j6UjkRRnO4IeQOrUwgMm5GZWyDzznP8vWpGSl0VMSFt2PmAHOPTHc+1OQNhGUkL0yBn8B9PWmLtU/vDtXPr09/8+lOGEb5sHA+T6df8/WgCQEknK9ONx9KVl3EHGc8j1+tIrDIG0qCT0H60gfDFQTwSDx1piJORu43HOcD365pW2gdOOg/+tUZcjBC7hnP404lsZPUcDB+6PTFMBIFLXR6kAHoOuOeKsXbkwsqSFSvDdvwqCIkZJPCYLZByOKluHC2oRlwHOPlXAPegCFG8rleMDFQ+Y+4uCFYnkHn9akPC4PfrTCgJAVW2+4Iz9fSmAiIHkYgF9vJw4yfx/wqMlpAVjjJzyAo6j1pcEHauBkfgRUciO0Ry7AMPm2Pg/jjpQAP/EWOecdDk+9MBbDNwe2c4/T6UqkFPLRCXxtDZyevWmu2QV3LjIw23HTuKQDW+6RgICclqjGzaNw5+vUVIknlycqGA6DPWojw3X5cdaAJH8oOdoYJ6MfmFRSlS2UBC4xyc0j5x8p4xjkY/wA/Wm+cnkFWjAY/x85NIYBSWAZhzQygEN07ZqMNuB3DGO3qPSm5B6dui9aAJCm7vuHP4UC2Z4vN3rsU8gsM/l1qMMCcKScjil3ZIz39qAE27Rkjikxu6ZBPB4FKGz3wT1J70OAqfeJb+lICAxLhiDwP1qMp1K5bHPT881KwIbGdvuT0phdxhlJVvagZWc/IcKM7s5zk1VdVLccfXtV0n5GUrk5yD6VAyc8D8qAKLpzjv39qgYVeeMHv+FRvCVIyMY4oApEVGRVsxc9KjZD6AUAVjkUlTMhHUU1kIzkUxEeaCKdj2pNvGaAGEDHSmlafRxQBHg0AHNSUY70ANycAZOByB6VZguHjlWaFzHOvQjo3+fSoMUY5oA6Wyvo71emyUcsmePw9qkvLkWlhO/8AGRhfqa5tJXEiuh2OvQr3rUlb+2LPy42EdzF8xizw/uKwlS965tGppYwu1FKfpSV0GBPaSmKRuQA6lTUbnc5weKZSVPLrcq+lhx5GM5qSG4eEgxnaR6VF+NGadkxJtGzbeJL2GMoZXbj5Du5U/wBa0bPxDPdwTJeh5o+FLJhSpP8AOuUzxU9pKY5hzgNWc6aaLjN31PTbXxZYiGMSRSwrjaDjI4+laMGtabcsGS8TPo3FeZS6okyRxnbGI+pA+8fU1YjjD2T3RYeWpCg+ppc0kVaLPT/tY2SSMFESKWLBgcgfSuW00TuLi/u2Zd+6cREY2jsT7nisG0Zo7aedbgxtFjCrJgnPoO9THV2htfJnmbFywDMeSfXmlKXMkmhqPLqmU9bmMVgsZPzScsPrya58Y9K0Ncn8282/3Rk/U/8A1sVnAge9aU1ZGc3didTxTkXJoBA60oJJz2qyCzGzQtujOGTGD71AykjB6k5PvU6ZEbs3XPNRjnn1oAbHHzxVocGo1FWGwWztC57DoKQxoY+tGT3NGB2pSO9AHqbLx1xxTQOPUVIemPpTCc+1aEDcA0hHNOOTkcU3JzjHNAC4opN2en0oxxjP5UAKf880hx1xQvC884pcEnIFAByM8fjSbuxxS/UZNBO0Aj8aAFA6EZIoyASQKN+RycUik7s9D/OkA4EkigYBPFLkE45H6U1lPQEH0yaAFJGP8DSbeAdtP2kEDgkU1UK7i3zc8Y9KAGB+mRjPTNOJx1yPY0HJOcHr3pQnP+J4oAOD0OCe5FNIOflOPwp7jYpOV4HQnH60jMDHxycdAcfrQAwKRxyB/dz3pFKKwbcVDHnklT9BQilCoAcgj7zNux7VI5wu3HJ6Ec80APSGI3AkVuQMDjGPalvLhY49xUso7AUkW7dxnpziq9xLG7+W7Y3jIwuSPfn+lIZTkRbkl5ISBn5V35LD+lJIVLRkpgFumeFqYFcELlVxgA9R71GyDJhAUKOgByc9qkobJbxyz5YBnHI3DOB1Bz/nrT5MywiRMCRDjPShnkdAwGXXjj8yacHCgvgMhGCvbNAAF8tERY/MSQjILY/AE9qe4Qp5RUEqDh93Q+3vTwA6MoUsigDLL+oz/nilS3VSpO0qhwAef8//AF6AK2FKEyLklQ2SeAKe37tmUgBgdwJPHNDIg5yz9Vbjj6f0pV8xv4WDPH068jv9P8KAAoGOcHJIUsD/ACoMfzcAswz05x65pQyM2TkIw3fL1x/nn8aeq7A7KXO1uijgg+vrQAtmglVmM6BkfoGyce/v6UxmVrnam8hBjLE8+2DUkMKylTlthJUqF/mfSqsUskksu/I+fuMfp2piJyMyLyy++OlDKrYzubHHzNjipcLJETIXbb/CtME0MSlUiZpTjhxnHoc9uKAK4BR8htxxjk5NRPGy5w2QRux6ZqUyb0KkFuDgDrk/0pjHLgs3+8SO/wBOtMCNRxw2CB6fpUZDspBbGO3rUxHBGFbHfPX6UzA34IbK5HXkUgKzBgvr79/xpmT69+p7VZPy7/foRxj3ojWFlzMzqSeqrmgCqCWYdFGcjHaomGMqAB+NW51TzDsYsOo3AAn8KZ8pH3Og56HrSAglmlljSKRgUj6diAaaqnH3eOxqdkAY4wR64xUZwMc/Kc/KegoGVjuBJ4wODipQdnLLvOPoDQEHzYx17c0pXkZ4x+lICHYSCQRjPbmlRGdlCBsk/KMdakIAJP8AXNGACMnIx1oAgljdZCkgKsp5DdqYz8n5Ac/e4wPap3UEktn3JNR+Xt+bg4P1pDIXYOSz4yTyf61HIAGPPGcCp2jJJA/AYqMxe3PvQMqnAJHNRnpkVdYEJtKA85BI6VA6sR8i4I6gDrQBXJyPujio2C54HFTNGB1yF9h0qBhzwSQOOe9AiNgv1qM464zUpjY87SFOQCemf8aiYEjPH0FMCM8dCc1GRUpHfNMP6UARminEc8UgAyMjI70xCYyaMU6QJ5h8oME7bjk0gFACc0c04Cl2mgBn4UK7KwZCVYdCOtPK5pNntQAw03Ap+2kKmgBmMUYpxBoIIpiG80lOo60ANxSYqTFJtoAZShmC4DHB7Zp22grgUAKlxJGeHINE1xLPt82TdtGF9qj2Um00WW47sUkk5JyaVevK5FNwaOfSgQuzJ9KmiEZYBjliagB9aehAOME0ATMwZDzgM3SlFIqEnJFShfahgOTOOlPDHuKUAAUuKRQZHcUZFHal+ooEepEkjJH/ANam7zjk5z0pSSD6004JycjnIrQgG4HX8qQHOPen5TjmgkDtQBGMntjmnhTntjPNNZz3x14pN3XnpQA8g9qTODimFy23cSQORzShsDOcCkApAbtwPSgDPtikYBhg9DxxRgCmApXgZ/SlZgADyfbFJv8AU59sUmSMEjrSAPMZQcHr3pSxB2njvTckHpjHSlTAXjdj3oAZIJWxsdQc5O4bsj+lPQNtBfG7vt4BoDY4xgUm8jGB265oAezlFyqliD90dadLl1wjlCf4kOCKgDBcZ698U8OM9Dkde1ADym8hS2fTJ60h3Iw2rk+uMgfWjzQQSqng4/D1FRvsZlUltx+YYJ5A/nQBM0shUoQCM5yBgD2oVckbgMdRjmoYtssjGOfeoODheP8A69WHdIosAZc8hQOTQMh1O8FnaHacSOML7e5rOsAyWYLMysxJOT/KluN9zu+1DES4dVYbdx5+VSec1KiKkSKFZUB+cnnHsf5VIxBJuC7Mkv03HqB70xMjG1sMeQrgdO596bOhEYLncrH7q9Vx0+lSAbiynEhxjOMAew9aAJEDcMqg7jxjufenIoDnduKjOA3X06fnUfBMgDgFRglR19h/jT4oCXJ+Ub//AB0dh79KAJ1SP5McDnHb8vSnkK8RXYgyeRThHxvyMDqo/ho/h6DceB6UgIZA4TIbMe/IOeh9v1qO4kC7pPmK54B6jPH8ulSZIRg6EKODu6dO1QTSIkjOp34GFUgnBGPyoGEaR52sDk/wqMkg+v6VK8iW8KDOSW2MQM8D29KpxyOrlMB5pDtJI+4c1NIWECrEC/lsoDds96QDZ3jlnjKzKDGCQNxCOfQj+hot02RrgEA8n15pjBmtJHU7NqbQHH3snjn2/rVm2DeUAemOc9jVCHT3GI1SNVy3JOefwFVCW34Ud+AvY+1TTArCxKKHY43dWx7elVwW6blYjIGR0oAmklJUMpJx93jB/OmxiS4chFJduoz379aDcPHuMLIrdjIucf4Uw72G8hdz/wDPJSv9aAJXlZCFR94VQGVlGAfSq+8uzNIAFwQB/wDWoAAUYwoHQUrEj52B45zjp6UARjO0dz0qS2kEEx3Rq4PGG7D2qN0xkMpHoCMYpGx/ujtj+dADZW82QvsVR/Cqnge1RuBjBGPapGHzldwYeo6H0oO45Yen4f8A66AI3/1Q5bfjBHQD/GmAHaRjGeop4BIxxjsM/wCeKQqQASpAIBz/AFpDG4JY/KD2zjBpApGdynoMYqQhQ5AfKnqT0Apjc5DHPP8ADQA2QlyMjsAPwqMqAO27PrUr4bk4+o6UBMt14z3pDRFtYliSM96TawHOBnvipQAMDk+3rQeFByMZPGelIZC6naNpOMDvUZh4wynj3qdupOcHHOKZjrkZz0pDK8sYK9Gxj16ewqJoz/CM5GeP6VaOAMHg+tROQN2D8vtRcCjICCOagIBPA5JxVuUDPzEdOuP0quV7Z69/WgRXIOSOmKjZecAcVZYc9OKjwc5x9KYEBTA9T3phUelW4oUkkCySLEp/iIJoYskL26uGjdwxx0JHT3piKe0jkU3y2KltpwOp7CrDIRij5grICcHkjsaAKpTmjZzVjyye1J5dAEAQ9qcF55qbZzwKXbnrmgYghbyw+MjOM5ppjqdYwACRinbTk4pAVTHTTHVwoRSbMgcUxFIx469KaY+elXfLBB7Yppj4xRcClspCvPSrhi5yRx+VMMWASaYFXBFA4qcoRTTGc+lAhgA70pHal2+tAU9KAEC5FBj5p6jjPSnhM9T1oAg8ujyuOlWSnPX8RShSMd6AKvle1PWL2qfaPxpyoM0BYiAK9DinqT0ODUmylVcelIdhAB7il257j8acQSoUnhegpoUk4HOaADbS475pR1xinBdwpgelMSRx379aRQRknk4xSZ6dqfkNweeOfStDMYTx0P4UnJ528deTz+VOYjHAP4GkByemPb0oAQngD9aTG4ZyCenSnnAGO5oz0BOeOlADVBIxijHQ8HFDEdQCPrSHIA2gn2z1oAdg4wW/D0pp5z3FKASOegpc+uCfagBoBJzj2p2WHfmkB56UrHPf8KQDVjKIoyXA7s3NKw6nnGOBS4HTIpoGGPOe30oAaSqPk56cjP8ASlycAqvGemelAGScY47+tIcL8x6gHpQArAjp+lISQN3zAYwTTSz8YA25yxIJIHoKcsZwGzuLddvp2oAUDeQFySfTnPvTjGEdVDeZu6Be3uai+0xwzAOdsuRtBBwT6cU8ZQkoEBx0C4Oe/wCFAy/BCEjOOvvVLUGjdXjfaAoGWBAbr2z/AJNWN4hi3M5IA5/wrMkleW4Ex5DDlZIwVUD071IxtsYIHabbHNv+YEjvSyyvcMTIscWznKg8/X1FIZcAbVVeMjAA/SmMQkxQZUH5iTzj3oAf5ZjOQCr9Gz3Wl+ULuEgx1Py5yPb0qPbsdly2COhOefpUpQ8D5fUbRjPpQBJ5qbgo5zzz/Dx2HrVtSqBcfIxOM9hWekxCmNmbIPRhzUnnOXB+XKngAdfx/WgC/kpnL7geWyOBQ0cbxERSjB5Oe9UVuJRwScN+ppzTzJIzZG3GMY4z/wDroESShwNoZ3B5ypAA9aq4xu2qiyv1JPCn/wCvSyXDsuxsbmHJA6+351AS/lqXUnbwV7CgYrlssofoud2Oc+x+pqWYmGAjBjEnRf4umMfXnNQ5ZRk/wggbjwoNTSxoskTK6TKq/IhkKg49D69aQwmDR7LczpOJGG9GGcADnntU8ahVbj6Gs6FoxdExqwhB+6eg78Dv6VqEBbXdtOT2JximIjvowVWRQdiryy4yT9KqRqpRlMnlyf7XIP0I/kakkLqNokxGeQF43Z9fWq5OAyow3HswOP8A69MCQKrKzFgc/Lg8nFODBGLoCpI47HFO8lFi3CZFdcjZnkfSo1jEhUCURrn5sjqPagBPmiQnz0SQjbu4yPqO1MhkvITk37tu9Y14P5U52Cu2GV1PAJHFByoychW7n8qQCzzSSYMrs+3mon5fJ79/6044bAyDt9B1oQFgSuPlHT6deKAI9oI6DGM56/hmm5w25T8wHJHXNPwwYDJGOoHWm84XPrx2zQAzPB9zz9fam/xAk8EdBUiFSOc9PoaQOA4baueMcd6QEe3LYHGemDxRtxnB4/WnuBhiPXpikHTBJJ9+v1oGJjccBiD6DtTQDkYyPQdxTyTwQMn2phbPfg9c0AKQuCcE+vtTcA5BwPX0pxJUkEkAU0gDOOtSMTbkjHamkYyQCo9M8UufU4pXbzMOihVHykL6+uD2pFEJAJ549aiYAghiRx+tSscEnjGeOKhOedoPy55HPFICtInzcjn34qEr83Tr2q9FbT3KnyY3cLwcdvzqDaOp6imIg8ssQACSajkhdPvDH1q4pdBuUgk9OKZ5r5BdFcjuRS1HoVVZ9nl7yEJzjtTPKYc44U4J9KsON7DAx9aQoEwDypP03VQiuF7Y6mjZn7o/Opdg7n6UbR1oAgwVYFDg0pX0qXbnkHmnBTnnBH8qAK+z1pdvFTFeaUAAk43HtSAixkU4AdefwqTaccjgenagjJHtxQA0qcDuPX0pVQEHcCcc8U8DJAB70pHfOSOvtQMgCktkAk00rngmrWG4IpjRjr6/pTEViuMcc0iqAfmXPtUzIc5HSgo3HB+tAEMkaFvkGM9qYYuenPTFWdoIxjketNKcdR1oAqtFjgg00xYHHerjJgZBGSOlN24PA4piKoXHvT9nGcYPbmp9gKkFT6Zo2cYoAg2jtTgh7mpNpz0/Om7T60AIFz2OO1PVc+lOHP3iSBTuNvBzSAaYyozvVh7U0Lk9hTsY5BPP4UAEds0xisu04Pb0ppXnj8KcPzpc5FAhm3A4OTSAD1/Onjk46UYyT/jQB6OcA5z/APXpABt4JPpS7COM9RRhcferUzG8EYBzjvR1HTHt7U48Ac0ZwDigBAoOAR070uwAjnGO1AcnpjHrTcliM8j+dAAVBGMikyCMBen60qlSOD+JpcrwMcnpxQBGWHHA/n+dKHHXB64pXwBxtDZ79zS7CBnOSfXpQAZG3Gffmk3DaTgk46AfypyKeRzzzk0L0wev1pARb4zKE80byPug8j8KcyhSx24z1yOtJtjWRnEYEjYXfjk/U+lOK5GAe2KAGdVwBgDsox+VAyABjB/lTiARtOWzye1AGHOGAyORQA1yVG4KHYcgZwTQpOCu7djJBzj8OKUKM7uMHv2/CmqGkYHABByew+goAcCVX5iAo+83fHenySKg3vF8oGNq9/r71IkaoQeOOlNuiTt2mRQh57A5/wDrUhkFxLJIrmNMIABu9c9ffPvUMrqsOP8Almvyk5x9OtOWUpuCneR0Gc4/H+tM2CWMgICQxwzNwT3z/n0pDItoMMe1WCgHHqfp7U6Ultp3Lj1Xrx1x6/1oKr5bgrnIOR3X0/E0m0vCigEFR26CgBSQxDqoAz1PYemKdtUTBsnOfmHTP19qRQ4h3F/4cZY/oKHTgEbgdu4g9CPekA9EzNIyfMMD+Xamh/k4UtgdDxgU95NuCenY44P0pQuCSTk/y9KYCqCpRSOTycHOR/nikRF27wNxzzjP/wCrFC4DhpSOBjCn+dNICqEUtj03cn3oEBhRAwDYLHoOo/H096SVSX5K5Rucf59KVwSAShUjH5+lBxsYLg7T94c4oGNBZWHlDf8AMONucg8fyq3dx2tnE/moHDDo4HJ+tRoGXGyNiVbc0g/g4/Wor26glEKMFfL5OBljkdvfNAFaCP5cqu3cc49B2rSt8Skib5lHqOKrx+WpwCFwON3H5VKZPIt2YpyeACT1NAiGSByZXDeYgP3TwFX2qMlIYo5WAZi2McHHtT4g91GUJkZV6f3aaIGyQUIHPG39M0xkRIlOQWyp746n6U8gdQ3yjoRzTCCCx3M2cYAOAvH9adI8jsCzl/lwMjGPypAJkgFSxVTzjqGpApJxjce1IV3KoG0nP3fT3oLK4ZcEY6896ACTy9iBNxJ+/wBgD6D3olSWNBJxtbj7wP4U3OcDGfXPfPSmnl1Ugbh3PXP+FACkDfgk4Bx15H1okUI5UNu6AkdKRsM3v069KbglAeDj86AGEZIJ7HvS5yQOvv0/H61IvywKPMBV2OYwOcD1NRjO0bj14B9qAGgAHPoME9xRtUnAIwORmj5ue+eo9aArEZIUgDk57+lIB0ThXy0aSAZ4bp+lNdmds569R2oUBtu87R7ckcdDTeNwBwpPryB70DEK8YA7YHt9aRu3qB+dOJPX0/zmmknA4zz1qRiEA7h0ZfX+lNYk4CnOB0FKepA/l+tM7YGc/TNIoZIRwQWyo7gfpUL8E4J9qkY53AZzjgU3IJOQMe30oAYxOCuDkdQR0qMhunG3tzUmCzEknnnOeaZj1x74piGEcAnik27RnHFPK7+SQOPWkPcEnI754/KkBERn+HHpRtwSDUhIxk/gKR+uMYoAjwCo45GcnuaPJbbk7QfQnk08AAE9SPWkAyc457YoARIlKnsRjqOP/rUm0A9ak6jHXPf0pFXcMnHp+NMCMgY44HrRtHXHSpT6GkC8H9AO9IBoTik2VLgAe9KygMdpyM8HGKQyIAAdRSlBgE5/KpQMZI4NJg5yc/WgBm3qD27UhAIPcetSAKCMqSO4zRtzkDp2pgRMoI78dc03ac4IPpU+0c9eaaUIPGfegCErnnBJ75PSm7OoHYVMUPGASDyaQbhx0xTEQ7euASR+lKFUgkkqfSpCDjk0hwy455oAY8WBnIOemeKR02qBjGRwetOI75z70uMlhxnrkUARlMr0OO/1puwDovbnNTbSV68ZwPpSOxHBySOzdcUxEQUEen1pWTCg9fpUhUEZwDgelAXIHNAxmSy7WJIFKsRkH7sFj1/Cl7g9cd6OhGO9AgNuygnGD9aYeD9af8pzgYH1oyBkYyT60XAYAc8EHFLtA5Iyaft+XOMAdaAGH3TzQB6Cz9Ohpm4k8dewzSNzuBOcDsKcPlAwOvr1rUzGtk9yO+fSk5P3nxSkZ7/pRtUc5JPagA6YJxgc0xhkA4GO3pT8AMeRmjACgDHH50AIpIXaRgDjAoy2ce1KW46Y/rSZ+Ugg49+9AAozgkZ579qfnqQeDUe7PK9+lIxC5Zs4A6UAKQd+Sc8dO1NQyb/4duOPU/WnA7wMHpz7UBlcYyCpBB9/pQA7cEBLuI0Hc8ZpVPIJO72FIAAi+gGOaRssB83T04pAOeTbtG5QScDJ6+31pkkskJASJJd/B8xtoA9elQzyvtXy4TK24cZ+771JE8zx/OqB+pVs8DP6n2oGOFzdTuFe1gSLk7g+Tn6VPGoHJ+Y+tMUIFBkIA65PAH1pzSx7N8bxyAnGAwOaQBIV3gK4WQH7uCc+xx2qqygTMPMKs5+be5IB7/SpHZkXcroTIvyn+7756YFVZp2XasMUc0hYAuWKqPb3pMY54yP3XmLI7/NlSCG/+t1pFCyblYqeeMDr7D+tJGQJ9g6N1UADcew+nenSOY5MsNu37xHAUd2FIZGGwX243A4I69OpPp6VPKY2JSONlAwASwIP0FRxgeYGUMVbgL6ntn19aSZFSU+cwRF4JJ9Op/GgAQDb5echP746D0HvUsbkHGW38rwOMDvnvTWifzkDBdxXfx0z2OBSHnY0eSAB8oxyPWgQMvVFXc27cGY42/59KUlQpCp8uPmyMEe9KquVf+6D6dTThkOHIP8AwI8/lTAbjL4Jy4HJ9fxpQhdSwO3AzgnAz04pyrlTgYydpz1P0prFdjOT052Hqvp9aBDVXy+Fkc88c9c0mNpy2Tzn6Yp+7aSo+jAjPJpIwrSAq+1Bgc+v40DJS0pgQWqIWVd+8uRz7r3qglzNPqAmEzERgpuAA3Z68elaLvcrFIrTI0f3vMYYIPpjofpVC0hMaMzqQ7Hcw9D6UAXIkUgFnUFjxzyfwqzdRLvVmYqQpZj1AqOMoFXK8jg+pPpRezum2OOQKByzhc7fbHcUAQOlwVJikRUY4dZMbRjpgcYPtVqGBWZvOmZnYAGNWwOPp0qhPbQPtl/1jjCkb8/jjt+VRMZY4ClvItszfeKLnOD796AL1xaKynygFKjO0Hr9aoEkKp2g4JAB6AVXkt5ZHLzXNw7kckHbu/Kp1BVARyFBIDHOKAEOPLO0AkcDPGalimmhRhEyLu6HywSD9ajhkkMYXIVWGSo6fn3FDgdCcnnAU9fce1MBoDOuARnOTnnNJ918lSxweCaXp909Bx7nFNOF24OAST0z+FIAT5n+YBs9RnANMYZPI3D1p5GRtzzmmsATwwJPQetAAArJgcFgCeuD/wDWoLBVVidxI+bkGmMcAnJUbsMM8L9aApZgowCx456n60APLbzksTjvjnFI+0jGOR3XikbcjmNsNtbLJnv+FNQqUO7O/PyjGQfxpDEBA3fJk9+afuYp5e4mPqOOhpsaljhR8wHTpkU1PnUHBG7jA7GgCVYy3KtxjnIqNkKBdwOAeGFICQxIx7+9OV22MMs2eMevvSGRcbe24dh2pjLzjHbp61IMPhiQVPemyBt+W/iGcnkfWlYZEQBweT2z796iYccHpU0gJLBVAAHTsajkDdgcYAA/+vQK40QyO22NSzAZKgZwBUcgJKk8D34z71KN+MbiuPw/CkO8SfMoGPujHA/+tQMrtuPfNJgcZ/HHen4K8cnPqaBndlxlcYwTQITaAPfv7UbT0PIHp60rZx93BHXNRsSHwAR+NAxWBLEE9O+KlEQeIuZI49g+6T8zfQVECV/rnvQGIXr9KADG0/7JpCF6AnnrilBPAyOOeaceBuwOaAGYJ4PYYpyoePfrjtSqQD255zil4xnNIYAKR3z2zSqoxgtgduKXGTjjHvRjJOAOO3pSGN2jvTsYxxilUEjrS8Yz1/CgBrfNwR9KTp0NSAEnBFGAAcnp2oAZjPPegZz6/jTsH86XaMen1piIyBkHGM00oPQf41NgkU0qe46UySHYAOnGKZs+nrVjC5+YNt744NQkZGMg0DEKsVYgjA4NRFf/ANVTMmFySA+fukc49c0jIFBOeT0xQBFtB/ixj1oDEEFgGIOeeaXGRkkUduOaYiQRsYvMZG8pshXxgFvSoivbr2pxyUUFicdBngUjdfp2oAF8sg7iQ2PlwOp/pTOM4JxUnyuvTB9RSlXTt2oAjI707aM5weaRchs+ox9aXcWGPTgUAN28cHIpeex4obgcE+9JhSOSfzxQB3jhuOuCOP8APahAWKlQMEdfSgrxySDx0oIOeTtH+elamQpOAdwwPbvQcquTwKbJs6b35460gcLnc3T17UDJOpOWPPXimZGcgDPcmm5/u8gdccZqKSZYpkRlb94MAKMgfU0ATnBJyCBnHNDY645NNDALt4NISR0P0wKAHdOMqPpQX+UkHn3pm4IV3I8m7/nnjj65pqyqHKmGXae+QKQDozMY8OEVz154pqzMsvlLDiNRgSgjH0A60M7LIqlPlxkvxx7YpzAqvH5YpgLuwDkkgDsMmnZ2k4yp+gNJkYxnJz69qA7MzAk8D6D/APXQAhcx8RoHLsAcYB+uTU0MYC4A4znnmmbCWVwzMuPlB7H/ABqyi468UhikLtIKjHfPSqHmeUzvGVVDlTHjqe9S3UwP7sRI4zlmkPC/h61DBbyvG9yybnGdu052/wD16ljHFmZAm1Ek4OMYNNAcTqGj2vjhG7+5+tI/mNDIoGFcBW2nof50yRIIViJDBVxgAfMff8aACZzH+93hCc4duMDpx/SnuS7Jv5IAZQSScdgf50XXzsGOdw5AYY2HsMCkKIIQFlLsM/MUxn1Iz+VIYSl4fnVsyf3l7nufp2qRVa4KPJEyg8lM/L9D61GjlkDiJi/Zc9AeB/jirccapGFdyVYbTnqzd+KAIGs4QoMZIK5GQMlsd8U57aNZliPLAbskflipw6owKp8oAUYIyAKFMcEm8xEs/GeAM0xDHE6MG8/zI1/5ZqvX0yaRrdZGaZWVBjBDEk9PepEcv8xCnLHOD8qjtSmPhmOFAGCc9CetAFZoyUWMKuxR1PVj9O31o3PGx+6ML69PxpblljddswaLqCOcComZmjUPycduo96AHBt8TFlyfvISaQoW2Acuedg/i9aFUTMxLAFOSAcH2H51bMQgWWTHYbgACw9f/wBVAFa/cxwi1QqsecA88e31zSRJtwN3bmm3jI96gVhIyrlz3XPTjtTlORnJIAxQBZRITHIZEJ44HQn6VRc7vvL94D5T2/xq79pjhg+5KQOWZRnA/GqDXE7E9ArEAL0OO2SetADQpgnd49pVfu7F5x6n3606VyxJb8ye1M3NNxHIqEDPzoTwOucdRSJkW6iU5fOSdvXPTj0xTAcigEjJUDt700jOM9OQQaccs0nz7tzZVcABfpTCWYEAAL2YdffNAEiBI2JlU7ADwhA57VHjnnAH8IHUUrHHRWHoPWkyQBnBB5zjHP0oAaeS5LHkYwegolKopeQ7Txknge1KoxJkknI+6eg96ayDgOuep9c+9IBG6qxBDHk57mmlRgs0ZKsOCP05qZkC4246c5OQ1RhQOAcDOeB0oAayqxJUHgY69qZjaVGT9TT8nnHHGSB/nmklLAZRQzYzgnrQA0ogUAA47cUALgAcgdacm7aCSAcc4NN9zww7UhgQoIJyST0/+vSDGCcE7uPwpWBGDkfTNJ1PzHgfnQA4o2NzoMMMjngim4bd8vXjGB1NIQM54OOeaQZ2k8DB6nigBxxFxhiw6g9RUQO59q88demO9TwW8t0+yCMlgMnHb86jkhaImN0KuOCD/SkMY+HIOeF9Rg1EeQVJx9P4fapSqleDwCQeQfzphACYLYONpPpQIjYlioY57YPFJhTwC2cYABp+GUMCRt6gHtTCuCMZyev0oGNwpHAw9M285IzipihWMHJ4PHsKjK4+7zj8qAGuFHQls8kn1qMADoOR0zU/zZOPz9vSm/dBB/i7DtSAh2gjOQB6+lGxcZDcj24qVl68+1IEZgwHQdaBkXfnaB6Uc9cCpBH32nn0FKF2k7Wz64FICMZIHAHvinBTjJOT6U8KRx/OnYULyxH4UDGDpjH1pcAnPanAEsepoyBjIzRYAwOo60oXIJ9O9AGSc9qDyfoOtFguJ2GOSelLj6H9KXnOB3xj3o4HBHekAhA6Ypc5BBHFKehOeMU3IAJJxTAX3HIHrTcHd2A70A8nPYZwO9ByM4I9KZI3I5x2/WmMBgADHvQ0gUfOSoBxnGaCPk3DjPPNACCFzkqvTrzz+VRlCBgtxnuKdsOCfmO3uB0p/nEAgjJOOoz9aYyHYcDB5647UEF2LNwzHPSrDiMnKfLkDIHT6VGAM8/THagRFtB4Ipp6kCn8YOcl/pUiEBWUjLHp2x/jQMgxjqR+FByBtJPqfUVK6Bs5GD6U3AxjAJNAiMc4x19aVfQZ+lPIKsdq5GPzo7kkf/WoAZ0yM4B9OlAXI65FSbeCeAPapMLn7+eOu3H4YoA7MBjwMcnHNMO7q3PsKUrngEYIo9dxGehA5rUzGlRgDccY9OacrMvzEhuOD3qMMqc5+b1GaGIJx2PoMUAOkfP3uO2aTdk9OeuT2phHIJJAHYLilx2OQB6d6AFBI+6FDdclc5pTuxliGYnnAxikyBwP1pcg846e9IBixrGmxOFznA5NKMhsY475pCRxzjA4Peg7CAMc9sUwHHBOAOOo4pC4bGcZHBKjAzUbAk7uSvQjNSAK54Hb6CgAUsxzkKM4w3+FN3vE4XyyyY++ueT6YqNr613+U0d7kcEqmVb8ewqVc8HsOntSAsxHgNgqfQ9aWfmJ1D+XjgtjOP8A69NeUQxM/ZRk89fYe9U1leUq6lgv3lIODn3pDQgaOV0j2O0keSxPAb0x65pHeZ2ciUopGDgGnyF3kVMk5BwPanxTvH5kYyhlXpu6f7ueDikMgmTascYHPAC45J9/c1M0gLeccOqNt3f32PUjPpTIwqKquZAB0IG5setIpWZUaKKSOIHbukxhhn9PegBZGR0QI6gKMhccj3OfWlTY8TMOqnazdeey1IiOUfYof5uc8j2H0qJi6BtoVecDavQnqfelYCa2VRGcbckk5IyT6mliwZCzlTGCBtA5B9fxqWOCb78iFV6BSOg/DuauW8TNIWkTCj7uRg0wENsHLOH5bB4OMVVYbl+WQlmU/Kr5H+fetEwruLeueMetR/Z3A+WTa3HzbBzQBX+zeTGJF3BmA3DOeaVYRLkKd6n5GKjhausjFQA+G7nHWsy+E0DFgpEbDDsG4P8A9egCmxDyNHBGyquAFZh2PXFRo+UZS53q2B/XmiSP5wWj+cHGSRx7ZpwLD5SE3f3f50ATR+YqOWmZNxyq46Ej2/rUz7LdY03hBtx5LHKyMfemQ3SLLITGA0RXgAjr0579+KlldLuGROYZdw3ov3g3bPt05oAqbz9sk+ZWO1T8uDs4+7n/ABqUKAyqAeoHHf2FNS3EUbFOCr4Yuw/X0qxEkYnjYvhVHzFiBj060AQXfkTlWlRA8fA3nluP5fzqkimIETMck567uvvVi4e3LO6NJIF4EiLgE5+7702NXdDEqfOBl2UnI96AHKzmHbnauSRgcg1AUOw7mR26Er604Y3LvkfOBlm5Off1pFG0sFxgnBAAwaYCgKFPHHv2pWwNoKqGIycdPwpXlG1kVztY8Dpn8KjBLNknqcgn1oAOrZI6daRuMHnPbPenMDtJcAjp1/pQ6MqgvGQuMLQBG5VE8xiNufwp+794QoA4BAHT/wCtSYZpNucO2FGOD+Ap2xklKyR5fuuMY/KkAhL43HgtzihbeRvuROeCcAdvWmFc5LZLfxHufwp+ZEIbey7hwwPJoAiHzfLyW6cCm8sDkZI4xQzMBuQIcAdWwfTIofaiK2RnGMZoARFHI25xzz7Um0lMZyT3/wDrU9ihVMY3DqQ3NRmVMsQpGenB9P1pDA4ycAjPbrSoy7trMUQc8Ddj8O9I77MZBJ9B0pVZnib92ylfmGejflQA1lUJ833ieBj+tIB2Axzk4PT/AOtTtkxiMm3Ix8xJ60hkUJ9zJ7EdCaV0A4FomWSAtG54+U4Ipt1NNcODJI74xgE9PemO0hGW2A4yBk5oiRo18yTeGY/dC0XAZsHRsHjBPc/lQIwq4LAnpg/zpACVI3ZctkgDkn1pxRJpfmkCNgDcx49qAGmNvbdnGD600jYGUg8HlhSsqqhMm7eMbcHOB/WkWONiQGPIPPUk/wBKBh+7C5EoJB+ZemRSB42U4b0wVP8AOnvbxqzBQGxj5lORTgsZPyquT94Y6f8A66AIwYmJOeACQQP1xTfMCqgeIYIPzEdT7euKcy+WxQDHPOKdIoKKo5VTkfWpuVykYZW3Eksw5PH+cUxTGSCoP07A0hKKMcjuxpc/KdxOcgjtg0yRAy7SO+eTThg8n5c9D0pm/axO0MfRuaXO8/Kv4dzQMcGIyxU/MOaQH5sKM844peAuXGCT0BpuXyAyn8upouFhfmYYxnb6noaQht3uOOPWkA5559eetLnAwTyfXtSuA4Fse36UhKn5iCMClzkcEcDrikY9CTz6UXHYTIx345FKqDcRgcDPXIpMAvtDAd8nilz8uCeB6UCHH7wAOP0FMIG7B2kjjIORStgcLnHpnmhtxJJbB69KAD5OAPmz6H/P5UjDYcNgEeoxS4XqqAMew7mhkaOTZIGRl4YEcimIYWIGTzmmltuDnj+RpxY84bI/lTGxnbjDdTg5B9qBi+csUmYnKjPGep/ChiHCs3f16Zpu0sQAu4n2zj2oyACVxlhjB7UANx8x4HHoaQKxXJIweRz1puMArnOaaBnPPXp70wHFncBc5VTwD2zQOGwTj19aX+EknkenSkUB2UHB47Hk/wCFIA3Ejduzk8jHSnOVABHIPPPXHvTMFW4HA6//AF6CFZl2nr1zQApDctk47ntmnBwWBGPQZ5ppcqAv8HUDPH41F8w7fjTETE7TtwGVjxxg/wD6qRVDOcbtoH1qIEl+mMd6kVvlJIJbOMg0Adq7pjjcPXNR7hwN232WkZiDj06k00Fm46Dv0rUzHuwJ2luO9JkYG45yOg6imgMRnnn0GaVVkP8ACfyoAX5QO59yeKaOxZ2/DqaGjmIAVRnP8Q7VJ5b5IPfjA7UANLgqAUC+5PJpCN+Rk5+lSrE2fmwfTnGKXyjkHdz7mgCAgZxyB3NMkkCDcyuy9yozU5i4JJHHpSCNM/f2kdOpwaQEFrOt05UDy3XrG5G4++KnNtIqsNsjHOSDyR/9aoZLe1aaIPE8koLFWA4XPUk1Yjs7j7N5UF3MkfYZzj+uKBjVTeQMY3DnAzipHjESEhPuj1wW/DtVjyWtUjCx72z9/OP/ANdMkjhnO+6cIsbZJYhQT/XFICoXEkO0IZJg3zxHnb6Zxx+tIsb/ADeYB5h5bHb8Owp8QtHGy0dpomJLFSNue39al3xlxhy3AJJHJ+tAystqjZk2NkYORzmh0Mj+ZK2NpyD2/CrisqnAJK9QASB/n2pULKuc45yc9TQIjeJGQZjwScE5yKWMLGcNGpX+43r7U8PjIU5z7daGz91hyKAFCq6qoQoeuCcge5qxbQgBWAwQ3U859cVWA6kcd6miuD91mYADtigC7u+fHWlXOOetMZfMTAdhx1HWgLiPG5ifU9aQxwYFiM5xQx2gsegFNRfLXDNux1JpFVScMdw+8M80ABZmIxgL39cVm35aa62BkZFGQhPU+n41cuSzxsVLKIzncD/nis37RhhJDLsVj90qDu/2unFAEEoKPHEjKspH3SMkn1J6UjEC3lkYSZ3YwCG59T/SrEji4+Rj8g/hZR19qXJj2m3GB0Bz265wO9AEsQt0tDcIk8pXgIW5Jz70kdvCmnHLs6sDgkbnXPVc9TUQvPIQebE7Mp+bgnAI7dcGmWjw75HVppo2JG3PyKM/ex60AJBHFFwYpGB+Vu4f0I75q3Li7t0jMJETrzkA8dh161ahQ+See/Hpj2qtc3CW8QjSZfNPOHUE49MUAU2SZ3WOTcBEuM7dxPvxTmubCz3GWYPKOy8seP7o6Ugu7pAJFyOfmwAA2PQUi3VtFHPNdRCTPcLl8+nqaAIonhuypSJoQy/dJBOD/I0/yxuyrblBxnI4xUUQWVciGWCJeCrOCwHt61J5kjlBk/Me3Ax9KAGAyL5u2FGlX7jONytn+RqQT20ybZU+zXZwfLQZznv/AJ6VHlZCVLZ2nnBx+nWmkjDZzkc0ACxhflHKnueQD/Wnsyr5kYwrBuJB0b3x2NRkFXXDKG7EDpSxjHGwOVP3UzkD1BoAkUMNsiqcocK/BBb1NRi4uFuBLHKEl/2l4fHY0SKyH5VI68EdB/jUZw4XLbse3+eaANDz4LqIG4QBwSdyn7n9TWftKtIoXDZztIxTipWQsSVlDbSc5GKZgDOQ4OeAG6+4/wAKQDNu196xpjq6lcj6g0i7YlLBSoJ4KnKkHvQ0fygtuLLzuyTkZ6Y9aRggZWCAHjjGAKBjwgZQCvzKcrxURbZuJZSBxjPPPWlcc7Xj2g+lEZUfwEH0Izn6UAPMhziPDDpxg59jTE3xb5VcqmflAHI+tBY+cCCAvTPTGf8AClYiIHDKT0IHf/CgBrSPI6l5GbnAyelNVvnO9SCRnK88/SlZW2KhBLnHzDtSuMfvQ3+92pDB1lG0SoQeCuf4hn1/pUYLLJv+bg4yG5//AFU8uzqm98oBhc8gD29KjzsGA2Npwx60AJvPSI5buQeQPagbWIyobk4LdCKUMGbIj2nH3B2/xphVMZKsGP8AAeeaABnfecsoPYE8H8aQ4RghJAJxn9ePWg8MjEIrdM9RTXLPyAOQBwentQAonUMWBX1xjilDgtvU457djScovykAKc9fWmorQskiMFYklcdAfegBwlccb8Z4Oe4pJFLL97K84O7vQoDLgKAvTn+I+oprKo5+bPZgR+RpAAC5bcOmOnehQF3Eksp4zjFN6gKB+B6UKQy/dbeeQf8AGgYoCiTB5HqKQMwU8dO/pQ4BfkY5obA5HPHpjH+NIBC2eT948k04lgmM4U4P4+tNHOAPWlBbnHI7jHFAxBgEEjI9O1OYMoVmBwRkdsiljYEfMPmznj/Ck46Dnvz2oAQE4K9s9KU5wPlHHcGgZChcAHPUdcUcHgH60gEJxnPPPanyR+W2A6uMZ3LnFNxxz1ozyMrn8elMA57AUo+YEj9aG9AOPfijPBZQfr6UACkBgvOM+tI+S5DvjnIDcn86M8ZH8uKTIKYAGB+ZpiGtGyglj8p/iHNMySOal5RQMYI5OKRiHJyR0zQBErsGZlI5P5UzJOBz1P5UqgCUggnb2PSgtg/JwDzg0xAWBy2MHtnrTcru5TqMc08rvZhkZ9uh+lM284zkflmkAoK44YDPHPSkKBT3FDncMjO735pclVwpP0Yd6YxGGBwV47il3BeCF5HIH+etN3EJtAGDzSdeMDnvQIPlJ54U037xyBgenXFLluGIIHbPejdkHOQT6dDQAHIGwhcH8cU6R/Mw7kDsMKAKIwY2WQAHHIyMj8u9NdssXIHzHOAMAUAdwJmZcogOeAQcigTPj54+c9uRTcKHJ2hW46CmqwcghupI+Y4NamZKzs4U7/mPfA6fSkJfcSwI9NpxTFbJYjBUdWyefp60Y3DBCt7Y6UAG6STHOBQxOFJA+XpzRhhgYGR0UdqcGG7aAAcZ680gED7gDkjsQKMsWIIye3PWmsyIGGRnuSeRRuXIw2O2T3oAXO5evzZwAKMNkhlCqOpz1pq5Q7TuGTySOcfSp2ER2rGXdAMkYwT7CmBJBGBKu5NwYenSrgjKnO7r0HT8KbHtEQPO1R8u/jFPyAm48gc1IyK5jLRhmZVVOu+qdyIJkzdLGXX5QOx+hqC9l/tKNzaytsi+Rk8oncc9qr2NutvHhHd8n5zKQSf8KBluGNEBSNdsW4lVxn86FRvvKRlj6dvT6UFiGIDHKgcD370K3zGTBK8A7+Mfh2oESsPLX7x3H9aGZmYAg5PQHsKrPLMHLBiEboy85PcflUrqgkDuWXd9xWc8evFAD2ODxtPHPWlBwARkcdfWoiSWwgU+7Hg0rSCU71csDyDmgCW1kAuC0jYQLncTwfwqzeSW4h3SOvyncBuAqhJGJMK+CDnherfWoTaguGDklTn5lBH5UDNRLiGKMN5hbcpYHHXHarPmBo9wx0yaxhaxmVJAW8xRhcn9KsK0sEKK+JNo4AbGeaANGLcULFdpbnFNmd1XCIGOMnJxWe1xeiIh3GSRtdVK4P07inW93ehSZvJkXswyD+QpAF5dhM28Mbq3B3Y4NUfLcL8oGPTpz71ZiikMrMZC7HJZm4I9gKlIAJCYD44I7fjTArKhLbjEp9MHj8qdAgf/AFgXHTaoJx/hUki/OIlYHeMZBB59/SpkeC3gI8w5U/N5fbH9KQFQwknzCcJ9+QkkEjHr606MiSBFtTHJtOMKu1T6A1a8xZkEnlSzK68AJx+tV7e4CySRTB0QPhd/p65HHWgCWWW4SSNI/sgAGHG45B9B/wDXpqGIecUihlON+UcFmP40wRsZmulaMqBtQDjj1OapSG2jnV5cIEOfkTJz2NAGhJse3+1amEt4wMgOQCox3Pr7VmrhiGQZjJyCVxkdjim3KLdzfaDCBuPy7huB9OD3+lXlubeaIn7LNujUBvLAKkfWgZVUAEI4Z40bJVTgn646/SnTSKzMVjVU6gA8io2wgAWEwlcnBfr/AJ9aQkA5I68qMd/amIckStKqDOXGCTjn0PvTXUo5U5G1iM5zTo1DviQgAnOT2/Cm5P8ADIGXv6cUAMUDDcZ2+h659c04kxPtEoLBf4CehNCLvYIzIvOdzDAHpSZXdtSQMvQshP8AnNIBOcksxZgOGzk005VlDdD69/fNOfKKD1PTB9D6Um0EMhyE6ZJwKAGnhjjO4Lzn+KjBLcgdCM+g/wAadK33iTgds8ge/wBKTzHQncSJPUdfqKAEC4GN6nHQEcg+tNyWQkrtPXOePzp2CAwDESY7ZwfoKarkKNpBDDBAORSARvMRMKcdwGHX1/GonIV2GCQeV9B9aedy7evHTac+3NOUuMNyV7cY2/59KBkbBUYhs9Mk9fw5pSGySo6j5SP5YoYYIXnYeSP/AK1Mwqrngk9Bgn5T/KgB7YdgCCEY5B7g9+aRjJLJiYKBj5WUcD8qVlKc5KoDgEHcD9RTJACrBDjn5v8AE+lIY0kOViUkKDjHv7etLGu8BQF5ycY5/L3pQXIC4HPGMZA9MUOCQYWCsxwcjr9Qe9AEcowgZgzsTwfb+hpEL7SCu45xuzz+NSDzQjh2Z8kFsA59qikVmYuW3KBzigBCpAI3B1HJHrTyzARxt8y46kevvTSpQYLb+nbIFIDjAYZUcg5wR7/SgBZvn5AI7DPf2+lMCK6ngFcj5s4HuKeCdm5OWAz04HuKDkguMlU55HGfegBob5izHLnkEigYLg7x83Unn9KXkMgZmCk9R0I9qZkgZdQcd+lIY5k3bnCAKD/DUa4DY4GPenKSGK4OPbilcFizNyx/nSAOQA23IHOCO3+FNIO4vwPbpTgjOyqN7MxwB7elDoMyfeG3qDwaYDMEngD2704AjABxg7uuaaeE46d8fypTycKu0+maQABh+hOelAy2cdfehQzLjJwOg60h5lYYBB7Z6UAKRhQRjjjA4oB5x+dNbBC/N27ikPpkUASM2595Ylj13UhIyC3yj270AgYBb5TQSo4weO57igYhAx07+tGAQSCB7UpBBKkHdgEYNM5H8I9qBCtyQSd3rjjFNA/OhvvdehoJ+UgjntTAb26H15pMEgEjinfxDJ+U9SvX6U0NhlOAQPwoENGRggg80NG4YBgAT3PSntypH8OfxFIjbcjkqf4QcCmA3DjJVvujJx1FDRnzRE42/U0K2MHjpj0xmkZEUAAnPSgBWikiOW3LxkEdCPamDqeacMqcLgkdjRtPzEEDB6E0hiDLcZBPv2pGjYHOOo5zTj6jAyew6Ucj7oGB1piGcn5s/TNJyQAwwaccccfjnilYln5/SgCPb1x1/Sm7h0/P61KD82RnNBHPI5xQB14YbiM+w96dkBSDxTYwB13E9sKcU1ckdOc1qZirgNnC5B4I9aAyhiSdzdyacqYjLNKgwcYzzUasW4Kleeh70AOckLhc5PuMmmDKhiSDz0Y9Pyp6BDIPMUhR3U80+4khkZfIRlH91v8ACgCNJFMuNxRScb9vSrnlwRYDyD3LSAfWqDSQowaV1VAeQxwf/rVTm0XTppHlfmRvmREGevfJ4pDNGWa1klMVs4d05kKc9egzU9pEZNzOO42Ecfj71W0vS4beGMRJtkJwSDwR9K20jWPjAweQO1AEU52Qsz/MOM+hqB5XuAdoRQOPmbGD6470+53TbREQ6g5IT196qS2qbFmuNiSBcBiOFHofWkA0XVw0vlO8ZjXgmIYJPqSen4UzA2ZVlJyAoPc0FQxVsgqBxx1/wpJDui2oqAYwzY6CgAgkiYSoCWCnG8j+VLGAijyU49GOQf8A69NIghL8lQygYxnaB6Z70kHDeW26RnwWyR8o9BikMc2ROGZv4flBwNvqaSXcrIAisWOAxTLD1INNUo00yorFUwWZlwAP4Rk1NcMGYAuQuNxIGM+w+tAAQTGHKr0wcdcUKSiHeAuBkAnt6VDdPCkCtOpxnAIOGB7YxUtv5YZkLbmK5yvIB/GgCO23x7Gd0di26Q4wFB+6uKs98bjkjPSoY4WEghZMIcyZ4+Y+tSbgkgVW3HjOM0IGSBsbsgkgYxwMVGT5aKZCCWPC9yfb2p2PL+Z8ls7gOv5CpARKgbAV87WIPIPTv0NMQwk7QzkhR1z1xSByzlYwQD0XPWjzf3ixIC0YbYofuf8APenb9vmpEis4yGJPX2oGMnnkjYKoLbhgnP50rgKcMTnr/wDqFPZNsPzABx0OagVCXaUuAOmP7woAQHzJY4lbew+fHp2wasrGr+ZC8bLyDIRHgOPr6VTVCwEkUskMjP8ALJt7f7pq6ivENzyBtwxgsMcdM4PekA4zFIgw3LCflIUAKg6Zz6VTgZ5o9022QjklQcHHTipbo7lVJJpEc4ysZ+Q/59KRA0SoiDIP8GeOtAC3yRW9qI4okQn5jheKo2lwsMAKQhwDuXIK4PsSKvTbBMpcK6gcAk7se1QXUQSQtGpaIKFRnfI/X0oAY91PPIhKrCyDI2vk+x9qaCByEDKezEjJ/CmsH844IK4zljkilAbcoUNuPIzx+NMBZJjPGFklUtF91DjcP61GM7AA2CDgd/wpzKqAAr269Sff3p6W0zNkRtk8lWGD9cUAQHKRjYG9snNTGMssmxRIRgmQPjbnsRU7WMkEBeUIMDrv4PoKrxySQB2hiilJ+X5s4BpAR5Azg/d4x/TNCsVYODg4xu9PY0nzBWDNlnPXH54pyRmJRHM4BA5aTjNMBs+/LSSMScgkg5Ldhikz1YYIztJpW3KuzIYetNLYCkqWU8fJyaQD2jYkPlWGcYPc+/tTGCszEAAZwFHanlYkXcbpM5H7sAh+f89ajOcdeQOR0x+NADd33ULnHUMCeP8APpSKVznKEg5yD+mKfDjchbBXPRT174pZQjyFlIxkkADoOeMUAWzcrJG8UtrbB8feOVAPocVQZ5GVOEDDgAHPHpzU0awLJl5X8hBlmwc4x/jSSbXjE9mjGFVx5gUjLfj2pDK5bH3chWGdp7Yp6uIoHZ42PGE5xxTC64G5GIIzkmlj2oQcYGcEDjtxmgBhY5ZlO5G5565/xp0TR+bh8sgOSAcN+BppznafvEDeAc80MMOrbWIA5H8QP1pAPf5kU+WcDcdw53Z9+1QqWizuYgDjAOQKUjIB+Y4PLqfy+lIWABwd2eCdvI96ALNpeS2Rfb0ZcFGbgnsSe3FV2272MW4IgzyeVz/MUJlsMDjHUdKJF5AK8EkHI9f0oGNLEqADtY9Bt6+1HAjxgKDycfyFKyNuzGCCxIB/u47UrqMIcDco5JJ+Y+tAEIYgENyD0ANKFaTdtUMQOABj8aUgZGwqWwGPPU0Moc7mDbmPyjsfUZoAYVClgAVOORnIFG0FucBv7/Y/hTyS0fD7T90gYyaYvmbQQ3KcgjrQAA7W2gK/baf88Uu4bQyEbhySM5+lA3/Kyt8pPDY4zTcMAec56jscUhjlcxt5sbkMrZX1qeS+32ypMvmPzuLgEexXvVcHYWIGR0zzg0m1QFGcnHGR+VAhqlQpwCWJ785HrUeH+Y9u5qVwvAb0z6Z/GkG1pD8wC+uM8UDGo2R12nGTk9KCwO75jtpfkEnBLAnr3P8AhT2Me/5NwxwAQMn60AR9d2T0Gc46UmDuJ24Ge1KQB8p69OtKoywGMAdWFADA3zEAk0oPAOcj3pSuR94FR36ZoUDaCNwY5xt/lQA1uScgD8acWKgg/jikZWC9cZ7Y60hJUZAC+mDnFIAxuACk+oFCAO4VepPGT1o2g8/d+tNwQP0zTAcGUEq7MuMgnOajbHYEgfhS/KI855Bxtx29c0KpL4GWY/dC96YhufmBGBnjB4pxZ4yFyAT0pDtJOeE9cc0xXYAgDPoe9IBdo2hwQRnGKSRsuTwMnlc9KlkjliYLKpjbumMHFQFicgAYPOBTAfvwoAxx2PNJwV4OPrTcAd/0owcYY4OO4pAAkUnAOCfahvmxzk+1LwVPyqeevekPAC4VWHVskZ9jTAN+HPGPb0o6t6Z5ppAJJAyccDtTsYTJxyfoKAAZHODQWK5A9e1GCArZBBz35/LtTgwxjIA68UAdWS25QHnU56hiAfqKfFamRSys23OWZjgZ9KTcQAWyTjGQOtRTJORvhmkgl+7uHPHvWhBOIIRIr3EyQsflTceuaWcRpM0aMzY7g8H6VRW3laMrc3Mk+Wz81TqqoAAPlHYCgCVdqfvZVZ4gcEL1NN3JI5MYdU6BcjNNC/MMAkt0wKUjZu3ZHsR1PoKAGPGkq7WwV6HnqPShJ4hL5CY3r0UdAKcCyEYj+UnGCvH/AOurtnao4DOp3BvTg0AWYI/K+dI1VW5OO/4US58s7T8znHJxx7VM7BFLE4z7dqrtewiHz22AkkJnnNIZDiWG1MYDBmJwAcMx9qrTEAlHk3EHOR2Hv70l5cQXUqLEd80YJ2huF75qEIFKFjjJ5OOhpADMHbY0phcfMcHJ9h6U9vvZfHHO0Hkn0x+tCoTh5PJDKCVUtlnJ7n0oYSs8S4Bcc4HJJPU57igBDFu++Byc5POT6U6PCrHHwC7EZ7g+madGVDP5Y83j5Q3AGOn4UiEYVnYjYSxKjoe5xQAixu0jxiX93GMvu5Oew9qdNtdY5HRmjQElD6joaihvIL3csMhkKDMo2Y3E9yas3BDQoQWC4+7jdk9gTQBBIoFo7vGGKndhW4PFOtnEQWMIsbfxkc8np+lPTy7gHaquyfeK+3VfwqN3lfyYwsixnJO0j5yeMEdcUwLSysWURnexUnHXvTNyg4C8rlmIOM+tPVBE48x9wwMYPb3NM3RNGzy7tp6F1xgj0/xoAYWlkbe652fNj0NSqpZcFQEBwuO1QpsJ2rvOX3EZ606R0jKxLMXYKd3qoPb8aQBeELKExhlAG8HOD2oib7PES6Btq8r3J9aB5SnMoO1icbu2BikTEu5mRtpIBJ7fWgBSwePzGI27sHngn3/pVa5fcNu4MSSoXoBVmZDJKAr/ACKvAB6nP+fyqBpEe5/dlZGx0IwPQZoYFq3eFRDGGyxXC5yMY96n+yg4B+bHIXjJ/wAmlhtXV4nZYiVHG1jgfSkuJUWSN1RRMmdgxgn1AJ9qAIbl5pZURkaPCglRgAnufwpsKqHLNu2qPu4zj3qS6kd7gZUBQMDnrSxfLGTyzZ+maAFSNTFLIZzGuRh9wGPfP9KzboxS3CSQgvt4D/zIqW+AQ26h8o6kkHoOecGm7yvyhehwMcDP1pgN3BmCsdzM3zHAyB9KleGWQBkhfDLjkZ4H8vpUKzzRBkjcJjgkLuB9xmmC61BpCLmRfKPKhFIY/WkBJhTG+6QIy9MrywqU2NzcRhrJha/LndGeWPv605tOkaMN5isTjaCOOe+arywhZBt3B1XDPHJgHHb/AOtTAZIs6kRXV2Llw24An7h+g6e1KJjbp95oye/pnjn/ABqLbGi70RQrfKQBzn1p/KLkr8u7AYjIPtmkAYKfMyFXxyo549R60+Mxqp8x2CjgYXcCffv+NQltxAzyOcg8inAnYWU7eeccUwFSVUbeEYrngMnU+4prctnjG7Py9F/z70m4bhgdeODn8jRkEnsSDkkc4pAMSRHxtKMBge/4n0pWJyBj2wTxn2NKeRt6DHBAGCPSgDYSG/iXIK8ge1ADmG8KMN93LKODj/61MjkKSOykZZeCwzj1/Gly3lg4Hcr23UiYZCHXDdieoPp7/WgYhdgXOXBxjOc7hSRyPjZvkVeCWjOKU5CksWR8/ePfP86aigOVOBgYAUZHPNIAAKo7JLvUsCA3P1yP8KaBtD70AjdsKPQ+3tSqFcgBgOmecj/P8qGGVfc2xeuMZz7UAMZQjAg7m/2h0+lDBCyndlcYUkc05irANtK9mUelJtbezIQM8jHp3pDECFhkp864UMvB/wD1UjFcld27A+YgEZ+nrTssNsYUEKOx6/8A1qayRscfMvuvb2piHScoJMDaQSjJkYpUaYExJEu49d6jOPrTHTZF8pHy8MM9aTapk3hH37c4Axjnr7UgDZvDDJVu2WA/EeopqyMVZWbCn73saAMhZFHOcgHk4z+tOZt88rMGaPILkDp7/nQMYp+95ikbl7jOPpSE/Kpwu4rgEDv6n3pUUySMiSBWI5DdDj+tEj7g7A4kGDkcDFIBoAkIDAhh8oOeD9fekHBKklSDgt/9angnYw243Hnacj8RSbcSMQS2G5yOR70DGkAZBGDjoDn/ACKRWIdWUA54ORmlB6KAQrc4680mw79oIyxwCD3+tAC7wELAHzFbAPZRStlTjKEddwOeD/L6Us0bBnVvuhscc4P+FMOQ3mgYGOqj5fyoAjY/MRvBJ/iHSnKpYrt69AF6n1qR0Xy3G3Lf3wehqNlUNtXg9/Q/4UAKsEjbiAMLgMTx16UBQrAEkHH3SMf5FNcKrEhw5B6g5Bppkz3HHQ96AJGfJcuoIPHpTXypCodwIzwtNYEDaWU4/hHNPJXys+Yd5PKY4A9c0ANbsOvoemaRQrxYYnrxjqaUMSvl5+93J4FN5JyxyR3B64pAKxU5JPTrkc/lQoZcFG5HIOOlMJ3NzTiW3vHkEeo6NTAHDEsWUMSM5pAgZcdcckZ/lUkYUxkswBHC4PIP+FMz/E+fbnIPrQBE3J5X6+9O2hmwvIx+VKQQ2HBX8ORSEgklfXAOKBDCCOQeM0D5n5Gcnsacx428AU0d2ySRz15pgDsTJukJz3yeT7UrASSHyoyu/nBOf1prEhRn+Lr70LtdwGYIpOCx6AeppAG1SScnHcGlIyMsafcRxwy7IbhZ0I++ikYPpzUJHPI59KYC4VQTnP0H60B+DkHJoJHAIH1FKCNh6Bup9TQAKpPI7etJt+UKFzjgHufenbtxHCj5QAe5/wDr0m87Cudyg5HakA3bgMpOD6YpJAMDaD7knv7UuQRknOeB60hXnnr70wOrYnPGWx78UpZvlBIz2zTiIkG2NxIV+8208H6nrTCGBBLLjqRjOa1Mx0amUkA5P94dB/hSMEMu3zAgHfkn8MULwMISGPHTH50gHlkgfMRxxwKQDi7W4Z4Zbct0VJWwWH4c00ytLh2X5+rc5XPsKlhsftDeYi7uxdlx+X0pbqH7M6q8ylmPQA8e5FAyNbi4udUXzLYRiNNq7huGc9fYmtWMeUmxU2qeBg9/XFRWyAoJS+5iOcYAFTkDIkfdwCfl6UgILvfFAVxKcnA28sfpVGaQQad5NpKYTgBJOWYr34PfNSveJcuCshHXDjK4A7D1pqNOJjIsq+ZjaS67iSegUelIZSWJdofeHc9XwFBPsKmSSRjBnG3OQT1+homJ2K0iNI2csAmBx1/Cmi4VG+YhDIPlyMgZ+nQ0AKXETvIF3FiT82eamYuXDxxqsjjAydv51WidgwCbSvVsE8VanPzBVBZgOGPp3IpgIG+Q7BkngsOB9T70kjRpIfM+SNTjAyc/Qfzp0cUcqKcgSdxkgZ7H60tuzbvLjBaME4bjLH1FAEexgT86kLySgxuPrn0xUs+9AXYnaozgYPPYntUTxuD+9dIwP7gxn6+tOmzHEshG1fvhRzuz60gJrVJEjKSOGfHIXj649KkZlRywzlcZcMOBVJFK/MxG49dzHknvUyYkVt7MFB79/f6UwGAuXEyggOSG45P0HsKeAXZXUFkHOD0Yj29KjcM52KrOmCR6gf0pxl/d7Iw/mMoOD2HfmkBMXESqqrvdyevBH5e9VxAkUrNJukO4MMt1I9umBUmxokjZk34A3joEPof8KRI1MhywDDp22j6dqABf32XMaLuG4jqRjgdemaa7b4HRGzuOOSf1FWI7h9piWOLCghuc8/XvUcoNvCAASzZwFP3f/wBX86AGvhYggO8rk57/AJfWjT48ysWjBRnbtwSB0/CondMFlkDEgL8tWLSREs1aECSQZAzkcZ/xoAkDhZAUZd0ny/uySv8AgKLj7TEqIkXnoHwzEgNj1x/nNCpNdWzh0aPkFHBHDfQdqjuZ5DaPC85WYHazFSu8j09P/rUAQwcKRsyuT1P61biRkbIYYb15/Sqse4Juc5b34zU3meUjSPKd2OAo4+hNADZbK4kZyEBi6xnPI/WqJHzYIc/LnaR0/Cp5rht8cdrdzbEXbiMADJ9Sev4dKhWeRAksMoWUnlmG7dQAB2eLzJ45U3jChl2n/wDVipd8SWm2aSXcD8oPzIx9BUZubu9uil9IkMKk4UrjGKnt7H7TI/lum1DjPU/lTAzbhnw1uWu/s5TnypsD6YxUsKLbqscITy1HEhJZgfT0z71dFt5TPFceW1qSQZg2Cr1FJE0bOs0+Yxz13ADtgdxSGN2SMjuo4QDLetQOvzCXc2ehTsD9KediyY8xG29CDkNnp+FA3eaXCjGe/X8TTESGYG0aM7g5IOMjGP50lo0EbFp42ZWztQHqe1Rg4+QngjgkDNPkhcIGkQ+UxwrdqQEZbLMRGEGciIH7pP8AnrUka70LkEKv3iAPzNMfKkBjlhwcHI/CkAAJKjGeg/wPrQA2WZ/OYxQlFHyqN3LL9fU0hO1Txt57dvyp2AY1dDhCeo4P4igbgdxbJGQCVxgUAKBuHBVQSOT+v/66VGxGVx/Fw47f/WqNnx8/zDHHByMetKCinrjPHA60ALlZGKjcrHrg5Gf6VHnO0x8gKcKv609iOBvG/wBcdaSWRQDkk8/w9fwx1pDDcMYHQ4xuGPwph5X5JCCODu5ApXCtGxc7ivEbAkYp8OVYxtIAWGQcZzxQAxQQ5VkV8jIYDAYe/cVErEuGG9WGQVPcfWnKhCgAhsHlT1x2xS7AzGN/lPucFfpQAcBuF5HQN2zTZBEYWA37t20k4x/jSqQse4szqB8p7g9KcEHkkkAbvXoffmkA8bow0RB+YfKcdT7UxXdPMXcUyvzAdHHoTUZBjT93ngY+bP6DsaAJHiDyI2xTjOMD86AG7Sp/d5QLgEjnH+fSnBwDjeBu5Y4znHpUYBABT/WNnOOpB9qeWBjVSAzJ264B6igBjoAqqAxydytjlv8AChbgEMHOSedwHA/ClVCq4C8YyCOoH1poyzAKiMzZLAD3/pQMczgRsqD5e5PBpxYMiNCCG6Fz/F6VCSpOM8juRz/+ulcA/Om1Wb8KABH2qy43s3PPamlyQD2PDD196cpBblMHbg5HI96QhlTBK5HIfIww9KQArnzNoyUYbTzyBnoaWMMJBHFJyzcHpk/SoyAZQTlfRgKcSWj/ANX+7XPHQc980ASOpjl8uTaUHXJI/DPrUJIxzkKOVz3/ABp4fYwwRgD+IZB/ChsruTeNuMHByDnoeaBkKkmPlQBzz6+1PVFf5ssB2AGcj6+tOQFz5RKKy9GJxmmgKkzKEwACMbuM+9ADArckN0PTuKUhFOEO/jO4jp6/WlU7DlU3qcgZoVVwhIYsT0PTFADDjdv5Az8ygYIoztYDlc889fapi7vGAclV43YyU/rTGcsdoGfU8ncRQBG2VU7uec/WnfOF+boBkY/hoYKoU8ZP5D2NIiNISvRsHGf5UCGsCoUgYzx+PrTcEDkj6VINwTLLkDpmmrtxgtg4z0yPx9KYCEDCg9/frTmViVAIZj020u1QBkg54IHVaQg5KMRwMZ6HFADCF3DzMtn72OvvTdxV8rkHHH0qRUDrknA3c+v1p3AY4BfHfjntQBFgEEn6E5703PJ2qMAY47e9PKhDtP6035iuNoUDv/e/xoAbgAH5u3FKSThjyMYpQNyA8BhxgDk01gep7UAC5JAONvTmjJPUAKOhFAzwMc05Dg5OMe9ADcZXjOD3FJ0XHf8AlUjkqSEA8s8YQnDY70wFiBz14xQAjHapUjPv1/KnCJjyg3DHbtSKhYkBSxX0GeKcUHlBjuXcTh+zfSgDp442d1ijTtxk9v6UozCNwiQsegkphKBQA3y9gKVHwAVUHaP4l6VqZjiMxqWYFjxxgcUigqrKxXnrg5z7ZpqZQhiAV/2jkk+tSrI0zBCxeRRuxgKFX1oAZm6ZRHBcPHGBjavH61LaW0kajbKdp5Lk7ifqetTJbKXDTbTn7qKe3rirSoFiO04VeOvJpXGO2NjAwpAAG0cgVX1NVkiWEk787wA2A3sf8Kl8/bGwbcrAjc2cAen1/Cs6WBLh5C3z7SWB5GPcMOCfakMj2OzEyLtLNjbHgcgc/wC6KZFuiOXfzAxwN4yAPQCl3OyttBIA7jBb8etPjBUIxXEkgIGcYQeuPWkAFsyooYO5OAM4QHsOaVgY3YEiR+7AdT7elC488CMZY/Kvy9B3NOZNru2Q8Q4V1PJPv70AKGKQiNSgVeXJHc9KhlaZ8R2qYO3c7HjAHQDtj6UiTlT5byDcHG5kHLE9B/8AWqTDzMcHyYwx8x05Ax257/SgAQ4twszsXPBZeAop8ezAdVcRH5UTGMgf1puVkOYzu6YAHT3P4elNXJnGZHdRwBnJAHc0wLBYyr5hWP5cgIByx7k0qgSRBAGY8kY+6PQVCk6YaQlYoos/ebJyemfSprdiyqzMzjI3rkqF46kUgCOIpETcKzfLnaCP8kio5JYWlMPmMYxjABzn9OgqS4he4kysWFHcthXHbn3qGUt5YEW6KV225PzEgdccdKYDo2ZowsYU+YSd3PA/rxSrIyFpBHggg/7Q+tKIFYqwDKNpUjOck9QcdqXbtuYwY8jOGbqD7UARxS/aJ5GExaM4C8dO5wDUjNvkCphlAALg43HkkUTuGk8m2kHm5wfk447A0zTllgjAcqMghQ3A9T9KAJYgbePDOFdgWAOPlHYVA24OmEC5YhvbjoKeFeRWmLAIThlxk47YNNkMbYIkBKPny8/Mx7Z7UgGIHZmk8rbGo3E7ePQKPSr9vIoCiT5mHONvAPtVazmkKtEpXl/kz+tWhHPnzCY7ZiMOx5IHbBNAFgqyBF253Zzlvu/QVm3bzSTIWAYBtqHBHHrTrnyJInniupW28bl6t7A9802JMsnlDdt+bJIJyehoAkjjWU7Qu3auOvJNPkR5goiZAzH5lYdffHpU5URKFVWyc7m6nJ96hmeKeJlDZVOXZR0+g70AVb6JoGjR9oUgANGOfyPeoZA/msZFj+UY246H8O9SXiSm3iCh4k3bxKwycY6e1QEDcoDMgAwDjj3zimA0AYyWAJ/hHcetNaBHk3xtIshAOEYgn2yOtLFGFhwQSu/O4jP4CnK8hQRJvKtkYTg49z1xQBW+yRSFQULBTnbzyfcVY8y2+ytClvIsmQQfvKw7njpUk0vkssgMbMBhXCkeXxzn39zRbkxIxDgFlyS+AT9D6+9AEGzDFSAoX7uOwHrTixCsN5wR17EdvxokCqAEkDJnqBx9PekXb5pDkgdAV/QUAIxG1htyRxj/AD2pMiJHYbm39ec4PsKVshQ2Qrf1p8O0uArkY+8cc5pARvwrBT27dKA6gDDdDnmpTbTRje8ZVMcMPT3qM7jjkDb0x70AG1d7AMoRhznjP1FSbo0j8rG4kfePIqN15O2TIA4wD1+vcU35oyNm4DHGT+lAC4JGwuBKASrAUFdoUEgMDz2/Gk6PtwSB1A/pTQG+7/Bz35FIZNBFHJKVmm8tSMk45qKSNUkcLIJU3AKwXgmkYbFxnI4OMHp9RSuMuvzAnrn+8KAFkBJb5dvGD7U0qzJu25I4A3dRSBg3IUqxyCuf5U93VgzxrsVcZUMc/r1+lAEBJKRsu5WI6g8D65pzZYAdHUAfhRtPU884II4pFKowJJ2joMdR6igBRw24d+QMc596auMZQ7VYZyDwT7+lP2lZWWE5PLgHv9KYFVgUGVUkHr/nNACAcBQflY4C54FOd3YcEuvGEzwT9O1MdFRWw/Q9R/X3o3F23MQ570AKSoX5mYIBu2jGQfY+lLtJYAJtGzJ9fr7/AEpgQMzBnwQvXp+H/wBalyXjVDIPMU7i3IpAKAjSjzmC5zuxk7j68dvajPlncGZeCvB6fX2NM2uG5Jw3zqp7n1/GgKG27flBydue/wD9b0oGNljClixHTle4+nrTiX2h8oQDjgDjFNc7JiGLBTgnHGB9KVpOd5I6cBfb1oARAEYDIQtyR2UfjSAx5fbHlSfvnt9aAhljaQKzLHyR1Az6+1IxBJjBABHGOntQArocHy9rhh1A6fX3qIA4XnHce3096eS5jQh8A8e4x1oEjD5VJw5J5HQ+xpAMYbxhm3OOcjsPSkx821SQCR8nrUyycMgbah5YAdPf2qPdlSPmyp+X16UANXczAovAPB9PxpGAYMVIz/F/jTsLgCQ42kD5Rjd9acUkBJQI6IeAw4P4f0oAFXap2nBZcEdj70jPuVAyqNo4x/EKRmOf3owW52hccU1Sdm0HqemM0WAljZYH8yKQrJtOOOh/GohkY2g7uoIPegkFOwUHgelGCyBUUs3J9TQAs8sjyZlYsx67qaoyvDEEdBQ2QAkgHTrjmkTAySxXvkdT9KYBnOSTnHGacuFKODtfv6EUgQKw5XA6Fun4ilIRm+QYwM/MaAGfOx3SK20jknpUm4KzCVSxwNhBwU5/WmS8KOSpIzmlZHGAwZXYAqpH3h60AOkcs6Rr84UlV9/fHakW3lkDBQGKZ6EYpGTamWRA23PXn603crPuxknk5FIYhQqxBODnkHt7UNlycBgRyKCygnazOD/ERjBpXLZ+ccDgkY/WmIaHaNg0e04HVhkH8KE25YMGb5TjacYNNC/IMlRjr7ipBHujXZkFsgEjgj2oAiAY5Zew5HSg/ezzt68U5QzLll2spx6DP+NIc/cwMg5z3/OgBCxPzE5B54pW6BiDtB6nrimnPynHLDIGOopC4bgLjj160AAYqwI7+hxQCOfkJ9s4pMYAKA+hNBJZjuwfxoA6pCwdygzhev8AgO1NAwQNv1+akLgDOSV7b8frinKjsQuQoHJJOAPrWpmOKuPnC4HAGRx7UsWQcrlec7sD/Jp+d8IQSkRg/wCrJz+INXLWFEXzXwSAMZHA/wDr0hirGtsoCsQG+Ynv9KkYJKA/3j0XBziopJAMsxYg4ye35VWlmZ7lBB5qsFJORhc9+PU0gLVxI9tGkrwyTFRtCkgZ96zJijoZQSYV+ZxggZ/ujPWrbzTFDGbjymYYKM2WH0/+tVO4bEflRTOqjrk5we9Awk8wlbqcBBtGPmB/DHringqxEu9i8g+4q/dWo3WIIrBTuPJweGPpinxLKZJV2KxILbsEhP8A9VIBkiyvkRAkyNt+ZsbAO/Hek+0xq0cXzyO7cIB1z3PpUXmTMrR/89Pu4GcAd89qlSKRAjZG9vunP3vcigCysYbFvs4U7mIABJ71GkDmRYxI7QoCQuQFUH+ZpXC7lXcfLjzvIGN7d+TTzuhV0Hy7vnbnnb2FADlDJb+aXwQeFxyfbNEZQFZom+ReF5PHrUdwROkUagq+cAdPrj/HpT7Rrk3KojSRwqMbSOBjrQBHsQvI+0GIHO1Vzvc/z+tSIzpAzSZJxgE9T7e5qYo6bQm5gSSwBGf/AK1RsTnaFJIGc5/XI6UALJNtQJCPlyFLHI20KsULlmIZQMf4AGmTOBEpEUQ3HazEHn147mpJRJcS+XGwKqAcAYxnjn8KYCMC5ZI3+TByfQ//AKqkDooVCikn5flB9OvtmoXQiURo+1uh2nj6e5ohV2mlUMsbkbgXGQBQAtskMQ2EFY15SNTnk9/8abCEklI2AnkBT3pwWRZg7yxuwH7tt2c9icVIG+z72OWbHJyCcfSgBktw9sirENyBsSFlLH04x2qGbKKhAVS+doB+b6GnlVZ928hRx1/i+vp/hTGTzLnPUjJkIGB7fSkBagid4gYAisnAkcA5x1+nepE/fzKcbQ2WIJzznv2xVWXctt5jpGVUjLMTgDPpVuWPbMj7t0bD5XXGPoT6UDGXnlYUzIG4KrsO08dqS1+SXC7cAdT/AA1HdTl5NucBcAc96jCn5QeAOcDj86BFyXcZXKKRuH3s8HtxVNbcNbGVSA0edznIUfl1+nSrsBDgRlAdozg/zqjdXc2nzJGIopoh0YsS2M9/T2pgTpaTyffuBKh6A5IB7VXuoGtWQyJ1UgFSQPz/AKU/VdektP3dnbJM7LuV9/y/l1qnDJdXiNPqTBHU4EX3QOOwPtQBPDJa+csbzMrtwqPH8ucdR2pl9c32nvFbxCKXjkgYYZ6AEdKuWN2ltbYmhdgxzvC5Bp13qCvbZa0YJIMqXxzz7UAZ51Kd4Gj+zpboThz95mPuex+tNJRYg7EkjqduePbvTJFV3A2heMcZA/GniUrEVXaA3HTLD8ewoAaXVxvzt3c7cfdH9PpTSCxAXG/BxkZB9sU9fK8qRXQhv4WH8iP60ttG7yrHGC4PViPuAe9AEKM3lhZB8ygKSvQGg7S6sp9uTg8VcvLU28g3MpDngjjp2qoM7HLKUx6859xSAf5kjnyzLIxRgcZyV46fSol2lSDjeDxjv+FOid0cPGxDHuP609w0gEzZwzYyR/hQBExLuWdmUsMBTwAPr607DEFG5wcjjn6UMNjAMQVbgkjp9adEUWJ1kXJZTtYHO00AR7gQBwVHJXBBpWJwAQQc9e4pZDuCnnqM4/n9KXjeAp2jPrw1IYiEnA42gZx0yPY96YhZs7VBye3P6VJ5Y2ERDLLzjdgA+lR4V5VYjDyDkjoT+FACsowoOVPOSo6fX2phPzKJc5PGG549j3p7xhWLBwGJxnGFbj0NIy/u+MhcgnB4oASLKOwO1h0GSeR6UjFQP4st/e7fjTwTtkG0Nu7454oYOmZFIUHgr2A/+vQBGMxsMcp2OMkZ701nkxzyucrhcZpMPEgYEiMtnG3p7j0qUyhn+cGRCTwuePwoAYMyvsB3MDnBHX04o8s7iG3hlJO0jI96Jl2bMEYbjdjp/wDWpqACEk7zu+YKO3vSAVjmLbkBS2QQOv1ozlVxtIBzggjJpNodSFKFuxzgtzQFUCTzM8DjPHNAxGUbMhOVBG08E/SkC8KSd2OnPX6UiOMEsNoPfGQP6inBCqMzkNH3x2BPUUAJmZVV9+RztJ5wfcVGNvzPuzHjIYL/ABf4VJtRp5FjJRAM7s5JHqKjJYR7Qx8vPI7GgCfcscRCSMsshAYJjYV+veoJsFRtIXHKjIPf9KcY2VQ+75UPzKf4c9Dj096ZlGRmESjcDnJwF+h9aAB0KQKGVllySPlPI/qKbtK/u1cFcb8ZzzQjlkAnZmHT5m5A7YB6VKkaqiyI5DdVUjIHOPmPagBiMWcKMbV4L+gNNcMMRorKBwv96k3bXZTGU7Feoz609WYIyq5beoJ+uetADIyWGDjco9OMelSYDmN2DAn5gqjOfb60wyMW8wqWHKhh8oJ9aXIaXDqYt3XHH44oATDMrtu3ITzg8qfWmKF83d5jBeg2dTTiBlQSFUHGehIp0zlnKyKm8H5nUcEegH0oAbEkhIVFBJJXg8e4pOmWjyOcZ3cj15oaM+Wu0su4ZHT/ACKYrEDbjqOnSgBw2dH5IHBU8UkKo7bWmEIIySy5H6UmQQAAeOMYpCi7B86ngY460AHyq21fmHqB94Uu4opOCf5UgABVRwc8E9Klkd2gSPzWKqx/ddkPrQAzzH8rAbOfvL7Uwufl5B44PdaQKCMk989OlJzyHU5/lQA8s7yF3G5vUcZpCQVBUBRjHHemADIEhIHtzTyIwmQ3PTGP1oARl3YC8k9PcU0sy/JnGe1PMEnlrKvKPxn3pnCxkkfLnr3oAXO8g9COMCmlWDbWyrL2PGKkUL5WVC5HoeaYzu3UEgdO9ACAJjcQdwPA65pGwp2jHy+hyDRnLAgfX1odRuO0gLQAD5jhRwB3p5RWjUoygsfmUDGMd8+lRBS7DBAYDOTR0OATn1zQAFSTtCk+mKNnJ55+tKpdRkE7sZHPNNBwTuXg8igDqg+wbSflzyM/yqSUxTAmIN5CgAA85Prj1pjgKxbI3HHTmpY2cqsZ/wBUTkqgArQgktpAAiFQAp4G3OavxYddzfeOcKTUMcKwjLrjPboKWW5ilgLRkBV99v60gHzAyr+5dU28k4BHuDVY3QCD9+ssZOSFGC4//XVARXkO+RpcKzjgZ/eAfyFK07Tb53GCflRQdwXnk+1AxI0UeY6ICCDwedi+xNKsRjjVyoAZchMcge+fWgbYxlmQRgDqcj8aN/BfG8vyc88duP6UgAnMqgMS5+6PT/CnRth2G0upU9G/M1XjRUnaRziWUEZJyEXv7AmnwXaTBY7V1l+bAHb6GmA8oPKIX7z4zxyF/pUshcBUVw7H5UwvHuajDqP3WSHDZmPQE+g9qczs7fLF875284ApAK1mlwVOMxRrtCnks1NWPhoeEkc7pSRyB2H/ANapoIyGbD7tuQXBwSR6f40sQBDFc8HczH+XvQBNb2rwwbQsQVvvMGLsfamTbraQLG7Hdlfr9felS5uJF8qEqgbhSF5A96VY4dwWRsAcKGfgnvTAI7ZgpDRujg5zHjofU5qPEFtGRhmLchR0P1IqWIxLCUCuF3cIvehxEiq0Mmz+J8+lAEN3bxiMSyRsrFgxO/kHvgVPjdZIkRSOIgh95w3196I0LI3mtlnGSC3OKZeBVh2KgLsC5XdyKAKxgaMxmBg2c53HJI6AflT2iTys7Jfmzzszn0/OmWZzE7TMwYD5cenTr2qzJcHaT8quo8vg84oAgVhbq7SmMY+UKR8w/EdKR1VoldnLbW64OWPfHtQ8hSPcUHlltuzGf/1/jUh8ySZk2hU8sM7r1B9h70gEztkWQvkcttPHOOAKltoJCJZNu1Sw+Vzxgev41HYrDNcRebIxJ5QMNvI5xirzxSNcB98awqfQnPrnPFACrAjExOS/8RZsc/h/Ws2/g2S4ilmWZF3HbIAsg7Ag8VYE159s+0NsSNxsji6g+5Paqkr+ZcPHJvm5woJAAHUg47mgBkbmSTdIc5+Y89T7e1S8nHQHdnmmQrw/Zu3f8KlTaG+ZlUAdSM8en1pgW2MHlv8Av1jJGN5YA8+g7VSktbTyi8M4UhuEc/eP49venC2+dpmmCBTjcUOQT0z2FVpRiT5mV5H5L8MMex70ANhijlcvJcbS2eicg9voKaQqygvJyP4jzuqe2jguJngikmJPAZQACO+anl0+4RGVSknGMc8D1oAqB2kiMQkITliD0qOMGZUMEpLSFSWOWIA6L7fhUhCKPKbaHQ/NyeMdv/r01QZBlEbA5XAwD647CgBJMmTK4IJ6EgkD0OKYAxlKkkt0AJ4PtT41X7SPOYqDzlRnj+dOYRj5Nx3Z7DOfQ0AJEoLMzoTGhwQpHJ//AF0yUfKQkksLPwXQ4/D61ZW6VbAwCPdnBwi4Ofc0x5ma28gtG0ZIIyvK+vNAEOWUEs002P4pG3MR7dqlR9sDRJIS0gw2ePl9frUPyr8y5B75PWh0zDxNEDnAOeh+lIAyCgwMbeMrwaQA7wpyM9x0NPTBbcynb04GT7/WmHJbCHcp79DmgBwLK7bCOfxI+tI/TIBQc/d7Uob5jwGI4Zc4/Gm7t2cHpjHHSgB8cXnlUVkVuoJbA/Om5B2FWI6jjpkcU6PzULkJwB83y8Aev/16YMEsoI44OT/nNABggtyQe+QOPxoUdsKenEgzzSkYYxsitx2bgj/GmqpAUcnByPXFAxrlmUryT14PPuBTo2y20SMRyDkUMWwWDZweQRx9KZ1KvnnGcjt/jQAEEgtEduefvfn9aFI3cgbG6jPB/D1pyx+YAeUx8wbGR7mmcBeYxh+q9Dn6UgEbKsoQkMMnHt/hQGYOWQ7ST1zj9ac2BHtG76HkY96dI6tEsXljH3gyjOfr6/zoAjdQxIJwCM8jGB3/ABpTkkFXDBDhO/B60hLLtCuzbG4ycj6f/XoYbXMifKr8HjI/EUAMIjUYYA7j25/yKcy7vQ7cEc9Ka8ZB5AU43Yxj8BTpSsfDMpk27spyDnoD7+opAMxgkjKMTgnqM/h2pn+rlcbcAc4Jzwf5ins+0rh2RN3BUcZxSsSZg6SoshGQQMAkdvamA2LkphgMHnJG4fSnMpTcvluUJ7D5SRzkg0qMguYy8fmErjy2BwD7/wA+KhkyJ5EjDFT0HI69gKQCGTdOA4AU9SBxj6UkbkFck5BwSR8uPenbv3fCZTOTtJzHj+VIweJRHKf3RI5YdPx9KBjmRQTn+E9DyB9fai0lFvJIWMYEi7Sjg4PtSGITShUbOOu7POO2PSoy0krqdxYHJILfngH+VAChZUkwFZCh+Xn7vtmkEgDFw+zIw8e08898f0pI3Zv3Zl2oDk/h0p5mkaTc23J53DoG7Hj+VADC6sCz8k4+UDg+/wBaljAPB8x4zwwGMg9v/wBdRF135Kr5b9exQ0+KEI26RBIAu7Ik2nHYr9KAFkLbGQK3lFuN/HTsO1QB2WUbTg9vf0qQv5hYk8E4bHI+uP50zc0RCsRk8qR1H0NAE1v5KygS4MZbJLKSfpjNMmYs7INrsDtDAYBA9KjYLtxuLEHhc/nTVC5IJxzgE9PzoAezbeEbKY9Kag2KWU5XH0wac6qhwrnOOcjH1FR4OcBflz0oAduBkQsCu7sTxxQeSAW3AHPyjGfxpGDKrRtjIP4igybosY+YAhmPVvf60AKis2SpICckZAyaVVEjlOASTjn7v/1qbOYwwWNmdMAbmXHPejYVy42jaB1PLAnjHrRYBREMj94Fz0bsfenBxG6yfLIyn6j6Y71GrkoFwCT8oOKa2WfBGccAdCPagAyu7LYUE8gc/pQWAJYLt5OD/KjcozjeqduMmlIyeUyD6cc0AETgMCcg45wMn8KGnYsuMDH8QGCaYRjOOtAHAznGcZ9DQBLD5ZYtgl8fKDzz6010d8skQHfK9u1MZ+QAMHoTSmaRtoGF2DaNvGaAG44A3c0rEtgbVLAY59KaZXdQrHcqcgdhQvBZiO3SgBNpIO3jHakLkgEjdjjp0pcfKADuoUHGCcfWmB1nUZKKxIwgH8OPWrMKxBW8xDgY5XoPx9af5bxspY/e/upkn8O1Lcp5sW5iy4PQjH41ZA12ZowvmbUJwowWY/jQ5MEixyQ+czHAdh8iD1z60m1Y4WUsDkddxx+frUUryxRoizBlYAZHzZP0oGB+0TNJGQoVfvBMBQfT39zUIWJJFyPvHouBn6YqK9KFlMj7VXpt4yfoOn0qWztvtT+fbxR7m5JI/DH41IEYQi73kNI3QDZ37HPar5sHjg8ySQGVznIX9PxqCWF4Jtm9BLj5fm4H/wBerf8AbVmbbbcuUbb8w2HH4UwInsIJLfzgZATzjdkD2x6VUSSzmiZVDoFzynyhm+vfNVDcy6qXSdnt7XBxGp+Yjtn/AArRt2eGOOAHEQAVV2jc5Pr60AR2UC28cr7VU87i3Jz7CrUdoGRJfM3MVJG3oCe9FtbYl2SNHhD84FNcR+XPHDeDHP7sNjJ7/wCRSAr3fFq0cZjChsepz3Prip43lhgSCKXc6ruOPX0FNhkkWRndUzgYGzhCKtbmt3EjEq8hGXxnd7Y7CmAxWdioUIpPJK84PpQzRCUyJHuZiAXI4/IdKV4mkDSvIFAYjanQ1NHsWA7mUquCFAA/GgB5iWRI4lVXbHzuO3400R2294iQx7gnI49ahjb7RK/lvIcjBZWwG9B7UrAI+0RKrAcKP4j60ARzyPACY1Ea9Cdv+c1GHFw4g2tHnG7AG7kd89akiiZ5Gbbwp3FlPKew9aruyyrllJmByoUEZz1z9BzQA8zxxu0gTJ3YQjoccdP61GwjZDtZNzNuLAcD29qHQH5iRhBuAHI56U0HyY1CvvMinLY6D6UgCQtFJsdmZ2PROv8A+qn7ZdzQw4eTAyy9AO2TTdxcJtBUheT60p/d2kswZzubaACAp464pgOt4ZEuXnQxrOnyr53TnqQasQ/agz3E8wlToiKvy9fvfWs0QrtSO4mVYSu/5gcoT/nitMOWR4beY+dFGuFYAYB4zjsaQEN1eySN5RaPcib3YrnZzyffjtVMbN+FZZWbkOFIH5GllggguJFZ53k2j5h0HsfbvTolLkyM4PGBk9vahAWEiMS8/oOlWILVnBlYhiDnbjgf59ajj+ZHxCzDGAAPve9WgPso82Vv3YHcfMKAKExWK9DKvmIv3k3cN6geuM9KrSOXaQMqxjnaANu0ehFXrmN2j86S1lLudwSIbiB+PQ1UMNwHDTBiGx7lvb3NMAs3EKssbpHn5t7nBAx2P9KZBqU7RSus8iucgCTufUCo3VVzG4ORw4btToVMjqEj3cnA7sPagARFQhD1KZyxxz6570iTyxxqElMeB8wHb/61I4J55yDjDckYoUAIxLqdwGSBkn29qAGXEhimjwpLMQpUcbeOac6bT8pBz3wQD64p0qSRqhm38ncilcYHrmm7/kDtyfft9aAE5GQSRnkY/rSlXkIVQcjgD1yanMbRQrJ5q7WIZgGA57YB6/yqF5JPMDgKjHk7Dxn19qAFu0EEjQs6vtHJXsf8aj3HO0BTn7pNIfmbIKgnJAAxzUgO7aRhSRgjoAf896QEaKAFRMYJ6elO2tkqSTzwV5prYI46dPSgqwizknHXtn8aAADDfMSM8E5zinu5VVZiPk5OOKZHlmG7g4HGO9acGlvLbmSQgZX5V9frQBnyEliw38joTmo85IAA/EYqSSB7dAm3AJIDZ4OOwphDAlip288jmgB0iPHGhc7d+SrDqMd6QZwcnbxgjtimEgHlTtJxuH9aVhtYYJ/mKADIJIzlduQD0zTdpCgAHcOQAev0p6PwwwPfIyRTcDhSTnPbjFAxCDtIV+APuk0v7xnCqjb2/g7j6UpY+YS3HuDRG5jeNz9+Jsh+1ADzbSqNxRvM7I3U++KhljZDtO5GOCecf5zWp/bUjKf3MJmOQjHisyV5Jiz3GN7feZVxnHGAD2pAMOJD5gUdOje1IoDDG7ofu98/WpGDKQ3ADgFT9O/tTGyv7wkcnhh/X3oAajsHLMdhzja56mmOrFyGG3C528c/iOtPJP3HPP0z9PpTdo3RsygYY8gg/pQA8EMzEKCyL16ZHrULGOUEEbcfdLcketTbmDFEmKqVznkAg9R9KRlxLlgVZsDYw6j/AAoAZIkkTgOzqFIIPUgeopGZo3d22ugX0yPwPagsUmChtu4HB7fSmQHywUJKOPUZWgB6uysQHQKwyBmmpIg+UjYVyBjJB/OmkBU527WHIznB9aZ1XBXIX1ODj2pDJDHtbHypkDIIOPwNDqokZSxQlgTn07UpjkZFePnB4+bkY7CmPILhyV4kIAPI+f8AwpiGtktJvXy3Y5CnuP8AGms4KMSSCBwO/wCPtU7ZUpvYlsYUsAelQSMxYfLgHGQOOD/MUgHSklEBBYHsOi+wqGPl1Bc9zjGPxFOcbZWAUYxz6D0pS4+YFfu4zjpTAQFhJu4JJ9cAj3xUwmUKu1SsitgFjnap6YH51GyhWBK5DLnBPOKYxPLFTg9MnpQMdGucrkbScA80pT5MccnAJOAvt9aFY7XxIVUjJwPTtTZJC2G3fNnDccEduKBC4IIxwCeF6n8acqM25kGFHUg8/wD16aW5GOccbT3pGKq2McD3pDCVizb2PJGcjvTQAM570qru79KDgL90dc5FADVQFsKRn1ajdlSp5x27/hTsEqQCDjv6U4KHAO7DA4I9KAIflJAALYHHPf1pygAuJFDZHBz0PtQ6DggZBPB7ikcdkbK47igBRt8s55B6ZPSmELtJ5HbP+NLuYEj7ue5FL8h+Zjt7ADnNADD0HfjvS884JGMEEU5g3HUfWm8hSB69u9ACFuSW5PXNOdvMIyF59BSZ6HuaUMyFXXh1OQfSgBp4bOelCqAxWQnI9KTqCT9aRmAHXHt/WgBUY+WyfTPvSbyMjnGevehlKjLgqeMZHXPeh8DByPpTEdwRMkYZnJ7kEfdH9arhzIkztNGTG2TF7VpXS7kYIzhuNuAM4Hoe31qtFYWixuskSKThnbJJb2PequIzJB9oiS5WQFBJgQhuo9c9hV10uhCqNKf9hFUcH0yPSoZYIN0mxBG4wFRTwrH09sU63lFlIZBCXCZVgpG0H1BNAERiVH5RmLEBEkXGT7inbngjkh8xkRuG2HmpDN5r/apEzO/+rRTyqj1NVoyIiSduCdwC/N8x/nSAWG2iglUyhzMwDMw647AZolUNtO35Cc4J+bircGnCeFmeY+YSfu46/wCe1SHTPs6+Z+7zGvyovAJ9TmgZVjtf3zIBmdhwqngfWpGiVLlRnG0dGH3D3pglMStjaZC2RkcBu5PeniBUlDvuO48McfMMZzQIfJGHhAiTAGfmfgkD0/PrUVuGCnMQZmyAqc4HrT5pY8BiEO3pjOSe4z2qUTAIo3OJG5C47UwJNyjaJclv7gOB06Ypslq5m3SBtrjk9cY7VJBcqXDLGrYGMk4OadJNJN8skQ2DnCvgtQBMAhjBZc9gPT2pGjiKAFVXnOB0x61CpkjAfOFJ+VSOadJdGSPCKoZhj5zwKAHRtGp3R7ymBgde/WkUpJIEj27BzncQc02a2HyD8s9PpUO9IEOUGQeoH6UCGzxlGDidgD6yYD/gKq+UFcSAqm0/KobqT/ET6VLEWSfzVQmQ5YM3TB/lRJAzSKzks+clVXP4GgY5diMWG5lYZkTGCfw9Kjl8vzN+9XLfw4JKj0FOZizuAYZQoyCVySew4OeKasrglVLAgYUL/M9vwoAhkmO12EzKo4HHO729sVCTG0sVuAqnIbLDkg8nBp9xPFmOBFdwq/ebnk1JZSwxpulwZpJAsbbeQcUhmjZBJ3MjxAt91c87QO3/ANem3t2se/y0TzmQbXOPXpmrdusUJO6QAk9z/Kufvngubt8RtHIh2lWOCR6EememPegRI8kkkgW4K+audxXjIPTp6etSqqJgZLYHOOmfaq0SHZhVAPqOn5VaRdxA+9njYOKYFtL0RGJCWJbHA7e1Q35824YOWljQBgidffNRzOYLkSKcSKCMEcCrd1NHb2pku/MIBALKMHJ9xQBgm9vrjUlY3DxozZEW4jav/wBatC7urWZIVSaV5EHJbOT749aiu4reIqIZA5c8nIJA9P8A69QokeGdmK8cbRnJ7Z/xpALKWKfu0UqeSW4z+H+elTRyGOL9zKFIGC2SCvsKhhDOcojOAM525B/xq1JbRJbxt5u6RznCjJUd+KYFeQmMhWbzF65HIyf89abGACQR83T5TnJ9aBtwwJJDDjFIr/xZwx6cc/n2oAUZDcPIxHTzGLYPoM1IJEYKZMhlPzOq8t7+nFR+fI0oeSTzHA25YDkf40oibG4EBQcMzHASgCLajys7Kpcnljyce9GCp5+4Tjp39qmmjEUhB9Bg5yG+nqKi3ZO4/MuMYPb6UgFQ5G4qxB6gcE0FIt7FXkZDgjf1z7/j3o5xtYHpgEU8Hy5DjOBxk9DmgBhO1WBCknuR0xTQDKwALjjoDgH6089sjaSecdqYTuPBIbrnsaAHRO0MoYABhwB2FXo9Tu47STyvKZolwEk4z7+/0qgYzH8+wo3bIIBpu3LK6MQ2ep6mmAsE10w8yeYSyM24v/QdgKcDkMefTFDEBQRx3yOgpv3TuwePTpSASQrGMH5cn04JpxQfePLAYIz0FIRkEAbkY9DSAkDoSO3/ANegB4be3zOrYHYdaYz7k2nlu2eKCSrcknPY85oI2nBAIGBmgBQcgoQQV/izkGmqzEEtg7j1X+eO1B5UDrtPpyKSMhpmQ87hkZ7EUAKw/i2k4H+fwpr5ZGyAVYcigkqkZd+S2CoJ/Ol2nJPBUKSSDjj1NADC42l1J+Y4PTJ/CkChUIUgrn7vTmlB3ZDDlecEdvUUhPBHUvg496QxD90nAzuBODTRgZXdnLc8cfhU0Ij8wCQM8eSCUxn6fhQo3KSoztPyu3XA9f8ACgCNUUhSDnnJHfnvmmyZmcs0jSbRgbvvcenrindQHEYUtk8HAx/hQVyyiY7RxgqOnuP8KAERWlSMJGWI5wFzn1pGAEWwfMhADEHnHoK1LLULWG28uaMl8/Mygfhx2qjeyW014TbxeXGPQYLepAosBU+RHU5OPrjj0+tGNkJfjDHByM7aeHU4Zz5qDOCc4/H0piMA7bHCbuDu5wPT/wCvQBIG3CPaCyhP4AMH8O1IyRoisHRwT86len1pgILEsNpPHyDjNNQKGb5m3E8E9CD3oAUgMuw7hu9ulNXsf4s4wO5H9al5l8sNFkIMEq33VFNLt5jL8rxj+8OR+Xf3oAjJyc7zjoAR0oJGCHzkHLAelIcDOegBwAf50k4ZGCMOQoI4+96H8qAHFR5uE/1YOUJ7+2exqNCXIQAt1wq9c5ow2cYO04O0HrQpKSNgHOfXkUAO5CjLD+9xwRSHIYnA2kZAPQikPGQU5Bz16U0KrEHBB6ZNADgVZScDk9+xpNuc7uO3PrShQ0nlgbiemODRllzxtPQj0pAAG0c5xwfpSHaGIB+lKpUbuD0xn+dOZVBHlHcp6bhyPrQMYBn5j1zjHrSkDPIOfc8EUpUOcqwB7g9BSF38oKW/dgkge9ACE9AGz/d57UMME+54JNAKB8OAwPXnFNwd3XLUAOzhskA+xGRUbggEHA7jtUiE42jjd70oEZIzjB4+nvQBGcEE5z9DQQy4yCNp5z3pxZopcx8FRnI/nSM8nmmSQtuY5Y5yfrQAwqM9QQenYilMmAF6jvuoMhbaOhFNJzgZzz0oAe4ATcpAI4zn71Q5C8kHGKmVo1ZFkiO0feAOC349qaSowASTj0osA0sxZW5OOmecUEb+hUk8nJoHyDO1s/pSEjgqpx6elMDsrlg7vtu974wVj4XHoSev4VXT7PJFIDGwIOVkV8HPpUTRtJI0SMuDkkIMAAVPHb3UkatDECp4BUADFUSQxRwrGWCuxPQA4A/xqV4kYr5a5cgZXt/+qpLm2m86NNpHlrhR3b1NIo+xzEb4zKRtCq33frQASxAZZZAZB99uw/3R6Co7eBUtvtEoae4diqKW7+ooaZJvkKriPkc557nNORHiuHDsfMA2xheRj1BpARu89mhlt5ipA+ckDaD/AFq3b3xm03bfiUvJnaUTGfQ1WeKIN50yN+74HI+Y/T+dSlwy+bMdpblUz90UARbV+TJKpxux3A9fenQokX77CIpOeeuPWkUBrpV3KIV+d0HJA7DPvTpgZJNsgKhzuwDgAdqAEiV3ug7FXgHzHHIPp9KtTwsENyZMNLwFwQfoKihjSV3Td8kRyw5G76mpXZHB3BsOcc9VH9DTAbD5saOSyKD1yp5P1qzCVDpJM+5iMBR2qtzvZF+WNOFiBJ6ep6U6DEO+LKrv/hA4HvQIi1Ii/kHzAxoRhc4yalto3JG5AFHGT60iR7UPkjf82ASv5f8A66s27kRKhEhf7xJXj8KAJ7ggKM/O4/hyBn6VRLtIW8pJCrctkcfTPr+lI0CIxn3IVX7w5J9fzpFkuHnMUTnaQSCy5HrxQMJH3ByXZlVdowRg/h3NDnYqL5jiTOdqc7R3qOKOKOZfKGT8zkdt3U49aRGWQKoJEsmQeehPfNIBkVsHZpSWDEkSSAAbueM+lIzuC/Jcs2Ony++TVi4ikhREMgKZB+7gMfb1FL5buRDh1CLuC5BP1NMCtBAkRFsAqeYCGbO4he59qsSBTIIo2Cui5VVXgr659aZYRt5kkofapGAx4z7H2rSkji80XLQ7nCgbs8DHOKW4zn7e3txOzPclbksSFYE7evJFDRyRyHzEIc9WJzu981rrcrsF9DFEY+jh/lMfrzUOpTxzIhZSjjOwdVPqcigRVhA56Z6fSpYjmX5ck5wAOc1CLidLXZHHEpPBbGT+dWbJlUFpZUXoFXvn1pgWzHHFCRINkWeue9RXM8ciJHFAZBIcL821WPQfX8KlfYi752QQqciNTgfXmqGpfZSkMkUU3mMOAp4x7nsaAGXco81fPt1i8leiHO7HQGmGWRrpZZFjkI5Ck4X2/KoYnyihoCNxzgcsafITFIFWRWAXqp456igBZJPMO7zDtySUAO1SfSmgF5BGcqxPpyPwpIwryxByy5bbxnueuKmuQIp3QRhGU4yrEk47g9j60AMTImCiMOc8q5IwPXjvUZ45HenOACSWLE9STxn+tOUho9ioN+eXP8I/zmgBhLbRtO1hjDAVG6Fl2MhaORTh24qVFBYL0TPJHbNLNnmMyl1TgEcj8KADMnzSK3zKu0k9MdMUxAX+VRzycdM05DbKHWcSvgbUZBkg+4poyrLIrbcjseaAAMpYKGAHckd6Nv8Ae/Klyq7RKGAPcLnH1FSPNGUKxSeaH6uRkjHYUAQMwQjByPX0oByclQQDnmgcAkj64pyooXluQecigB0kk91OPMcHJwinhV9hTGUpIQww4yvXP4VLHbSzBjCjOUHzD0+lQsRDL5TIwdvTt9aQAcNznk9D/Smjgj0GQR604HJzjqKAASD196YBgkfqKQnIJXkjqM4pf4wOvUEg/wBKQlWXBGQe9IBcjrnPPcdaVOG246deOMU0DBweVIwR3HvS7WwmxsFT1B7UwEZckNjHuDTVC+eHY8jjPoT2p5IPzswYZ+Ynj8aaI/3Z3AckH60gEK5ynIz7/wAqVmO1VbhQMHjBwe9I3Tc3Q8jI60rEvt3MSwAwTycUANPDAsDlBwy0wnu5XLHhjx+v9aXd8zhgScZ56jNJg7QuQcj0+965oGRsDgsBhh07fQ084kUjbluu4dQfSlBGxSoyV+9juKTCbwcEZPzAelADiN4KlA3GRn+lNiIGUbDMVIAPT/8AXTSu04IHByCP5UnDnqAcZBbI/I0AITyCMdic+lJKhLHy+oUHryPpS7iysrrkkZ6EH60pbam7O7saQEcbquSr7WPc9G/wpMhk3s2HX+Fu9JJj514CkjGeRSOgRlGTyP4jx9QfSgABQ4ILY+6TjpSl1cZILbe6jHbg0gVd+SwU4PbhvpSbTsU7QQckHOcf4fSgAyCpKgbWOWHfHv7UHgMzKwz0zyPoaQAEYAye4PQe9OyGOxhyflLE9fSkMTewILKC6jBJJPHpSbQIyQBt/vf0p0O1Zdspd1Yc4xkio2UxFQx+U8gjtTAXLPhQclunakA2upC7l4xg/pTnVAFKMcMcBiOD6ig7gwwVyR2wPwoEDEKhGwB1bqD1HpSBUMbg71de3b3o3KG4DAHv0o3fLsHGDyD0NACbWDcgn2x94UoALHcODgDJ+7/jSHK7mXt2z09hTjINkeyMBwMYzkH/AOvSGN2hl4Yk56Y7+1OQbyDvCMoJBx0/KheVZs447dzSICIizD3U46/SgAIyeVBJHbtTBlF3djwfanYO1CvBbqB3+tSxscmNiIxIOWIJ/SgCFIjIu4BTs5Y5xjn0/wAKNilmUEfLySORUhhjEgUTo4C5yFJwfSmBHlQEnawXAGQPwoAaTkYGCSeM8ZpG4Tr8x/hHalLZ+UjBHr2ppVgBIU46Zxx9KAHSCIHMfmNFgcnrmoVUkZVlXaO56/Sn+W+47MsBzSEHawAG08e4NACnlCQxB4GPX1zUZIyFPHuRmnAAgHJ9z/WlLKWwclSf4f6UAIQSu5mzzihgAQARgd+aTA4HvzV5rBUVZFbenBI9qmU1HcuFOU9igdvAHT3pSjA4+6fQ8VoPZx52nIZzlH7N7H0NV3tGUYxlvc8ilGpGRUqUonVvewW+Yre23oSAeMFhjpz1om1WUbligEe0dd2dp+lUJpPJKtlcMBye1TOscUSD5guN7so3Fs1qYjE+0SFI4pJJZH5JboD9epFSiGK33RpKd+eXGMk45yTUNvMiHfKuxmyFYn7g9akPloSqfMucksOvvTEQNgbd0TMp+UADLN9fSpXKyyK8jldoO1VzhT6CoU8xLhZykhQ8RM3YfSrKwsSzErgYJJPA/wAaAEhVZGXMXycksfalkmEr7iAOwA6cURRFYlk3qzE/KCcgc96RnZ2cykqFPp196AC3RJPNaQ7EXHvuPb60kc8do4EzJ1J/eZ4z609opTbQ4Ro97cA8ZPrmkNp9oKRgBz05FAFtpEnsWk3hwehJIJPtUVrEzP8AvMkA9T0qSQKr7FGQmQpHTd/gKjbClVE+0kYVlYgE/SgRPeTx7/LiUDYcndwGP9ajkKABYyzSMPmOOntTt3yxyOAzouF45P4UQFri4WPG3nLED0oGBlBiRY1GSfmx3qyLsRwqAquGBH7s5x7/AEqKW3j3MFQqm7HPf6UNKqw/ZzCNxJCqDjaKAK32wdQXVAeNnJz64xUj/IwU7cA7Tg9R7475qASTq0j52jITd2XtkD1pgdIoX3ZYniPDZJ/AdKAFyol3Ku7bwADkY+tOODKVClFk42k8r6/jUcSwxPK0zHzTgbQcJ+lPb543KRbnztygP5CgCJZ3jQNtEaK5VDndn86cCTOQJNrMvJ9Kku4xGsYdnBVQFJ4z359aZGiKXM7NuYqq4bbkn/8AXSAtiW4kkEqhfLiX7x4Gfce1TrLKlq58xpUCEmVhj6keo9KlsrMW8JjkcSE/eHUD2qK+uY9kkCvGpC7GXBzgjoKAMmwFvOzLJMIN2ShlIzLkcnHTH61GIlSRowc4PGDkNTrWzEltJKWVYIuMsMZI7fWkjCbsBcE8AGgCRgUYiQEbeCvpSph7jDJgHGBkA46cGmQkgqgAK9WJGf8A9RqWJTK7LEqt2G9c4pgXxbxOGkaQDjAVhlcDvik2vdxRJHNCsDDHlhc78HrnsKhuLeSxjDBt8YO6QLyxUdvpVKHU7sRl4UhCHkEpyB7+n0oAc9uY7plmlii8s7iSSF/DvUawtteZSJIw21Hx9/8A3R1NNlZvLaOaNZpGO7e5yy5+n8qcC7IkK7mwcqnXB9qAIpXn8/fE6wnPTGcfnSkux3yO0jN1Zz1o5yMc4OM44FCMhbY5Ozvtxkj2zQApVlVSQQG79setLJuHLKVVuQMYz9KC+3KleMcZ7e4pNzMRv3NkY5OPyoAbGxeQxRgNL/cHJxV0aXcqcyQlgeflIyKr2xRLuJlcMVcYfGAR3rcudWtoQwjcSyDgBen50AYEiNG7IwKkHgdx9aZu24IA+tOmmaSR2PV2Ocf56UJGzo7qQdvXtigA+eVmYsSduSSefrTclQBtI/i6dM96AAMgjIPr2qSEpJcg3kz7GOWY9aAIic5+b6ijeFIBPcYHvUl01qZmW1ZjHgZJHeo0UNuywDDke5oAf5mSWVmVSSMA4pBhVGOBzxSBCckDgDNKqgBWJzk9B1FACbsfe4HrS7QFDK/zseV2nigYVlVzhSC3HJ+tBdmIbPoM+goAaPlYdS2CQc8fjS7RKCAPvDBA9O5p0Z8plkTaxDYxjI9jSDLNtYck8k/rSAZGWBYZ3YPHqKcCQSW3AYzzSuqNtdQTIBjJHFSSJFtDRy7+BnKkfWmBFxkdsHnjqKaSMbcdR0/pSyIyvvUFlHynmpLcQHMlyQI04IztZmPYUgIuG6nHHQ0hVWL7OEY5+n+FI4GWCE+WGwpPX2pP4d5IHbP+IoAcrfLlwNw4yR0po4U/3lPzf40443KWzk9xz/8ArpVVJBuBAJ44OMj8f5UDIyS3UYHUHHSkOCGJJTHPTIH/ANalfGwn7pX1GDkUZzkqSPpQA1RtYMTgk/XBpSrlQ5XlicEdG9fwpf3gUhQDkdcZHvShkZgSdpJ6jp7ZoAhDpwcfKpyQewoI+cLkDPJJPNKyJtUbhgDBoOB5ienCue4H9aQDMsDt+8DwOOop6yW/k+VIpYHlH6bcf/XpQocbXUKT8wIP3vp71ECpZonbZJjCtigAwyqQGyAPukZzUShc7VY8/dHrUu5mKq23C9AeM8Zzn1pmDtOAd2cjHUH0xQAzIjlyAjLkZUHinSKyyKQMH1FSYYk4UDA+YDof/r1HtCjAOSvbPUf0oAcZC6gbVRwdwdeN+P5GmlzIGLZZ3OeRkg+/1poR1OADsxkE9hTuGUfMSzN94fyoAaV+V92Bg9+cHv8ASgLt2ZC89j/jSsq7yM7jnkqODSrglRvO4dVIoAGzIgAQgdhjqfQUmwmIu2TGDtz39qdvCAEk/eIyOBTGBAYAZ3Dk9aBjWdiEUNnGTnHOfrToyYgHUgDHGe/rSFSFKJ83OTtbI+vtimr0LZ+XHbt7/SgCZIzOVjjQucZRV5I9fwpioYz5iYKqcZPalQkco+D6L1/Om4OQB36HqKAFAXyW+58pyGPBPp9aiV2jVtrEDpn+lSyKNgGfmJwRjgD1z601mTYcq3PQZ4/+vSASJ5IgXicruOdo7U9t0x3fLuB9MFj9KjdlLFwWXsB7UoZgjFGAB492+lADwyqCysWwQeR0PpR5sgk+0LINxOSG559cGmrGGGSwQKOM9/amkdTzhTnpjNACNJkMGyHz+dR7SME8kngVIRz8wGfrQxIQKVAB5BHJ+n0oAYc7iW7/AIU3YARyMEflT1f5uvXqTzT2Rkt/NCkRSErnr05xTAizhfmORVy0nCOIyzGPsfQ/4VTA3DAOcfrTlygIyBnqD6VMoqSsy4TcHdG2MAHPRhj6e9VztU7LrB2j5ZMfeHofeobG76QSH6E9KvFl+7IV9RXE04SsekpRqR5kaEQik8xpQCMcDbkKPT6moZJNzcb9xHCY/TFSTSyLBHDGCyjDHb60iSPbOSGUnoCQMc969E8gZPYrGy+ZiWVRuPPCH0pjIdu5jhc9CeammCQRBS26R+XbrRB5fmbiN0ac4Jxn0FAEkr5cb0JDLgYOdg74+tMdzPEsO7G0dTxx68UyVmkJ4Vcdh2/xpkYy4iBJzy57EelICxHGHcBOMD5S5xnFMVULpGrhtxJZgc7R6U2aZGywznGMHtUkCeUqoFJ8z5pJFGePQYoGSrFviYq42Kp2jrgZpyFQirG29mG07ugomx5gLDbF/CO5+lRrIqnymwSVIJb0PpjpVEkk0yCPykYbVHXrn1pYkeSZVVyHHIHoPrVdLQeeqd1GT7Ukgfz1G3YwbnJIb2I96QFyW2kdN6zq7oOQD0/Gm26Ny+AofvuxkUkivOgj81kjbqFUDj3NMndcktCXQDCuedvtQMlG2Lcm5nB75yufxpivHEpZmYcYBB+aoJXMRRFALAbiOwPtU8gWS3BaNkK8MP8Aa7/jQIqmVnUxgu0a/Md2Pl9s/wBKkE7KpVVilAx8xHKn0qZXjGnIG+Vn6YXtVR3Eo2bvkHTjmgYoKzv5btHGQAWlfC4HoorXjhgWAeTMD7g9axfLiZsypxt27mGc++P0pFt4IrG58qKKNFAXzguHY+tAG28sUUAMjDGejYP6VBDDbtEspMZhbJclcY/HtVHT9PhgjVwjqT8xll7+3JqS58u7uFgHmSQn5nZMbSewx3pAXo7hGDPNMG5OETnI7HA5rL1C+uiheAPDIQFCSAZT0cA+3Bqxd6gmm+XFbWwDkAmQrhce3v7Vm3hllYNK6yyrypLA7Qf7wHf2oAWQCTy2lYyTE7nDDGD/AHvSnIxKk4XOeGNO8x5P3spDPgAFRgUKxVNwfb0wfU0wJ4wu05DA85yPvEeg9KTdNHcBWiKM4zGi8cjuSPWmweaJdyASMpwccle/61pQwKbg3N0rLLjg7vlz7e/agBsaTTJbFQJZFJ/ft/D65HeqmpxTNexwssK7zxJ93I96uW+z7RiGdYyJDvjJ46fw+tU9Wlt5LsxvMXlVclNuV56D2oAqSRWwuykcgkRTiTyh0PpmkU7JCyfKRnBB5FOleOEiKFZIyi7WLHBPtgUxlKqvy/MRxnkAe1ADANzAFySRyOpqxbJ57+Qu0I3OSBuXH+elMZfLKSgZB557nv06UmUMe2SJV77lPzH2oAjjYzXDRKhz0Gepq6dOuWQM7As2SFI7e5qpJDDJbfv2VAwBzySD2U46HvU1vfX9ooUNviI+US84/GgCIny5PuFJx1BX5R9BTBjPIIH86c8kk0rSSMGdzyw4FICGJMhOQMjHc/4UAOV0WZiFwmOjc8enH86mAF40dvBEFO8kFlwQPT3+tMt4fOWQGVEKjcAxAzWjZabLBcwXCyIyc5K9gRQBI+n2rL5MkOBGvzOuR1qhLZQW8XnxytcJ0G84GPr6Cuh8oFWUklT+f51jav8AImGePa3yJGPzyKkZkJtK7gMU8cbWzhu+ODihV6DIHuTxQWAPB9/rVCFwp4A68gE9KbkgjgEnvUkcYcHaQuMdT1JPAFTu0f2Ro2UI6DCHOSxB5HoKQFTPoeRzT0dfKKBQD/fzzTCAykY6n1py429O30P0oATOVxyOMU9SC3zKCRjvg/nUfXGflbrg8/jSMdy8/wD6qAH53HIHPOPYelO3DkuCRjjB6Go925xkDPfnpQSMjg4zz7UAORzJC6l8RkA+UTjd9DUZXeFGQxHcjrRgg5BIPSkUAAY+UE9+1ADm+9h1IYcYP9KAmMlTk9Rn+tN25Byv3eg9fpTlILKOcHjnp+dACfeUMny56Y9aaXyobBwxwR3B6VIyDcS2QOcAdT9PWmEj7rA9OooAUD5QUDMcHIB5PPUVFjYF2k8D7y96cNygAndn+JabwhOx8KTgHGMGgBwBI3xDcqnntzTA+HxtByemOCO1OIAPQZH3qTnOARndyvpQA2UD50KFSO3BIFNOUGcghuM5xxTiDjhSCfb9KYh+bG5Tz8pA4J9D6UAKu8ZMRLR7csM9AKWWVHjQNEFftKM8/WmFNrhAGAJ+UZ6etK0YWLZID8xwM/rQMay5Gc5I4yOpP+FCsSm47iwPXPWjA+ZWYB/VTyR/WjlWx5hZQCMquQR6+9IBU2spiC5djuVh1zUZYu5LH5/XoSRTztaUYVTyTuXkNRJgjaG+QYPAwM0AMwRjkkD15H0oIC4YnBbnHpSZLFg+0t94A8ZpWUMNi5BA6Fe9ABkIQzqcADoeCD3oCk/ugRuPIHTI/wAaap5RycZGGA6UAqo2FVy38WMbD60AOK7V8xvug8d8nsDQfnlwF+T1QUqlBIxk3OWXt/OiNc8+VnCc4PU+tAyNCoPGc4wOOvvQg5zwDnIzx+FODAAI6gKT97OMg03LgYPJUk5PegBRDjc53KP1zSAnZuJyOvHr9KfHuLhoZAnP3WOCM/WmPnAk2AgEjkfzpALyUyfujpx+dJlc7T9zOctxn3pys4lCD5S3PPSpJYgrxxlYyxJLFGB//V9KAGn5Ek/dhkcZHfb+NQbo2chSfL45xg09h5cWxlK/OQT/AIimELvBywTuB2oAk2x4wXxjJBHU0xMq/XdnjGcBvxpZdxBbbhVx1xnFCZwJDGXUfhQAiHnG0HPBU0x1Cuysflz1qQBA25Cd2MnJB4prhtscmQM/d6Y49aAGlQFPI4796VFZtoHU9s0fMQ3ynceuRSNwcEjA5pgCqpb5m25zggZOadtZU8wgD+Hjr+lJkrjJHA547VGD5fzKcA0AOaORRkDKgc46AfWtC2ukMQjnIDL0J5yKzehAVt4I/IntT0cwt8rggDG4jrUTgpqzNKdRwd0dIJXMwbd98HIHTPrT4dr43IvyqT9aKK1MSI4UEBQATmpIv3lzhuVUBgO2fWiih7CGL+9c7u57VLIght49hOWzk59KKKTKRHJEn2eNtvzMm4n3zU+nsVs2bqzHaT7UUUxEdyi28irHxuUZPerKIiogVFHOM45+tFFMQ+2YmJc9XLbj3OKgXpv7mLefrRRSGNLspx13LyT1oLGOZNny7SDx3+tFFDERtdO0OSqbyfv45FRySkCQ4HGAPbPf60UUwHXEzG3O4BtvyjNIh2W1soA/eAsx7miikMR2OMn5icDnt9Kt2Ua3FvHHKNyNuYjpnHNFFJgiSxcziMygOrSHCkcKAOABVuVRJJ02mPGNvHUc0UUwJJbeJbaRSgZSpJDc1yqRKnyqOp596KKSAuRqpiJx0NMQ/vOg+UZ+v1oopgXmH2fMcRKrw3B7mq11I7rlmJ3DJyc9eP6UUUAUZAHQAjp09qfbwpHbSbBgDDY984oooAuiFE05iowQA2e/0zVZUUoWxg//AFqKKQCpgyYI6rk+9PtUWW4VGHBz07cUUUwIQMvj0zQpyp9sGiigQhOCOB1oyQePpRRQMIlV3bcAdgYj8BTldygVmYowwULHafwoooAbI0kyorzSlIxlV3nH4+tICqw8IuT37jkUUUANzxn3xTlco5YKpPI5GaKKAE7A+1AxvxjocCiigQjDaSo5HTmhyTt57ZHtiiigYucDoOORSuAH+hoopAMydpP+etOYBi2RnjOKKKYE8qJ9miYKFJYgkd6rsfurjhs5oopIBIDvBDgNtyoJ60AloVY9cCiigBykzJtfnDYHtx2qJHPnKeu8dPT6UUUAJ5jKWK8YbGKV22o42qc/KciiigBYRvTn72PvZ5pIIknSQyLyATkUUUmMTylwyc/IQQc8io5ADvPTyzkY/r60UUwHSKBMExwwDH8etVdxjmdByq9AfeiigCZPnKBudw/lml8+SICNGAXIPQE5PeiigCMHdCCeoO3I44qWFFM0LEZ3MNwzwc0UUgI2w0jIVGFcqPYULEGlAJbkjv6nFFFAEeBHgjkgHkn0OKRh+8jGTyME9zRRQAIMmTP/ACzGRQx3ICeOnAoooAaZWAcHDAnbhhnFW4YkN4UYFlRTgEn0oooGiojYGCqnnGTTn+W6K4yHGTmiigQ7YMkHkBMgHtTQSoDKSCp2jHYUUUDI2PoMEd6fboHuFQ5wTzRRSAV/3TyqvRORntVm9t0trm1VCxFxGGkyepPWiigCoxCoQFHJI6dgajjAKvkZ4/OiimAqoCMEnG0t1psRLc5xtQsMUUUAIGJIPfH9alKosQGxST82T1oooAhkAViV45qfzj/CqrjjIFFFJjR//9k=" alt="Экологические аспекты использования фрезерованного асфальта"></p>
<p>При утилизации переработанного битумного покрытия значительно снижаются объемы отходов на свалках. Это позволяет уменьшить негативное воздействие на окружающую среду, которое связано с переполнением свалок и загрязнением почвы.</p>
<p>Снижение потребности в природных ресурсах – еще один значимый аспект. Использование переработанного материала уменьшает потребность в добыче новых ингредиентов, таких как песок и гравий, что способствует охране месторождений и экосистем.</p>
<p>Процесс переработки асфальта требует меньших энергозатрат по сравнению с производством нового материала. Это способствует снижению выбросов углекислого газа, тем самым уменьшая углеродный след строительной сферы.</p>
<p>При использовании такой технологии важно учитывать возможность повторного применения. Это позволяет не только сократить затраты, но и упрощает календарные сроки проектов, что иногда снижает влияние на местное население и экосистему.</p>
<p>Дальнейшая переработка после фрезеровки позволяет улучшить структуру и долговечность, а сам процесс может быть организован с учетом минимизации пылевых выбросов и других загрязняющих веществ, что способствует более чистому процессу укладки.</p>
<p>Научные исследования показывают, что применение переработанного покрытия не влияет на безопасность и качество объектов, если соблюдены все технологические требования. Поэтому использование подобного материала становится не только экономическим, но и экологически оправданным решением.</p>
<h2>Примеры успешных проектов с применением фрезерованного асфальта</h2>
<p>На территории Казахстана в 2022 году был проведен проект по реконструкции центральной дороги в Алматы, где использовался переработанный материал. Замена верхнего слоя покрытия существенно улучшила долговечность и качество пути, что стало заметно после первой зимы.</p>
<p>В 2021 году в Астане была обновлена транспортная инфраструктура в районе нового делового центра. Использование переработанного материала снизило затраты на 15% и сократило время выполнения работ. Жители отметили улучшение качества движения и снижение шумового загрязнения.</p>
<p>В 2020 году в Шымкенте реализовали проект по ремонту тротуаров и велосипедных дорожек, применив переработанное покрытие. Этот подход обеспечил отличную сцепку и долговечность, повысив уровень комфорта для пешеходов и cyclists.</p>
<p>В 2019 году в Караганде была проведена замена покрытия на нескольких улицах с использованием переработанных материалов. Результаты показали, что такой метод значительно уменьшил проявления трещин и деформаций, что позволило продлить срок службы дороги.</p>
<p>В 2018 году на трассе Алматы &#8212; Хоргос была реализована инициатива по восстановлению покрытия с помощью переработанных материалов. Это не только снизило затраты на закупку нового сырья, но и повысило устойчивость дороги к погодным условиям.</p>
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