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	<title>Этапы строительства дорог &#8212; Компания «Актаустрой»</title>
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		<title>Как изменится дорожное строительство в Казахстане в ближайшие 10 лет</title>
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		<pubDate>Thu, 30 Jan 2025 17:26:28 +0000</pubDate>
				<category><![CDATA[Этапы строительства дорог]]></category>
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					<description><![CDATA[Всемирные тренды в области инфраструктурных проектов уже оказывают влияние на сектор разработки транспортных магистралей. Ожидается, что в течение следующего десятилетия использование передовых технологий, таких как автоматизация и машинное обучение, ускорит процессы планирования и реализации. Роль геоинформационных систем (ГИС) и беспилотных летательных аппаратов в контроле качества и скорости работ значительно возрастёт. Опережающее внедрение устойчивых материалов и[...]]]></description>
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" alt="Как изменится дорожное строительство в Казахстане в ближайшие 10 лет" title="Как изменится дорожное строительство в Казахстане в ближайшие 10 лет" /></p>
<p>Всемирные тренды в области инфраструктурных проектов уже оказывают влияние на сектор разработки транспортных магистралей. Ожидается, что в течение следующего десятилетия использование передовых технологий, таких как автоматизация и машинное обучение, ускорит процессы планирования и реализации. Роль геоинформационных систем (ГИС) и беспилотных летательных аппаратов в контроле качества и скорости работ значительно возрастёт.</p>
<p>Опережающее внедрение устойчивых материалов и технологий, включая использование переработанного асфальта и бетона, станет ключевым к предотвращению экологических проблем. Специальное внимание уделяется развитию транспортной доступности в регионах, что ведет к росту экономической активности и улучшению жизни населения.</p>
<p>Проекты, целящиеся на расширение и модернизацию существующей сети автодорог, обеспечат не только улучшение транзитного потенциала республики, но и сокращение времени в пути для местного населения. <strong>Инновации в технологии строения и управления проектами</strong>, такие как модульное строение и системы умного дорожного управления, помогут снизить заторы и повысить безопасность движения.</p>
<p>Расширение международного сотрудничества и интеграция с глобальными стандартами станут <em>основополагающими факторами</em> для повышения качества автодорожных сетей. Инвестиции в обучение местных специалистов и передача технологий обеспечат долгосрочное развитие и поддержку качественного знания внутри страны.</p>
<h2>Применение инновационных материалов в строительстве дорог</h2>
<p>Также набирает популярность технология пористого асфальта, который значительно сокращает количество воды на поверхности, улучшая тем самым безопасность движения. Применение резинового асфальта, укрепленного измельченными автомобильными покрышками, позволяет не только рециклировать отходы, но и улучшить характеристики скольжения и шума на дорогах.</p>
<table>
<tr>
<th>Материал</th>
<th>Основные преимущества</th>
<th>Область применения</th>
</tr>
<tr>
<td>Геосинтетики</td>
<td>Укрепление основания, продление срока службы, снижение деформаций</td>
<td>Основание дорожных покрытий</td>
</tr>
<tr>
<td>Пористый асфальт</td>
<td>Снижение аквапланирования, повышение безопасности</td>
<td>Верхние слои покрытий, мосты</td>
</tr>
<tr>
<td>Резиновый асфальт</td>
<td>Переработка отходов, снижение шума, улучшение сцепления</td>
<td>Дорожные покрытия в регионах с высоким трафиком</td>
</tr>
</table>
<p>Технологии наномодифицированных добавок в асфальт позволяют улучшить показатели усталостной стойкости и температурной вязкости покрытия. Эти нововведения не только улучшают качество дорожного полотна, но и способствуют уменьшению эксплуатационных расходов за счет увеличения интервалов между ремонтами.</p>
<p>Развитие этих технологий и внедрение их в практику строительства автошляхов потребует от специалистов повышения квалификации и обновления знаний современных материалов и их свойств.</p>
<h2>Роль цифровых технологий в планировании и строительстве дорожной инфраструктуры</h2>
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" alt="Роль цифровых технологий в планировании и строительстве дорожной инфраструктуры"></p>
<p>Внедрение цифровых технологий в области планирования и возведения магистралей становится стратегическим направлением развития. Использование систем геоинформационного моделирования (ГИС) и трехмерного проектирования (3D) позволяет существенно повысить точность и ускорить процесс подготовки проектных решений. Программное обеспечение для автоматизированного проектирования (CAD) и интегрированные платформы управления проектами (BIM) облегчают координацию между участниками проекта, минимизируя риски и ошибки в рабочих процессах.</p>
<p>Использование беспилотных летательных аппаратов (БПЛА) для картографии и мониторинга строительного участка улучшает качество контроля за выполнением работ и обеспечивает оперативное обновление данных. Такие подходы способствуют оптимизации расходования материалов и ресурсов, а также снижению воздействия на окружающую среду.</p>
<p>Применение искусственного интеллекта (ИИ) для анализа больших данных помогает предсказывать потенциальные проблемы на этапе планирования и в процессе ведения работ. Системы, основанные на ИИ, могут автоматически корректировать рабочие процессы в соответствии с изменяющимися условиями, что приводит к повышению общей эффективности проектов.</p>
<p>Цифровая документация и архивация проектной документации на всех этапах создания магистралей обеспечивает прозрачность и доступность информации для всех заинтересованных сторон, улучшается соблюдение законодательных и технических требований. Это в свою очередь приводит к ускорению процесса согласования и утверждения проектных решений.</p>
<p>Таким образом, цифровые технологии представляют собой неотъемлемую часть современной инфраструктуры планирования и проведения работ по созданию магистралей. Интеграция этих технологий способствует усовершенствованию процессов на всех этапах, от планирования до эксплуатации, и обеспечивает повышение качества и безопасности транспортных артерий.</p>
<h2>Внедрение системы умного управления дорожным движением</h2>
<p>Внедрение интеллектуальной транспортной системы (ИТС) наиболее перспективно для снижения загруженности дорог и улучшения безопасности передвижения. Эта технология обеспечивает регулировку дорожного потока, управление светофорами и мониторинг состояния транспортной сети в реальном времени.</p>
<ul>
<li><strong>Регулировка дорожного потока:</strong> Адаптация времени работы светофоров в соответствии с актуальной дорожной ситуацией уменьшает время ожидания на перекрестках и способствует более равномерному распределению транспортных потоков.</li>
<li><strong>Мониторинг и анализ данных:</strong> Системы сбора и анализа данных помогают выявлять проблемные зоны, предсказывать вероятные заторы и своевременно реагировать на изменения в транспортной сети.</li>
<li><strong>Интеграция с мобильными приложениями:</strong> Разработка приложений для пользователей позволяет получать актуальную информацию о состоянии дорожного движения, что способствует более обдуманному выбору маршрутов.</li>
<li><strong>Оптимизация маршрутов общественного транспорта:</strong> Анализ больших данных о движении позволяет оптимизировать маршруты и графики общественного транспорта, уменьшая общее время в пути и повышая привлекательность публичного транспорта.</li>
<li><strong>Покрытие более широких географических зон:</strong> Расширение действия ИТС на пригородные и сельские территории помогает улучшить доступность и качество транспортных услуг за пределами городских центров.</li>
</ul>
<p>Интеллектуальные транспортные системы способны значительно повысить качество жизни населения, сократив время в дороге и уровень дорожно-транспортных происшествий. Экономический эффект от привлечения инвестиций в эту сферу также стимулирует развитие технологий и создание новых рабочих мест в сфере транспортных услуг и информационных технологий. Планирование в будущем предусматривает обязательную интеграцию ИТС во все новые проекты развития дорожной инфраструктуры.</p>
<h2>Создание мультимодальных транспортных узлов в крупных городах</h2>
<p>Проектирование мультимодальных узлов улучшает связь между различными видами транспорта, обеспечивая удобный пересадочный пункт для жителей и гостей города. Разработка подобных комплексов требует интеграции железнодорожных станций, автобусных терминалов, трамвайных и метрополитенских линий в единое целое. Проектировщики должны обращать внимание на удобство пассажирских потоков, минимизирою предполагаемые задержки и обеспечивая высокую скорость перемещения пассажиров между разными видами транспорта.</p>
<p>В основе планирования должны лежать результаты анализа потребностей местных жителей и аналитики передвижения населения. Научно-обоснованный подход к расположению транспортных узлов позволит максимально оптимизировать поездки и снизить воздействие на окружающую среду за счёт уменьшения числа автомобильных путешествий.</p>
<p>Применение инновационных технологий, например, систем умного трафика и цифровизации услуг помогает повысить эффективность функционирования транспортных узлов. Это обеспечивает пользователям более плотный и точный график, а также возможность реального времени контролировать свои перемещения через мобильные приложения.</p>
<p><strong>Финансирование</strong> таких проектов можно осуществить за счёт государственно-частного партнёрства, включая инвестиции как от внутренних, так и от внешних источников. Эффективное управление ресурсами и привлечение инвестиций способствуют скорейшему внедрению проектов и началу их эксплуатации.</p>
<p>В результате, создание мультимодальных транспортных узлов станет основой для развития устойчивой и интегрированной городской транспортной системы, повышение качества жизни населения и сокращение времени в пути для каждого из пользователей транспорта.</p>
<h2>Развитие дорожной сети в сельских и отдаленных регионах</h2>
<p>Улучшение транспортной доступности сельских и отдаленных районов должно стать приоритетом. Создание новых и ремонт существующих трасс способствует экономическому росту, улучшает качество жизни и содействует более эффективному распределению ресурсов и услуг. Инвестиции в дорожную инфраструктуру улучшают связь между населенными пунктами, что важно для развития аграрного сектора и привлечения туристов.</p>
<p>Применение современных технологий, таких как геосинтетические материалы для укрепления дорожных оснований, может значительно увеличить долговечность покрытий и уменьшить затраты на их обслуживание. Использование локальных материалов также способствует снижению общих расходов на строительство и поддержку инфраструктуры.</p>
<p>Программы государственно-частного партнерства могут быть эффективным решением для привлечения инвестиций в инфраструктурные проекты отдаленных районов. Это позволит не только ускорить процесс строительства, но и обеспечить его высокое качество с использованием передового опыта и технологий.</p>
<p>Внедрение цифровых технологий в управление дорожным движением и техническое обслуживание дорог поможет повысить безопасность, контролировать состояние дорожного покрытия и оптимизировать расходы на эксплуатацию. Развитие сети дорог в сельских районах также требует учета климатических и экологических особенностей региона.</p>
<p>Таким образом, стратегический подход к развитию дорожной сети в сельских и отдаленных регионах должен включать использование инновационных материалов и технологий, активизацию программ государственно-частного партнерства и усиленный контроль за качеством строительных работ. Эти меры помогут создать дорожную сеть, способную стимулировать развитие местного хозяйства и улучшить жизнь в сельской местности.</p>
<h2>Изменения в законодательной базе в сфере дорожного строительства</h2>
<p>В сфере регулирования работ по развитию автотранспортных магистралей в республике наметились значительные корректировки законодательства. Основное внимание уделяется повышению прозрачности проектных процедур и экологической ответственности подрядчиков.</p>
<p>Новый законодательный акт вводит строгие требования для таких проектов в аспекте экологической безопасности. В частности, предусматривается обязательная экологическая оценка влияния на окружающую среду на всех этапах реализации проектов. Это будет способствовать минимизации вредных высвобождений в атмосферу и предотвращать долгосрочное загрязнение.</p>
<p>Кроме того, предпринимаются шаги по усилению контроля на стадии выбора подрядчиков и материалов. Вводятся строгие критерии отбора с поощрением использования инновационных технологий и материалов, что должно повысить долговечность и безопасность автомагистралей.</p>
<p>Также ожидается улучшение законодательных механизмов публичного обсуждения. Гражданам предоставляются расширенные возможности для участия в обсуждении проектов, что повышает общественный контроль и способствует прозрачности процессов принятия решений.</p>
<p>Для повышения эффективности мониторинга результатов строительства, вводится усовершенствованная система отчетности, обеспечивающая оперативное исправление недочетов и минимизацию временных затрат на ремонт действующих дорог.</p>
<h2>Влияние глобальных изменений климата на дорожное строительство в Казахстане</h2>
<p>Глобальные изменения климата влияют на выбор материалов и технологий для обустройства автомобильных трасс. Рост средней температуры требует использования более устойчивых к высоким температурам покрытий.</p>
<ul>
<li>Применение асфальта с добавками полимеров, который менее подвержен деформации и размягчению при высоких температурах.</li>
<li>На обширных открытых участках рекомендуется использование светоотражающего асфальта для минимизации нагрева дорожного полотна.</li>
<li>Внедрение систем водоотвода, необходимое из-за участившихся интенсивных осадков. Это предотвратит быстрое разрушение дорожных основ из-за эрозии и образования луж.</li>
<li>Укрепление обочин и строение дренажных каналов для управления потоками воды.</li>
</ul>
<p>Изменения климатических условий также требуют пересмотра подходов к геотехническим исследованиям:</p>
<ol>
<li>Необходимо включать данные о климатических изменениях в геотехнические отчеты для оценки возможных будущих условий на местах строительства трасс.</li>
<li>Рост частоты засушливых периодов делает актуальным использование технологий, предотвращающих потерю влаги из грунта, что стабилизирует дорожную основу.</li>
</ol>
<p>Также центральным элементом устойчивого развития инфраструктуры является применение экологически чистых и возобновляемых источников энергии на этапах строительства и эксплуатации автомобильных дорог:</p>
<ul>
<li>Использование солнечных панелей для питания дорожных знаков и освещения, а также в строительной технике с электрическими и гибридными двигателями.</li>
</ul>
<p>Проектирование будущих дорожных сетей должно учитывать не только текущие потребности, но и прогнозируемые изменения климата для обеспечения долгосрочной эксплуатационной устойчивости и функциональности трасс.</p>
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		<title>Что делать, если дорога начала разрушаться раньше гарантийного срока</title>
		<link>https://aktaustroi.kz/chto-delat-esli-doroga-nachala-razrushatsya-ranshe-garantijnogo-sroka/</link>
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		<pubDate>Thu, 30 Jan 2025 17:26:27 +0000</pubDate>
				<category><![CDATA[Этапы строительства дорог]]></category>
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					<description><![CDATA[При обнаружении ускоренного износа асфальтового покрытия следует незамедлительно обратиться в организацию, отвечающую за содержание и ремонт данного участка. Подготовьте и предоставьте все необходимые документы, подтверждающие факт строительства и использование материалов, а также отчёты о проведенных исследованиях качества покрытия. Эти документы станут основой для диалога с подрядчиками. Рекомендуется также провести независимую экспертизу, чтобы точно установить причины[...]]]></description>
										<content:encoded><![CDATA[<p>При обнаружении ускоренного износа асфальтового покрытия следует незамедлительно обратиться в организацию, отвечающую за содержание и ремонт данного участка. Подготовьте и предоставьте все необходимые документы, подтверждающие факт строительства и использование материалов, а также отчёты о проведенных исследованиях качества покрытия. Эти документы станут основой для диалога с подрядчиками.</p>
<p>Рекомендуется также провести независимую экспертизу, чтобы точно установить причины ухудшения состояния покрытия. Полученные результаты станут весомым аргументом при ведении переговоров о необходимости ремонтных работ. Возможно, потребуется проведение геодезических исследований и анализа состава используемых строительных материалов, чтобы исключить повторение ситуации в будущем.</p>
<p>Немаловажно учесть, что в договоре на строительство должны быть четко указаны условия гарантии, включая сроки и обязательства сторон по текущему поддержанию качества. Пересмотрите договорные обязательства с подрядчиком, обратив внимание на пункты, касающиеся подобных ситуаций. Это позволит обеспечить не только скорейшее восстановление нормального состояния трассы, но и компенсацию возможных потерь, связанных с эксплуатационными неудобствами.</p>
<p>Одновременно с подготовкой документации и проведением исследований, начните вести переговоры с подрядчиком о ремонте на базе выявленных нарушений и документально подтвержденной ответственности. Эффективный диалог может стать решающим фактором в скорости проведения ремонтных работ и поможет избежать дальнейших правовых споров. Прозрачное ведение дел и четкая аргументация помогут защитить ваши права и интересы.</p>
<h2>Определение признаков преждевременного износа покрытия</h2>
<p>Автомобилисты и другие участники движения могут заметить первые симптомы ухудшения состояния асфальта на основании следующих индикаторов:</p>
<table>
<tr>
<th>Признак</th>
<th>Описание</th>
</tr>
<tr>
<td>Трещины</td>
<td>Неглубокие разломы или расширенные трещины, которые появляются на поверхности асфальта.</td>
</tr>
<tr>
<td>Выкрашивание</td>
<td>Потеря первоначального черного цвета асфальта, приобретение серого оттенка, что указывает на старение и вымывание связующего вещества.</td>
</tr>
<tr>
<td>Колея</td>
<td>Прогибы на поверхности асфальта, образованные под воздействием постоянного давления транспортных средств.</td>
</tr>
<tr>
<td>Выпучивание</td>
<td>Вздутия или выпуклости на поверхности, вызванные температурными колебаниями и проблемами в подстилающих слоях.</td>
</tr>
<tr>
<td>Разрушения от воды</td>
<td>Поверхностные повреждения, такие как отслоения или выбоины, вызванные замерзшей водой или стоком влаги.</td>
</tr>
</table>
<p>Замеченные повреждения на асфальтированной поверхности необходимо документировать и оперативно сообщить ответственным структурам о наличии недостатков. Фиксация состояния покрытия с последующим вызовом специалистов помогает своевременно реагировать на ухудшение качества транспортной инфраструктуры, предотвращая более серьезные последствия.</p>
<h2>Проверка документации и условий гарантии на дорожное покрытие</h2>
<p>Далее необходимо проверить условия гарантии, прописанные в договоре на строительство. В этом разделе должно быть четко указано условия и сроки гарантии, а также перечень случаев, при которых гарантийные обязательства могут быть приостановлены или аннулированы. Зачастую это связано с непредвиденными обстоятельствами или несоблюдением условий эксплуатации.</p>
<p>Также рекомендуется уточнить процедуру обращений по гарантии. Необходимо знать, куда и в какие сроки подавать заявление о проявлении дефектов, какие документы прилагать и в какой форме должно быть подтверждение недостатков со стороны заказчика.</p>
<p>Если при осмотре покрытия выявлены проблемы, требующие устранения, следует выполнить фото- и видеофиксацию недостатков. Это поможет в подтверждении факта дефектов и станет весомым аргументом при обсуждении исполнения гарантийных обязательств.</p>
<p>В случае возникновения спорных вопросов рекомендуется обратиться за консультацией к независимым экспертам или юристам, специализирующимся на строительном законодательстве. Это позволит правильно оформить все необходимые документы и эффективнее защитить свои права.</p>
<h2>Сбор и документирование свидетельств ухудшения состояния дороги</h2>
<p>При обнаружении ухудшения проезжей части важно оперативно зафиксировать все дефекты. Рекомендуется проводить регулярные визуальные осмотры покрытия автомобильной артерии. При обнаружении трещин, выбоин или иных повреждений следует составить подробный отчет с фотографиями. Фотоснимки должны включать дату и время съемки, а также координаты местонахождения повреждений.</p>
<p>Применение дронов для аэрофотосъемки может значительно повысить точность и обширность собранных данных. Данный метод позволяет оценить общее состояние покрытия с высоты, отмечать различные деформации и следы износа.</p>
<p>Параллельно с фотофиксацией используются методы геодезической съемки для точного замера уровня повреждений. Данные съемки вносятся в акт осмотра объекта, который затем может служить доказательной базой в случае обращения в соответствующие инстанции.</p>
<p><strong>Обращение в административные или судебные органы</strong> с данным актом предоставит основание для требования выполнять ремонтные работы в рамках гарантийных обязательств строителя. Рекомендуется также собрать показания свидетелей или документально подтвержденные жалобы граждан, фиксирующих ухудшение качества проезда.</p>
<p>Следует сохранять все производные документы, включая переписку с ответственными за содержание и ремонт автодорог органами, которые могут послужить в деле о несоблюдении стандартов и требований к качеству работ.</p>
<h2>Обращение в организацию, ответственную за ремонт и обслуживание дорог</h2>
<p>Определите уполномоченное агентство по содержанию автомагистралей через официальные интернет-ресурсы или информационные табло на прилегающих участках. Контактные данные, включая телефоны горячих линий и адреса электронной почты, обычно доступны в открытом доступе.</p>
<ul>
<li>Соберите все необходимые документы, подтверждающие факт ускоренного износа покрытия: фотографии, выписки из договоров на сервисное обслуживание, свидетельства очевидцев.</li>
<li>Формируйте официальное письмо с описанием проблемы, указанием точного места несоответствия качества дорожного покрытия и приложением упомянутых документов. Укажите свои контактные данные для обратной связи.</li>
<li>Отправьте готовое обращение по электронной почте или через форму обратной связи на сайте уполномоченного агентства. Можно также отправить документы почтой с уведомлением о доставке или принести лично в приемную организации.</li>
</ul>
<p>После отправки запроса отслеживайте его статус через систему обратной связи. В случае отсутствия ответа или решения проблемы в установленные сроки можно направить повторное обращение или воспользоваться правом обжалования действий (бездействия) в судебном порядке.</p>
<ul>
<li>Участвуйте в публичных слушаниях и встречах с жителями, где такие вопросы выносятся на обсуждение, для усиления давления на сервисные службы.</li>
</ul>
<p>Своевременное обращение и точное следование процедурам значительно увеличивает шансы на исправление положения с минимальными временными и финансовыми потерями.</p>
<h2>Права и обязанности сторон по договору на строительство дороги</h2>
<p>Поставщик строительных услуг несёт ответственность за качество выполненных работ. В случае возникновения повреждений материалов или работы, не соответствующие заявленным стандартам качества, заказчик имеет право требовать устранения недостатков в установленные договором сроки.</p>
<p>Для защиты своих интересов обе стороны должны провести приёмочные испытания готового покрытия, чтобы убедиться в его соответствии заявленным требованиям. В процессе такого контроля могут быть приняты оценки плотности, толщины и равномерности покрытия. В сложений с этим, необходимо составить акт приёмки выполненных работ, который становится юридическим доказательством выполнения договорных обязательств.</p>
<p>При обнаружении проблем после подписания акта приемки, заказчик в праве воспользоваться страховкой или гарантиями, предусмотренными договором, для компенсации возможных ремонтных работ. Помимо прочего, стороны могут привлечь к решению спорных вопросов судебные или арбитражные органы, следуя установленной процедуре урегулирования конфликтов, также описанной в документе.</p>
<p>Таким образом, чёткое соблюдение правил и обязанностей, зафиксированных в договоре, позволяет обеим сторонам надежно защитить свои интересы и таким образом минимизировать риски возникновения спорных и конфликтных ситуаций, связанных с качеством строительства дорожных покрытий.</p>
<h2>Юридические аспекты обращения в суд по вопросам нарушения гарантийных обязательств</h2>
<p>Для обращения в судебные органы по вопросам несоответствия исполненных обязательств установленным гарантиям следует предпринять несколько шагов:</p>
<ol>
<li>Сбор доказательственной базы, включающей в себя документы, подтверждающие факт заключения договора, наличие гарантийных обязательств, а также фиксацию выявленных недостатков. Эти документы могут включать акты выполненных работ, гарантийные талоны, отчеты экспертных организаций о выявленных дефектах и др.</li>
<li>Определение ответственного исполнителя работ. Это может быть как подрядчик, так и поставщик материалов в случае их брака.</li>
<li>Подача претензии в письменной форме с требованием устранения дефектов или переработки выполненных работ в установленные сроки.</li>
<li>Если ответ на претензию отсутствует или неприемлем, следует подать исковое заявление в суд. Иск должен содержать описание недостатков, ссылки на нормативные документы, доказательства предъявленных требований и расчет размера ущерба.</li>
<li>Выбор подсудности – иск подается в суд по месту регистрации ответчика или по месту выполнения работ.</li>
</ol>
<p>При подаче иска важно определить размер исковых требований, который может включать как стоимость устранения дефектов, так и компенсацию за простой в использовании объекта из-за некачественных работ.</p>
<ul>
<li>Запрос необходимых экспертиз, подтверждающих нарушение качества выполняемых работ и прямую связь между дефектами и ущербом.</li>
<li>Возможность привлечения к ответственности не только исполнителя, но и других лиц, причастных к исполнению договора (например, инженера-контрольного).</li>
</ul>
<p>После подачи иска и его рассмотрения в суде, решение суда должно быть исполнено в установленные законом рамки. В случае несоблюдения решения суда исполнительными органами, заявитель имеет право обратиться с жалобой на бездействие должностных лиц.</p>
<h2>Возможные методы восстановления дорожного покрытия до истечения гарантийного срока</h2>
<p>При обнаружении ухудшения состояния асфальтобетона, необходимо провести его детальный осмотр. Это позволит оценить масштабы повреждений и подобрать соответствующий способ ремонта. Среди наиболее применяемых методов:</p>
<p>1. Локальный ремонт – исправление отдельных участков с повреждениями. Эта процедура включает вырезание поврежденного сегмента и его замена на новый слой асфальта. Применяется для устранения ям и трещин.</p>
<p>2. Сверхтонкое фрезерование – удаление верхнего поврежденного слоя асфальта на неглубокую глубину. После этого происходит укладка нового слоя, что восстанавливает исходные характеристики покрытия.</p>
<p>3. Термическая реконструкция – способ, при котором используется тепло для размягчения существующего асфальта с последующим добавлением свежего связующего и асфальта. Такой метод позволяет улучшить качество покрытия без полного удаления. При этом важно контролировать температуру обработки, чтобы не допустить пережига.</p>
<p>4. Применение геосинтетических материалов для укрепления основания и повышения долговечности нового асфальтного слоя. Это включает в себя укладку межслойных сеток и матов, которые предотвращают распространение трещин.</p>
<p>Перед началом работ необходимо согласовать все действия с ответственным лицом за эксплуатацию покрытия, обеспечить планомерный подход и качество используемых материалов. Только после этого можно приступать к непосредственному восстановлению.</p>
<p>В случае серьезных деформаций покрытия без возможности косметического ремонта, применяется полная замена асфальтового слоя. Этот процесс требует больших затрат времени и ресурсов, но является неизбежным для поддержания безопасности и функциональности покрытия.</p>
<p>При своевременной диагностике и правильном выборе метода ремонта возможно значительное продление срока службы дорожного покрытия и минимизация расходов на его эксплуатацию.</p>
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		<title>Какие слои дороги наиболее подвержены разрушению</title>
		<link>https://aktaustroi.kz/kakie-sloi-dorogi-naibolee-podverzheni-razrusheniyu/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:26:26 +0000</pubDate>
				<category><![CDATA[Этапы строительства дорог]]></category>
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					<description><![CDATA[Нагрузки от автотранспорта оказывают значительное воздействие преимущественно на верхний асфальтобетонный покров. Этот материал активно контактирует с колёсами автомобилей и подвергается воздействию атмосферных осадков, что приводит к его постепенному износу. Основные факторы ухудшения состояния асфальта включают температурные перепады и механические нагрузки. Далее в зоне повышенного риска расположена основа – слой из щебня и песка, укреплённый связующими[...]]]></description>
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alt="Какие слои дороги наиболее подвержены разрушению" title="Какие слои дороги наиболее подвержены разрушению" /></p>
<p>Нагрузки от автотранспорта оказывают значительное воздействие преимущественно на верхний асфальтобетонный покров. Этот материал активно контактирует с колёсами автомобилей и подвергается воздействию атмосферных осадков, что приводит к его постепенному износу. Основные факторы ухудшения состояния асфальта включают температурные перепады и механические нагрузки.</p>
<p>Далее в зоне повышенного риска расположена основа – слой из щебня и песка, укреплённый связующими компонентами. Наибольшее влияние на его целостность оказывает водное насыщение, способствующее вымыванию и размягчению структуры. Эта проблема особенно актуальна в зонах с высоким уровнем грунтовых вод или при недостаточной дренажной системе.</p>
<p><strong>Необходимо учитывать методы диагностирования</strong> для раннего выявления проблемных участков. Регулярное мониторинговое исследование, включая использование лазерных сканеров и ультразвуковой дефектоскопии, даст возможность определить места снижения плотности и другие внутренние дефекты, скрытые от визуального осмотра.</p>
<p><em>Таким образом, вовремя проведённые ремонтные работы позволят существенно увеличить срок службы автодорог и сократить расходы на полное восстановление путей.</em> Эффективность ремонта значительно возрастает при правильном выборе материалов, адаптированных к климатическим и эксплуатационным условиям данной местности.</p>
<h2>Причины разрушения верхнего слоя асфальтового покрытия</h2>
<p>Верхний слой асфальтового покрытия часто повреждается под воздействием атмосферных условий и механических нагрузок. Значительное влияние оказывает амплитуда температур: перепады между жарким летом и морозной зимой приводят к циклам замораживания и оттаивания, что способствует образованию трещин и выбоин на асфальтовом покрытии.</p>
<p>Другим серьезным фактором является недостаточное качество материалов или ошибки в технологии укладки. Применение асфальта, не соответствующего стандартам, или нарушения в процессе его подготовки и укладки могут сократить срок службы покрытия.</p>
<p>Также стоит учитывать нагрузку от движения транспорта. Тяжелые автомобили и повышенная интенсивность движения ускоряют износ асфальта, особенно на дорогах с высокой проходимостью.</p>
<table>
<tr>
<th>Фактор</th>
<th>Воздействие на асфальт</th>
</tr>
<tr>
<td>Температурные перепады</td>
<td>Циклы заморозки/оттаивания приводят к трещинам</td>
</tr>
<tr>
<td>Качество материалов</td>
<td>Использование ниже стандарта ускоряет износ</td>
</tr>
<tr>
<td>Нагрузка от транспорта</td>
<td>Тяжелые автомобили и высокая интенсивность нагрузки уменьшают срок службы</td>
</tr>
</table>
<p>Интенсивное использование химических реагентов для обработки дорог зимой также оказывает разрушающее действие. Соли и химикаты способствуют коррозии асфальта, что ускоряет его старение и деформацию.</p>
<h2>Влияние качества используемых материалов на долговечность основания дорог</h2>
<p>Качество материалов, применяемых при строительстве основания, определяет его устойчивость к нагрузкам и климатическим воздействиям. Выбор высококачественных компонентов существенно продлевает срок эксплуатации и минимизирует необходимость ремонта.</p>
<ul>
<li><strong>Гранулированные материалы:</strong> Устойчивость основания улучшается при использовании керамзита, гравия и щебня, имеющих высокую морозостойкость и малую водопоглощаемость.</li>
<li><strong>Песчаная подсыпка:</strong> Использование чистого карьерного песка без примесей глины и органических включений предотвращает сдвиги и деформации под воздействием влаги и нагрузки.</li>
<li><strong>Асфальтобетон:</strong> Качество асфальтового покрытия зависит от процентного содержания битума, качества наполнителя и его фракционного состава. Применение модифицированного битума значительно увеличивает морозо- и водостойкость асфальта.</li>
<li><strong>Бетонные изделия:</strong> Бетон для фундамента должен быть марки не ниже M300, что обеспечит необходимую прочность и морозостойкость.</li>
</ul>
<p>Регулярный контроль качества всех материалов на этапе приемки и использования является ключевым фактором в предотвращении преждевременного износа основания. Это требует строгого соблюдения технологических норм и стандартов при проектировании, строительстве и эксплуатации оснований.</p>
<p>Тщательный подход к выбору материалов позволяет значительно снизить финансовые затраты на долгосрочное обслуживание и ремонт, увеличивает надежность и безопасность эксплуатации прокладываемых оснований.</p>
<h2>Факторы разрушения подстилающего слоя в условиях высокой влажности</h2>
<p>Высокая влажность становится причиной ухудшения состояния подстилающего слоя из-за проникновения воды, которая вызывает насыщение материала и его последующее ослабление. Вода, скапливающаяся в подстилающем слое, способствует деформации и выщелачиванию полезных веществ из материала, что приводит к снижению его прочностных характеристик.</p>
<p>Дренажный дефект ведет к накоплению воды, порой приводящей к омыву и размыву подстилающего слоя, что обостряется с приходом холодных времен года, когда вода замерзает и расширяется, вызывая растрескивание и увеличение объема слоя. Это критически сказывается на целостности и долговечности всей конструкции.</p>
<p>Также отметим, что растительная жизнь может ускорять процесс разложения подстилающих слоев. Корни растений искажают структуру, создавая в ней дополнительные пути для проникновения воды и её накопления, что увеличивает риск развития эрозии и последующего коллапса материала.</p>
<p>Повышенное количество органических веществ в воде дополнительно способствует разложению материала подстилки, изменяя его химический состав и физические свойства. Продукты разложения могут вступить в агрессивные реакции с элементами слоя, снижая его качество и стабильность.</p>
<p>Тщательный контроль за состоянием подстилающего слоя, обеспечение качественного водоотвода и выбор адаптированных к высокой влажности материалов могут предотвратить его преждевременный износ и обеспечить долговечность данной части конструкции. Регулярная инспекция и поддержание оптимальных условий эксплуатации являются ключевыми факторами в предотвращении данных проблем.</p>
<h2>Роль температурных колебаний в повреждении дорожных покрытий</h2>
<p>Температурные колебания оказывают значительное влияние на целостность асфальтобетонных покрытий. Резкие перепады температур приводят к расширению и сжатию материала, что становится причиной образования трещин и выбоин. В зимний период вода, проникающая в трещины, замерзает и расширяется, увеличивая размеры трещин и ухудшая качество покрытия.</p>
<p>Превентивное использование высококачественных материалов с высокой устойчивостью к термическому воздействию может замедлить процесс разрушения. Применение модифицированных битумов или полимерных добавок улучшает эластичность асфальта и его способность сопротивляться температурным изменениям. Исследования показывают, что дорожное покрытие, укрепленное полимерными добавками, на 24-30% дольше сопротивляется формированию трещин.</p>
<p>Регулярные диагностика и своевременный ремонт мелких повреждений также значительно продлевают срок службы автомобильных магистралей и уменьшают вероятность возникновения крупных дефектов. Эффективное планирование ремонтных работ должно учитывать климатические особенности региона и предполагаемую интенсивность движения.</p>
<p>Таким образом, для продления срока службы и предотвращения преждевременных разрушений, крайне важно учитывать температурные характеристики при выборе материалов и способов укладки асфальтобетона, а также постоянно контролировать состояние поверхности с целью оперативного реагирования на необходимость вмешательства.</p>
<h2>Интенсивность дорожного движения и её влияние на износ верхнего слоя</h2>
<p>Интенсивное использование автомобильных магистралей существенно усиливает износ верхнего асфальтового покрытия. Данные исследований показывают, что чем больше ежедневная нагрузка транспорта, тем быстрее происходит истирание асфальта, что способствует его раннему старению и необходимости ремонта. Особенно это касается магистралей в крупных городах, где плотность движения особенно высока.</p>
<p>Исследования показали, что на трассах с ежедневным потоком более 10,000 транспортных средств верхний асфальтовый слой может требовать восстановления уже через 5-7 лет после укладки, в отличие от дорог с менее интенсивным движением, где срок службы асфальта может достигать 12-15 лет.</p>
<p>Применение высококачественных материалов и современных технологий при укладке асфальта может замедлить процессы износа. Применение модифицированных битумов, добавок улучшающих устойчивость покрытия к истиранию и температурным колебаниям, позволяет увеличить долговечность асфальта даже при высоких нагрузках.</p>
<p>Также, важным шагом в увеличении срока службы автомагистралей является регулярное проведение мониторинга состояния поверхности и своевременное устранение мелких дефектов и трещин, что предотвращает дальнейшее разрушение асфальтового покрытия.</p>
<h2>Строительные ошибки, приводящие к преждевременному разрушению дорожных покрытий</h2>
<p><strong>Некачественный подбор материалов</strong> часто приводит к быстрой утрате функциональности покрытий. Использование асфальтобетона низкого качества или несоответствующего типа для определенных климатических условий сокращает срок службы изделия.</p>
<p><strong>Неправильное проектирование</strong> структуры асфальтового покрытия, включая ошибки в расчете толщины слоев, ведет к тому, что покрытие не способно выдерживать предполагаемые нагрузки. Это в свою очередь провоцирует преждевременные деформации и растрескивание.</p>
<p><strong>Неуместное использование технологий укладки</strong> может нарушить целостность покрытия. Нарушения температурного режима при укладке асфальта, слишком быстрая или медленная укладка могут привести к недостаточной плотности асфальтового слоя, что снижает его прочность и долговечность.</p>
<p><strong>Недостаточное уплотнение</strong> асфальта оставляет в его структуре избыточные воздушные поры, что способствует проникновению воды и ускоряет процесс отмирания материала.</p>
<p><strong>Игнорирование водоотведения</strong> приводит к застою воды на поверхности либо под покрытием, что обостряет разрушение материала во время замерзания и оттаивания.</p>
<p><strong>Несоблюдение контроля качества</strong> в процессе строительства допускает присутствие дефектов, которые могут остаться незаметными до момента, когда они выльются в серьезные повреждения. Регулярное тестирование и контроль качества всех используемых материалов и выполненных работ помогут предотвратить многие проблемы на начальной стадии.</p>
<p>Осознание и исправление данных строительных ошибок жизненно необходимо для продления срока эксплуатации дорожных покрытий и своевременного предотвращения их старения и разрушения.</p>
<h2>Меры предотвращения раннего износа асфальта на дорогах с интенсивным трафиком</h2>
<p><strong>Выбор качественного асфальтобетона</strong> играет ключевую роль в увеличении срока службы покрытия. Применение модифицированных битумов улучшает устойчивость к растрескиванию и колеобразованию.</p>
<p><strong>Укрепление основания</strong> перед настилкой асфальта гарантирует дополнительную прочность. Использование геосинтетических материалов может значительно уменьшить деформацию и предотвратить преждевременный выход из строя.</p>
<p><strong>Регулярное техническое обслуживание,</strong> включающее заполнение трещин и ям, помогает предотвратить проникновение воды, что снижает риск разрушения асфальта под воздействием морозов и талых вод.</p>
<p><strong>Применение асфальтобетонных смесей с высокой плотностью</strong> способствует уменьшению влияния нагрузок от транспорта, что важно для трактов с бурным потоком машин и тяжелой техники.</p>
<p><strong>Использование полимерных аддитивов</strong> обеспечивает повышение эластичности и стойкости покрытия к термическим колебаниям. Это предохраняет асфальт от преждевременного старения и ускоренного износа.</p>
<p><strong>Организация правильного дренажа</strong> на участках с асфальтовым покрытием необходима для минимизации воздействия воды и решения проблемы застойных вод, что существенно продлевает время эксплуатации дорожных покрытий.</p>
<p><em>Тщательный контроль качества при укладке асфальта</em> – залог долговечности и надежности. Соблюдение технологии и контроль параметров укладки и уплотнения позволяют достигнуть оптимальной структуры асфальта.</p>
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		<title>Какой срок службы у разных типов дорожного покрытия</title>
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		<pubDate>Thu, 30 Jan 2025 17:26:25 +0000</pubDate>
				<category><![CDATA[Этапы строительства дорог]]></category>
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					<description><![CDATA[Зависимость продолжительности использования асфальтового покрытия от материалов, методов укладки и условий эксплуатации становится ключевым аспектом при проектировании дорог. Асфальтобетон, применяемый в большинстве дорожных работ, имеет продолжительность функционирования от 10 до 20 лет, определяемую качеством сырья и точностью выполнения строительных норм. Важным составляющим элементом является плотность укладки, которая напрямую влияет на устойчивость покрытия к разрушительному воздействию[...]]]></description>
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
luN0ksSACXJJw276c4oA1B4fRLZLeO4ZYkZWA8sZJVsjJ79AKcugRJbzQJPIscocMAoz83qe+MnFQxxa1HNE8ztIqxjeEYc/LggD+9u5zUS2+tlcLJIuJnK75AcAkbSfUYzxQBZk8ORSNcE3UwFwm1wuACMAfyFCeG7ZQB5spG4k9OQWDY/MCob2DWJJJntxLHviG1RKMK+/wD+JpssWuzXsEoBij+TzEWT5eGOf0xmgC7f6Yl3cCW5uSEG4BMADDLgjNQSeHLeaED7RLzvJYAfNuAH8gKpXNhrdxZ+XIS7eYCQXB/hOT9M4wKn1L7fDZaVbxvKly4KOEbGW2cZPTGaALf9jrNHdCYmNp3U5jbONnRvqcDNOutEjujOXmcedCsLbVAwAc5HvVSe31wm4CykkxsFKsACdo249Dndk1Xa118+QA8gx9/94ORvB/8AQc0AXT4btmthAZZCFLlTgZG/Ofw5pJfDUUjSN9rnAk27gMYO0ADP5VF9n1vEm6RipddwVwCw3HOw9uNv5Ut1Z6rm5+zSzn54vJLS/wAP8eaALljosVlqMl6srtJJu3AgY+Y5/pUCeHIFdn+0SlicrwPlO/fn86Xy9RXQY4HEz3pVgWVwCG5wSfyqncrrENtNNJNIiJbk53c52DAx/e3ZOaALsXh+GG4jmiuJkaNFQDgggEnn1zmiHw9DDBJELiUiSVZWOBnK46enSqkcOtyW0TxzNhmLLlxkA7cFvUfe496ckOtf2hIzCT7IRhV84bgcnn+XH0oAsjw9CI7xDcS/6WVLnAyMHIxUy6PGl1NPHKytM+9wFBycYIz1xwDisqG08QC2cSSyF8r/AMtBn7hH/oWCfWrf2XVdl0TK5kMibMScFMDft9CTmgB1voEdk/nx3UxKR7dvADAAgA4+ta1ocWcP/XNf5VBarcJpQW7bdOIzuOc+uP0qrcssllb2/kSSs0O4bVyBgY6/U0Aa+aM1y+nDV0tbeONJFjSEKwIGQwU7s553bsY7Utu+sL5YnmkWVpUAjkKjeu0b8fQ80AdPmjNYFyurmK8KPOJVkAhCbdrJkc/XGc1Gy61/acyB5xafOEfCk/dG0/nmgDo80Zrm93iDa/mK+fkB2bf7pzt+rYzV3T/7UN7Kb5tsewBQijaeBzn1zmgDXzRmuZlTX4fNjWaScq0eyQKACMnd+mKmtH1hQhulnP7pRhAvLHIbd6EcGgDoM1WT/kIy/wDXNf5msVDroZAPMI81hlsdN4xn225/GtpP+QjL/wBc1/maAOF8Sf8AIeuvqP5CsutPxJ/yHrr6j+QrMrzp/Ez3qP8ADj6BRRSVBoFFFJTAKKKKACkoopgJRRRQAUUUlAgoopKYBRRRQAUlFFABSUUUwCkoooAKKKSgAooopgdIetJQetJXESFFFFABSUUUDCiikpgFFFFABSUUUAFJRRQAUUUUAFaPh7/kMRf7rfyrNrS8Pf8AIYi/3W/lWlL40Z1v4cvQ6gnGp5/6Y/8As1Wdw9apzDN8427s2/T15rm7TTNTgjt3WCRJo7OVAQR8rk5XvyfevXPDOw3UbhXOwQ6y0cPnSThvtQ34Yf6rb/jUM8XiE2w2SSmYmTcBtAHHy4PftQB1OaTNc7cR60UkMbTeb5qhQpXb5fGT6565qKOPXxJBvMxUQqJAWXl8Nn/2WgDp80Zrl4Y/EItzvaTzMjHzDOdn8t3WrNxDrDw3hEkwnDDyREyhCvHI9+tAG3c82sv+4f5UW7AWsWf7g/lWTCdRiur2KWN3s2DFJJGGVG0dPXJzTtZtprvQUht42eU+WVxjjBBJoA2Nw7Ubq5qWLWIrZRbQMlz5pMroRtlAxg4J447VPcw6v5t0beSYIZkCZIJ8vHzbR65oA3XPyN9DUFgwFhBn+4KdD53ksJ9uQMAjqeOp9Kzry2N14bMccRkmMBEYHUMRQBrhgelLkVzV3barD9kXTkkiiES+cqkfe3DP44zVnS11NL+V7zzjAFcqGIPO/wCXH/AaANvIpT0rnH/thnnMIuFjLIVDEbgNpzj/AIFj8K2rQ3XkILoJv2DcVPVsc0AGnf8AHhD/ALtWKz7GG4NnEVuioxwPLHFT+Rdf8/h/79igC1RVXyLr/n8P/fsUeRdf8/h/79igC0awbrxA1vqE1ubdXWIkZVvmOE3dP0rU+z3X/P4f+/YqvNBPHcQgXCkyMQW8lc9DQBQbxKEMQeBR5hdd2/5QVAIOcdDnr2pH8Ruhug1qhMCueJM52kdeOM54q7ceVabVuL+GLIO0NEo47/hTLWyhje4S3vVZnYvKuxWOT/SgCtJ4kBW5a3iSRLeESsWYjnJBXp2xRL4ili1BrRraNigJLCTA+5v7/lVlZbbDY1GDAOxv3a4+lOlMMUhWbUIVcAsQ0S5x60AJo2spqaNvVYpNxCpu5YAAk4P1qH+3n2CX7KDD55iOH+dcEjJX64/A1KJLcuHXUodw3YIRew+b/wCvTSsKl3OqqNuCxwvGemaAIm8QOthb3rQARyMqOgOSCSRx64Aptx4ie3AJtkdXRXRkkypywBBOOMAg1aURRAx/2lH8r7cFF4b0+tCS27oNupQMrMFAEa4JPSgDWpayby7eztftL3crw4yWjhBAHSo5NRaKeOGSe4SSRSyAwD58dQPf2oA2qKxRqLNPLCLmcyRMqsogBPIz+XvU09xJb3cNtJdyhpjtRvIG3OM4z68UAaM/+ok/3T/KmWn/AB5wf9c1/lUE0Fz5En+mHG0/8sx6URXlvbW1sk8yRs8a7QxwTxQA3VdR/s6OJ/K8zzZNgG7bjgn+lZ8fiOJpU8y1ZVKKwYMGI3IW6fQVovdaddRF3lt5Y0PUkEA/5zVaBdJgu57pJ4t2FVuRtjxwAPTrQBHDr6zvFFHbsZpGxt3gDG0NnP0PSoYfFEcoAW0kMjOERFYEt1/+JNaRk01RsJtgI5MY4+V/8aiFxoygqHtFBbkYA5H+FAFeTXzG0qvaEGOXyv8AWDk7dx/T9afaa9HdamLMQsu5QVcnrlQ3T6GrckmnL5qyG2GMPIDj8zRHLpxmSWNrbzZM7WGMt2/+tQBnv4kVLiaJrY/uywBDg5KsF/Dk1OutBvshWA7bmXyjlxlWyR+I4NOs7jTb1pjFBGCoy7FRyDnJ+nFODaS6idTakIVw4x8p7Y9KANOqyf8AIRl/65r/ADNRWuqW91dyW8Ry6Z5yMHBxxUqf8hGX/rmv8zQBwniT/kPXX+8P5CsytPxJ/wAh66/3h/IVl150/iZ71L+HH0CiikqTQKKKKAEooopgFJS0lABRRSUCCiikpgFFFFABSUUUAFJRRTAKSlpKACiikpgFFFFABSUUUAdIetJSnrSVxEhRRSUAFFFJQMKKKKYBSUUUAFFFJQAUUUUAJRRRTAK0vDv/ACGIv91v5Vm1peHf+QxF/ut/KrpfGjOt/Dl6HU/8xT/tj/7NVk9Krf8AMU/7Y/8As1We1eueGYl7rv2SeePyFfyoxJkSdQX24+tVx4oBmgjW1yZtuP3nQlivPHqK15rawt42klhgRAPmZlHr3/GofP0rfGmbbcyhkG0cjtj9aAKC+KYWe5HlA/Z13MVfO4YydvHPPH607/hI2F7FbNZlWk2dZBgbs+n0rQhk0+aB57dYXROrIg9MY/pUa3GleaEDWwkHAXaMjA6fhzQBmJ4sV7V5xZkBSo+//eB9vatywvI722jlQrlkVmQNkpkZwahgbTZpWhhWBnXllCDj9Ktw28ULMYo1QvjOBjOOlABc/wDHtL/uH+VUpr5rRLCJIg7XJCDLYx8uf6Vduf8Aj2l/3D/Kqq3Nmot4p5IxKsYdQ/UYHJH4UAUG8RqBIFtiSrBRl8dX2c+nP6Uw+JlE1tGLU/vwpyX6Zcr/ADFWryTSLuEJLcRKsrh8qcFipHX8cVNLPpaFzK1tmHCtkD5eeB+dAEOk6yNUkuYxAYjCozls5zkf0olvzp+l2biISeYyxgFtuMg8/pU6XenpL5MUkKzONoVRgnjIFQSxWculWZvpNkcZV1ycAsOgPrQBDH4iSRowtuRvQEb3C4JUt+XHWok8UxyQXEscAYQNgjzMEgkAEDHI5rUkuNO80RyNBv8ALyAQPuf4VF9p0gj79qQ3sPTP9KAKkHiNJmhU2zL5jYPzdMsVH15HPpR4e1eXVJJ1k6IoZeg6kj8enWrrXWlwthngQxDd0xtBOM/jmp4PsiTyQ24iWVFBdUABAPTNAC6d/wAeEP8Au1ZzVXT/APkHw/7tYUNtrqq+95ucZBkGT85zt9DjbQB02RS5rDvodVfTLNI3c3K/68xsFz8p/riqVudWkvZYVllJhRRIC4xkxdvfdzmgDqc1Vuv+Pq0/3z/6Caz9Ci1eJJP7QbcSy43tnA2jOMe+a0Lr/j6tP98/+gmgCtqmkJqTxs8zR7EZPlAOd2M/ypbPSYrO7e4R3ZiGAB6Dccn9ajvXcavAqXJVDGfNjyQAOqsPfIxVGJb5o7Uy3M3m+f8A6QBKNuznlfbpQBNLoYlWQHcDJK8mQw43jDD8ql/spmnSSUGVUV02ORgq2Bg/QCs3frLRTAzMpM6tH+8GQmDuH8qfCdWAjElwciEBvnHXYc/8C3YOfSkO5OfD5BUo7x7JHkTYw+Utj9OKf/YYJm3KWEqspBIwAxy35kfhVJG1Y6ZLDI8n2gfNHIJgDnjg/rT7j+1W8wpdP/r/AJQrAL5f889iKA5l2J00ERyrJtLlJC4DkEHKgYPHsOahtdBnSyaKeNWkk2qxWTGwKxYFeOuTUUf9sieAm5baETfukBG7adxPtnFTRnVfKjP2kiRJAcM4O5duGB/HJFAcyNi/sv7R05rR2MQfGSvJGDmotQ0r+0FXzLl0Me1omUDMbD+IVR0prv7TAlzdu+IR5yM+SsmeMdiCDz9KJ4dZGrzPEZDa5JRQ4H8HH/j1MRYGhKuoNffapBcM4YuFA4AwV+hFWZNOc3UUyXUgWIHEZAbk98nmqtqmqroUyTBjebjs+cZxnjn6VTjh14S2TOz/ACIBMN42k7jnP/AcUAbqRyRafsmlMsixkM5GN3FVzZLdQ6fKzEG3xIAP4jtxj9atsZPssnm7d20/d6dKS1/48of+uY/lQBh2XhsfY1W7cicMCNuCoCsSBjv171bbRoWkuVa4+S6UJJEFUA46YHriqUMOu/Zgsxk3g8lZRlkyePZunPpTBZawurwXcy+YsapvKsBuIQ7gPbOKAL0fh23SZJPNZykhcB1DA5ABB9eg5qG70F5HhSKTMTTyySscZAdcECpNWXUrq3tpLFZonKMXVXAKkr8oP41ShbWJrm9W2mcmLcn7xhgNsXAH455oAvS+HbdxMBLIqyIyjodu4AE+/CiiHw7BE8befIxRgxBAwcNuH05NVfs+trdoySTND5YDbnUc/Nn+lM8vxA9uisHR0t3Tcsgy74GCffOaANDTdDTTBcGGV5Glj2YYAep/rVay8NqLOEXT/wCkIUYgAMvygjGO4wTUMcOuK8pPn7djhAZV6krt/TNHka+Vt9zuCIgJgHGWO49PfGOaAL9n4fhtLyW4WeQmQMCB8uMtnjFXohjUJR/0yT+ZosBdrbxreGNnCDcV6lu9Kn/IRl/65L/M0AcH4l/5D119R/IVmVp+Jf8AkP3X+8P5CsuvOn8TPepfw4+gUUUVJoFJRRQAUlLSUwCiikoEFFFJTAKKKKAEooooAKSiimAUUUlABRRSUAFFFFMApKKKBBSUUUDOkNFBpK4hBRRSUAFFFFMApKWkoAKKKSgAooooAKKSimAUUUlABWn4d/5DEX+638qzK0vDv/IYi/3W/lWlL40Z1v4cvQ6r/mKf9sf/AGarNVv+Yp/2x/8AZqs16x4ZWv7QXtq9uzsivjLLjPWs+Hw5bwz2sqzy5tlVFzjkKSR/OtqigDOttKW1iSNJ5WjVmYocYYlt3NVBpDoscSIphSYzLl8MhyTgEDpyetblJQO5mx2EovZrjzHjMzIzbWH8IwB06GtKiloEQ3X/AB6y/wC4f5VmPo63oilnncr5ZURgADaygdfWtO6/49pf9w/ypbb/AI9Yf9wfyoAw5vDu+4hUSE25EnnMT8zFip446fLVh/D1s5lxJKu85GCPl+beQPxrZooAyZtFhfVP7SaWTzQQwXjHCkf1pfsEeoaZapI7IUAZWXqDgj+RNab/AHG+hqDT/wDjwg/3BQBnS+HopgqPPJ5SRNCqAAYQgDr68CmzeG4ZpYZGuZlMP3NmFAOOuAOtblFAGLcaD9rMhuLuRjJH5bYUDjcG4/EVY0/SU0+aWVZpZGkUKfMOcYz0/OtKkPSgCtp3/HhD/u1Fq91JZ2LSxAeYWVFJHCknGT7CnWb+Xpkb4J2oTgdTVD/hIbaSDebWYo1sbnBAOUHB4z19qAIrfX2IgjaFndlG5j8pJO7kD0+Xr7ii38RPNbrP9kGwNGHKtnaHHB6djwfrU82rWv2ZZvs0jROFRZFC4G7jAOffmodPutPlht4bGGeRbdN+xf4RyBu/vHg4+lAG7HuKAuAGxyAehqvdf8fVp/vn/wBBNNvdQSySJ5IpSkjBSyrnZk4GfxNJfq7z2gjfy28w84z/AAmgC5gHtRtHoKreRdf8/h/79CjyLr/n8P8A36FAFnaPQU1wQp2KCccA9Kg8i6/5/D/36FHkXX/P5/5CFAGQPELCJHe0XDM4wrZ4Vgpxxyec4p0niLyp2hktMsjSA4bOQq5BHrn9K0hZygAC4Xg5H7leD61HcW88UDyi4UmNSw/cr6UAZc2vSu0AjjEShyJCoDb8MBhfX736VLZ+IftN1NAYI42jB2ln4Zg+3FXZ0e1szcSXH7uFN+FgU7eMnAqsJ40s3vXmMMKKH3vbKMg8gigAsNca8uLeFbXmRSzMGGFG4rx69P1rcHSseWRbaaBGuMGRgsbLbjALdOakluJIbyK1e8cSSg7T5AwcDOM0AanFFYn9qJ9nSf8AtBtjlgD5Az8v3iR6CnG/YSXEf2uYvAodlFtyynuvqKANaf8A1En+6f5VRub3+z9DF1sD+XGp2k4z0HWkQy3Vh9ohvi0cke5T5QGQRTIb5JMWcVubhoYUaUcADI4HPUmgCgfE7KJibaM+UM8SZz+82f8A16ntNfa4ksg0Eca3RdQTJypUkYx74qU6npCPIGVFeIMXHlfdwRnt6kUxtWs2mhS1tVnD+ZtcALtKckcigCa51OW3u7iEwD91D5yMWIDqM5+hz/OqLeKEWyS68lSrlRtD/MDgEgj8ame8h/sdtYMMxWVA7R+YOF/Hj8KdfXNlaRQyPG7iVDIAMcKACT+ANIQ298Q/YvtQeFGaArgCT7wIJ/Pio5PEZW8kgW2Uqqlgxfr+73//AFqs281leXk1tHlvL+ZmJHzH2HfHrVRtUsjaT3KW8jiJBIRlQWQkgH9OlAahD4oVljeaARxtJsZt2So2Bs4/GprTxAbu4hhjts+Y7gsH4Cq23PP54pdSuLPT7KG5kid0kIA6YGRnk/pTrS7tp9WaySNlaJfMyxA5PoO/Xk0wHxazv119OaIDaSA4br8obpV5P+QjL/1zX+ZqvdXsFnfQRtBmSbOZAo+UepNSWsomvJJAMBolxznuaBnD+Jf+Q/d/UfyFZdaniX/kP3f+8P5CsuvPn8TPepfw4+gUlFFQaBSUtJTAKKKSgQUUUUwEooooAKSiigAopKKACiikpgFFFJQAUUUUwCikooAKSlpKBBRRRTGdIaSg9aK4RBSUUUwCkpaSgAoopKACiiigApKKKYBSUtJQAUUUUAFaXh3/AJDEX+638qzK0/Dv/IYi/wB1v5VpS+NGdb+HL0Oq/wCYp/2x/wDZqs1VJA1Pkgfue/8AvVY3r/fX869Y8MfRTN6/31/Ojev99fzoAfRTN6/31/Ojev8AfX86AH0Uzev99fzo3r/fX86AGXX/AB7S/wC4f5Utt/x6w/7g/lTbl1NtLhh9w9/ai2dfs0XzD7g7+1AE9FM3r/fX86N6/wB9fzoAV/uN9DUGn/8AHhB/uCpXddjfMOh71Bp7qLCD5h9wd6ALdFM3r/fX86N6/wB9fzoAfSHpTd6/31/OguuPvL+dAFWzTzNLjTJG5CMjqKpL4dgWJYhcT7VtjbDp9wn6dav6cyixhBYfd9asb1/vr+dAGT/wjtsITCssqxM6SFONu5e+Md8c1b/s2NbxrmF3hkdA
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" alt="Какой срок службы у разных типов дорожного покрытия" title="Какой срок службы у разных типов дорожного покрытия" /></p>
<p>Зависимость продолжительности использования асфальтового покрытия от материалов, методов укладки и условий эксплуатации становится ключевым аспектом при проектировании дорог. Асфальтобетон, применяемый в большинстве дорожных работ, имеет продолжительность функционирования от <strong>10 до 20 лет</strong>, определяемую качеством сырья и точностью выполнения строительных норм. Важным составляющим элементом является плотность укладки, которая напрямую влияет на устойчивость покрытия к разрушительному воздействию влаги и механических нагрузок.</p>
<p>Каменно-мастичная смесь отличается повышенной долговечностью, обеспечивая работоспособность на протяжении <strong>до 25 лет</strong>. Это обусловлено использованием специализированных полимерных добавок и оптимальным соотношением компонентов, которые способствуют улучшению адгезии между частицами и усилению противостояния атмосферным воздействиям.</p>
<p>При выборе покрытий для особо загруженных трасс следует обратить внимание на цементобетон, который показывает себя как материал с возможным сроком эксплуатации свыше <strong>30 лет</strong>. Основные преимущества цементобетона &#8212; его способность выдерживать экстремальные нагрузки без деформаций и минимальное количество требуемого обслуживания.</p>
<p>Технологические разработки в сфере дорожного строительства продолжают вносить коррективы в прогнозы усталости материалов. Инновационные составы, армирование сеткой и применение геотекстиля позволяют увеличить прочность покрытия и, соответственно, его время службы даже в условиях повышенных нагрузок.</p>
<h2>Продолжительность использования асфальтобетонного покрытия</h2>
<p>Асфальтобетонные дороги могут прослужить от <strong>10 до 20 лет</strong> при условии соответствующего ухода и обслуживания. Продолжительность эксплуатации зависит от множества факторов, включая интенсивность движения, климатические условия и качество первоначальной укладки.</p>
<p>Регулярное осуществление профориентированного ремонта способно значительно увеличить прочность асфальтобетона. Эффективными мерами является периодическое обновление верхнего слоя, обработка трещин и ям.</p>
<p>Использование модицированных битумов и полимерных добавок при производстве асфальтобетона улучшает его характеристики и повышает устойчивость перед агрессивными воздействиями окружающей среды, такими как перепады температур и осадки.</p>
<p>В общем, увеличение продолжительности эксплуатации асфальтобетонного настила зависит от комбинации правильного проектирования, качества используемых материалов и квалифицированного подхода к строительству и последующему уходу.</p>
<h2>Срок службы бетонных дорожных покрытий: ожидания и реальность</h2>
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alt="Срок службы бетонных дорожных покрытий: ожидания и реальность"></p>
<p>Бетонные покрытия при планировании дорожных работ часто рассматриваются как долговечный выбор. Теоретически бетон может прослужить от 20 до 40 лет при правильной укладке и обслуживании. Однако различные факторы могут усечь этот период, делая ожидаемую долговечность не всегда достижимой.</p>
<p>Первоначально при проектировании необходимо учитывать климатические условия района прокладки дороги. Бетон отлично справляется с нагрузками в условиях умеренного климата, однако, в регионах с сильными температурными колебаниями он может трескаться из-за циклов замерзания и оттаивания. Избежать преждевременного износа помогают добавки и модификаторы, которые делают материал более устойчивым к трещинообразованию.</p>
<p>Трафик и интенсивность использования дороги значительно влияют на продолжительность эксплуатации бетона. Высокая нагрузка от тяжелых транспортных средств может привести к ускоренному износу, особенно если не проводилась квалифицированная подготовка основания под дорогу или использовалось некачественное сырье для его создания.</p>
<p>Обслуживание также играет ключевую роль в увеличении продолжительности жизни бетонных дорог. Регулярное устранение трещин, контроль за состоянием покрытия и своевременной замена изношенных участков обеспечивает дольше сохранение его функциональных качеств. Запланированные ремонты и реставрация могут значительно продлить период полноценного использования дороги.</p>
<p>Наконец, важно строго следовать техническим регламентам при укладке бетонных дорог. Использование современного оборудования и технологий при производстве бетонных смесей обеспечивает более высокую надежность и долговечность покрытий.</p>
<h2>Брусчатка на дорогах: долговечность и особенности службы</h2>
<p>Брусчатка известна своей долговечностью, которая может достигать от 100 до 200 лет при правильном уходе и регулярной реставрации. Этот материал обладает высокой устойчивостью к нагрузкам и погодным условиям, что делает его идеальным для использования в местах с интенсивным движением транспорта и пешеходов.</p>
<table>
<tr>
<th>Материал</th>
<th>Долговечность</th>
<th>Регулярная реставрация</th>
<th>Климатическая устойчивость</th>
</tr>
<tr>
<td>Гранитная брусчатка</td>
<td>До 200 лет</td>
<td>Каждые 20-30 лет</td>
<td>Высокая</td>
</tr>
<tr>
<td>Бетонная брусчатка</td>
<td>До 120 лет</td>
<td>Каждые 30-40 лет</td>
<td>Средняя</td>
</tr>
<tr>
<td>Клинкерная брусчатка</td>
<td>До 150 лет</td>
<td>Каждые 25-35 лет</td>
<td>Высокая</td>
</tr>
</table>
<p>Особенностью брусчатки является её способность сочетаться с различными ландшафтами без потери качества покрытия. Ремонтные работы можно проводить локально, заменяя только повреждённые элементы, что экономно и практично. Помимо этого, брусчатка не требует частой замены и способствует сохранению исторического вида территорий.</p>
<p>Важным аспектом является правильная укладка и качественное основание, которое должно быть тщательно подготовлено для уменьшения риска деформации и разрушения материала под воздействием внешних сил. Это обеспечивает устойчивость брусчатки к воздействию тяжелых нагрузок, таких как проезд транспортных средств и перепады температур.</p>
<h2>Износостойкость гравийного покрытия для различных условий эксплуатации</h2>
<p>Гравийное покрытие широко применяется на второстепенных дорогах благодаря своим преимуществам: сравнительно низкая цена, простота укладки и возможность ремонтировать повреждения своими силами. Однако факторы, влияющие на износ гравийных покрытий, варьируются в зависимости от ряда условий.</p>
<ul>
<li>Климатические особенности: в регионах с обильными осадками или частыми перепадами температур гравийное покрытие требует чаще пополнения и укомплектовывания, поскольку влага и мороз приводят к его разрушению.</li>
<li>Интенсивность движения: на дорогах с высокой проходимостью автомобилей, гравий быстрее вытаптывается, что уменьшает его функциональные характеристики и долговечность.</li>
<li>Тип грунта под покрытием: наличие тяжелых глинистых или суглинистых почв повышает вероятность застаивания воды под гравием, что способствует его преждевременному изнашиванию.</li>
<li>Регулярное обслуживание: актуально особенно для тех районов, где гравий подвергается быстрому разрушению. Регулярное добавление свежих слоев гравия, планировка и восстановление откосов существенно продлевают период его эксплуатации.</li>
</ul>
<p>Применение геотекстильных материалов под гравийное покрытие позволяет значительно повысить его износостойкость, защищая основание дороги от промерзания и предотвращая смешивание гравия с подстилающим грунтом.</p>
<p>Таким образом, выбор конкретного решения по обустройству и поддержанию гравийного покрытия должен основываться на тщательном анализе условий эксплуатации и климатических характеристик территории. Эффективное исполнение этих рекомендаций скажется на продолжительности службы обсуждаемого покрытия и сократит необходимость частого восстановления.</p>
<h2>Дорожные покрытия из пластиковых модулей: сравнение сроков службы</h2>
<p>Пластиковые модульные покрытия обладают продолжительностью эксплуатации от 10 до 20 лет при правильном уходе и укладке. Это значительно дольше по сравнению с традиционным асфальтом, у которого эксплуатационный период составляет в среднем 5-10 лет до появления необходимости в серьезном ремонте. Благодаря своему составу, состоящему из высокопрочных полимеров, пластиковые панели устойчивы к ультрафиолетовому излучению, температурным колебаниям и химическим воздействиям, таким как соли и масла.</p>
<p>Отличительной особенностью пластиковых модульных покрытий является и их способность к быстрой замене поврежденных сегментов без необходимости переустройства всего участка дороги. Это не только сокращает время и стоимость ремонта, но и позволяет поддерживать дорогу в оптимальном состоянии на протяжении всего периода эксплуатации.</p>
<p>Также стоит отметить, что использование вторичного полимера в изготовлении таких покрытий способствует эффективной переработке отходов и снижению экологической нагрузки. Экологический аспект привлекает дополнительное внимание со стороны государственных структур и частных инвесторов, заинтересованных в создании устойчивой инфраструктуры.</p>
<p>В сравнении с бетонными покрытиями, которые могут прослужить до 30 лет, пластиковые панели обеспечивают меньшую долговечность. Однако их легкость, простота монтажа и возможность быстрой рециркуляции делают их привлекательным выбором для временных дорог, а также для территорий с частыми изменениями в инфраструктурных планах.</p>
<h2>Факторы, влияющие на продолжительность жизни клинкерных дорожных покрытий</h2>
<p>Долговечность клинкерного мощения определяется несколькими ключевыми факторами, которые необходимо учитывать при его проектировании, укладке и эксплуатации:</p>
<ul>
<li><strong>Качество клинкера</strong>: Выбор высококачественного клинкера с правильными техническими характеристиками, такими как прочность на сжатие и морозостойкость, играет критическую роль в увеличении долговечности мощения.</li>
<li><strong>Укладка</strong>: Корректная укладка с использованием подходящего типа подложки и способа выравнивания гарантирует равномерное распределение нагрузки и предотвращает деформацию и разрушение плит.</li>
<li><strong>Климатические условия</strong>: Температурные перепады, осадки и заморозки могут оказывать значительное воздействие на клинкер. Материалы, выбранные с учетом климатических особенностей региона, обеспечивают более высокую устойчивость к атмосферным воздействиям.</li>
<li><strong>Эксплуатационная нагрузка</strong>: Расчет нагрузок от транспорта и пешеходов помогает выбрать подходящую толщину клинкерных плит, а также их тип в зависимости от ожидаемой интенсивности использования.</li>
<li><strong>Регулярное техническое обслуживание</strong>: Своевременное выявление и устранение дефектов, таких как трещины, сколы и разрушение швов, способствует поддержанию первоначального вида и функциональности мощения.</li>
</ul>
<p>Интеграция этих аспектов в практику обеспечит длительное использование клинкерных дорожных покрытий без значительных потерь их эксплуатационных качеств.</p>
]]></content:encoded>
					
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		<title>Зачем нужны лабораторные исследования материалов при строительстве дорог</title>
		<link>https://aktaustroi.kz/zachem-nuzhni-laboratornie-issledovaniya-materialov-pri-stroitelstve-dorog/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:26:24 +0000</pubDate>
				<category><![CDATA[Этапы строительства дорог]]></category>
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					<description><![CDATA[Аналитика качества стройматериалов значительно повышает долговечность и безопасность автомагистралей. Регулярное тестирование грунта, асфальта и бетона предотвращает будущие проблемы в инфраструктуре. Экспертиза свойств грунта под верхним слоем позволяет определить потенциальные изменения, которые могут быть вызваны сезонными условиями и нагрузками от трафика. Тщательная проверка состава асфальта обеспечивает его соответствие стандартам и регуляциям, устанавливаемым государственными органами. Она также[...]]]></description>
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
baJj5UsSGNOF8zoeOgHpUbw3FwVEEj28W7btZQd4HoOtXpA8ZdjKZAemR0+majfascaMQTn5hySB6fy5oApQWlzazGN55GgU/u1VRgjuCB0571JJalnZoJWXjiPPy5/AcVPPG8cASXZ5fQgsd2PfHU0+OWOZ32lWUkAfMSMDv7GgDPubCZYysNwBLgblaPOfoelSgkkCOfcnRxuGCe/PXP6Vca4iMeQpRYyMMxwG59f60BYDGWjeNIT8wyMHnqeaLAZF1AspVjObdgcAFs7vQH61NZJdOqi5WOB1yBg7iQO+O1WCbe6mdfsxkEDgCUnHOPXv1+lWpJBEQ+ImJGBggMAfr60rLqBWMy2rxK6sZJTsVggwT7/AJU8eYJZGlliMXReBnPoazVhv5bgXDG3jmkAKo5ZtuO6r2PrVyLRN6yHUrozvIu0DG3YPb3qrCHRZW6YTGFS33grkbh2O2nefbQO4ikUOOXC8n8qQWVtZWflRSSoR9xm+b8Se9ZEMsumKTIZP3r73lIUD/gPNIZo2Dwza7FJkeb5Eq4Cbflxnn3qeHyE07T97AObcbQTjIHNU7AW9z4igu7VwzNDIspU5Gccc+uK0LGFLrRLATKHAhU4PrWr+Az+0QgmRi1uhfnAG7AP1NWJbRzkwXDRycH1H0qKOWAyvE25UjJXtjiroQSIP3jbTyCh61iaEaeYhHzg44yeM1XktpyzHz3+9kYGRj0q88ashUsV46imx27R8+YzgetMAWNhyWXceuRxQYiT8igMO4qCE3AlcSyRsq9dp6fUdqlnj81NpBGecqeQaAATASbNwBBweeR+FPYxty3fjJqlcXtvbYWTerEAEhN2M1NBKJiDBkxkZDEYJoAeGWJmLRnGfmb0/wAambC4KkhepBprMSCm5iT+lRxyXaIV2pOMdQcZ/CmIbcQNKeGwrcEe3rU9tCsMYjAOPc5pAjDvgejc4/GnRgZIzkf1oAmVPQ0rIR2pjFttRGVzhPu+p60AScKeABTXIYbWpEDscsy1IynHy9aAEzQMKN3Y+9N81yMBPL7fMeTTcSSqVZwreq9qAHSSID8zBSBnJ6D61Ah+dljmVl6kMc/hT0gCMScux6lzmmzWitulT927cFh3+tAHOaxbG2ilknlaOMMGRcb8nPQelRafcPazieM+aBjvwV710JkjihYs0rhSAWVc81i38zxaiYvIbyZFyhH8R7+3pxQvIGTX1hDdW32UDzBEpuLMg4LxH7yf8BP9K5xojJEXijClfvIDnIx94Zro7CXzovs9sWF1bHz7YN3P8SfQjNULlYbK7W+tVY2+oDcoI4iIPzLj1zmtt1dEbOxhI7TSpEg2mQgLnjk1tw6ULYebLJ5rpxtVsfXFMv7w/ZpEe3RZY8OrqvynHpSxXR1KFjHIFcjlR1z/AIUm7oZK1zkgSyExggfOduP/AK9QXzxSKQ0rBjwpBBDZOf8A69OaG4AT7WkZRflaTdkD6+9Z11IlxclUbaqgjbtySB6CkldjZK97JBLDHJtkVlxuVeoJzn8aR7hY1bynEEDMCML8wNVSBckA702cKrHB/wA4qzZ2ktwyKIo3IX5kY8bfU1TSRJYlvWlhYI6SnhMtkE57sKgudKgllIhO2RgMAMDirDRwxExxwZXd/rN2Afb8KbqVoptvMsmYyMchRJnP0FSnZ6DLNvELK2eOchivCowBJAHrUlnPaFJFRWQAEspO7I7Y/wAKyohHdw7byWTzezxc/n71DHFKjKI3LEnBYnYRjtz3p8twvYtvBECkttelInJIj9Dj86uwzQfZhaXjRebu4L87vSmJEbgL5Y81cgnecH8z1pt9KLV4YJEQljuVmThfU7v89KW49i2sLeaX2mRgoUN0AHpUF+ZLeDzZhhNw3GOTJx61Vn1F5j5a52nlinIJHfikgcXtu6FQSpBVR1A980rNasLi/wBpEqWTzFZR8o2ZHXrUVxdPbmKeOOQRuCSTyM/0NSSuLZVmMDBGxkONwA/z60T6uLgFlib7MFCybVAKk9x+FUl5CH2l00twRcxxxxj5ANuPm9c1LdSbIi8yxyIxIGcHPuMdf51Fbx6ddMrAqky8bGOQfTI6Zqc6h9kHlSwxgDqN2RjPak9wRgzLHbPtTzGyPvso6+1NVgSSR04rTF9by/aFdI/KJIG2Pn/eHoay7iMwy5R1kjboV/qOxraL7kNG3o2snT/3Mu57YnjuY/p7e1dfFIksayRsGVhkEHINebJLkEAc1qaTq0mmOM7mt2PzJn7vuP8ACiULiTsdzmnIeagt54rmFZYXDIwyCKmQc1i0aI87nt5ZhJLEmIhyzA4HHQD1pVvYbSIJDbRF8ZZ3GTmr02rwSxMIoEEhXG3rkeg9azobA7SZIZDnoisMHv8ApVrb3hehrwXfnLuikRY25xt56Y5P9KuwTZYBmZyp4YqQP1rmLR2srgrMjpDn5h6e9b8LxsEKzmYD5t2ev61nONiou5LfWMF6ipI5WQk7Xzz/APXrLZvsMyQ3ALqOAxU8AdgO9bKzxoSXkVe455qhPrFukpEQjbHRxy2fTFJXegOxDNLHcrmIrHHg4yMHpxwO9R2usT6W+2TE2Rjfux+YqVIoL+NppYp45ZScAYRSf6+9Ot4bG2EjELJImVbcxJVsfTj8KpWW4jTk1tWRSY3DbcOyJkof5Vn/AGi8JMgmga2f5Q0hwT+Hr/hViK9RZAqlAoXBXOVHrzVOSC2kbZA8siycF9xI47E9utSMnS8KSSeVCTKCQBtAZv8Aa+lXGukkhIk2xgjLrt79+KhjgjKxLbxlgAAxDAlvY1Vv7r7ODLNaOjbtoZBjHpn/ADzRa+w9iFb9oLkoHQwk5BZcDb249qebi8luZZNPEBV/maRe5HYn1pY47u7tdtzaCSNiCuOD/wDXpBbzW0xt4kaGDZ5pbdnavfHqarQkdaRtcJJLeuGlI248vO0e3PPNWVRWRx9kEqRAFCGOzI9FqlPa3QeOWKcNCigLvbnjsff2qa2mkkjcXu9ADgcFSP8AgPpUu+4yzFG1xH529IJVXJhZ9nOOm30rPUnytrSRkHDYb7zr3we3pzV6e3DkGR/OjiG0mQADJ75/oKQtb3C/I4jKgkyuoDEke/SgCq8KG3iNtJ++JPkqwIDE9f8A61Nu7e1MB3iVXdhv+RuvpnvVe6N4t4ZTI+2UrtaM8Y6Dj6VuWj+TLNeyTuba2Tc4PR3xwP8APpVWeghhsYohBo0fypj7RfOBg7R2PuelFvNFqOoXEs0eIxwqhtoUDoPyqrdyy2unEyEi+1A+dL6on8K/1qvo0QtxNLIWlQMVaMj5WO3OT+Jqp/CTHc6CLT4YYS9iFiLDBYsTuGeQP/rVm6jrM2mXrxytGSVyvyZyp7Z9iKVdYEETLBCvnnkxknA7kmq2sm3uIYWj8trrd5jIcAj6fpxWUd/eNH5D2uri8kimuPNjtwQSmOXPcY/u06G4trq5aOcPjeSi87enXiorS3ubjc8ccP2jcFZS2FQdcn1H0rSi069gYJFci3Qf6x/LBB7g9enNIZS1C7hijMMCYl6RDOWOeoHtVzQZitmSIzB5R8s7lJJbv9OafbR2MF62wiSZznPq/wDsj09quGILJsjzbzSfKrqTy2cnK9Pf6UabAEYaSXzXkQjbhoCuHHrg9wfehhdNdbVtR5KKTjzDuDe2Tx/9enJHdwzq07CZQ2V8hQufdj2ptnBJAZpm865aZtxMhCFfQDHt6UATWl1HJGJnCkK+wLCSNzfT19qWacQyqyqIo2IXLDGPYY757VWQG6ullhtpFhCfMuQqliejA9T3zVRNYVbwpe2yrGpIVvKOBzwPqaBGo0whjwhLEH5d0edhPY47VCBMVhZ02nd84aPPfqB/U020MAkaa3bcjMCWL/dOOv5GiV1u9sltOHZgdm5iA6+pA7D9aQxLhJHI8mUwyEsoCJnzB6EVfhuo4FEUUZAQbcZ4Xt90VQib+z59nkOjyfcVASo9j6Z9BU6QvIrBhvXnIwCVPt6/1p7CH3F9GJvmYbGGF2DPOPQ8ZqsjQ3zxxSzbpUBIweARxkf4Gq6XEKXaW3lzJvPysCWBxzt54HXrUI0mQXaXVrLJkMwkk8wbZM/yx6AUW7ga8GnRWliYEJlPPLnBJP0rNt9IlmEa3F0GiTHyJ8mcHjnuKszpfRxgxNFMpjO5GcjB9AcdMdzWVDeSXN59mjiMMqL/AKsrt2DHJLdxT1A3FbL+QkiM4XBfYAw/CmzW7CNGaYeWvMowM47Yzxn3pbfTbeKJm85hKcBmDk5I9uw+lYWo297aGQlEitmk4kD7uPTHbv16c0rAXoyj3YjhYmE52yYyMg8g099Niu4zJ5CyKp3bfM+/9AcgfpVTw/O81s5LFYsBUyNucehGMitR4UM6SRy/v8YfLn5V/rRazGSWhzqlsI0CRqH3gDbtJGBketO0x8aJY4GAYvywaZB5Z1uzVZvNXa4JOAwOOmB296lslVdKtU4AwwA/E1p9gj7QrRrKpEoLJ6EAip1jAXqoAHRTUAGFMYXKn1FRrDGWVjCAV+ZSH4Jz3rIsuoFO0hgw7MKUy4JA5xUHmMwDxknPZjinMhbDbs/U9aAHr5e9mZI/mHXGCf8AGo2uYYpNmTkDJXtzUoUKeA3rnPBqC5tbed1MikMvAZWKn6UASowkG8sPL9ME0SxI6gYOM5BzimRRCGNVVmYDnL8n65p4VArsgxz0OQKYiN0m8xREFCY5L9aUSpC4VVwT0wCSTVSO9nSV45I2dCfk2uMAGpbi7l27bcfNkDBO3jOMUhlsK/zbwD68YI/xpIhsXy8LgDnGRVa0knlG6aLYx4wTkkVNcLGxUyo2RjDL1HNAhdtwJAY5VMY/hYHn8anYZXpTCMANj5evNSAfIMf/AK6YEfPRs46e1PVv4RwMUyQhTkDJ6ZFR9XwFPB5J7f40ATlRkMvFJnahYgn2FLuPPGOwPrTMsDkkADqKAIJb6OJN3kysM4A28k+lOiJfEpTZnBwc7vxqwFypz8wJ6VG+cYWTY2eNwoASZQEDBQzZ+9uwB9ay9Tgtxp8o8p1NuDICvBHuP8K0NkhA5SaUchT8oIz1H6UyWR45EV7U44+fqo/EdPxoGc5Y3Mawx3EClZMg5Ayc+9aFxbR3e63B2W+onzYT/wA8bgfeH4jn86dqttKES5t7eOfj9+q8H6he9Msv9Kge0kYRebhomU58uQcqauDsyJK6MPVLYRwlYiTMBsy5JyB1AH+elPiNw0KPAwkc8FhhC49hxxWlqlzcGzN4ltE0rZguEK5Mco9PY9vqKo23kuI2ud/2jAwAQ/Pp7U3daMFqVQ0jz+U6lt7YYdz7EUR3jWlzJDb2ypdOwXK4O01oSW6i4kukCys2QWwST2zjjj6VE2lsir5swUyNyC44GP50JobIFtriIT3MsNvIrEs6F8sCPQ44Oakto/Js2kigDeZndltxBxwCOwq21jMfNMM6qAORywJ77vX/AOvSjTpPKO8BGHzDDbgCOmAR0/Wk2FjJVLzyhPHlVYlXXb2/wpsUbshX7OjDPD42rk9qkkU2k8olErLvDLtY4B9APwNST2ct1GssbyB3HLY2Af7wPr7VQilFp6uzp9rkWdjjG3K7j2yetWYLGS0UrPdQvu5aNl7jkc9verdtBOkSRG53BSd7uvAx2FIkhJ2RW6+arEOPu/N69T1ocmwsM3R3jh4pmhl8vMiR4x+J6flSwwCS3cyyQsihtqE7gx9SfWm39u88aSFkhdOcIcg+3HP6VH9kvbe2edJIbhejoAQQPXPqKBkLQW7KscQki8xgJPLwSfYAnp+dQXllJp8iyQSyHJIzgfzqzDaPdQRhvMWXcWVpBtBJ7Zp8elFwZLh5UUKcxrztx65yad7dSbXFsAIkWS6dnMq5LMp+T07cirKXWJGTCSAD7uBx/vGqjNPIUMbO0QXG3Oc8dvanSQRJCHgO/wCXLMV5Pofp/hSKEn0yC5eR4IjGynnY2Np/z9KqrZypcFJrlSFzjzD8p9Off1rQjF0igNciBSco2Mhvb2qlqtyyX6pJCk6kAA7cfUD0ppt6CdtyeGKJLN2lEU+w7QFAOPf39OPSmJbmS0VVMI81doBwTj6jvVh7yOExgosSbf3aBQSDjp9D9ah8613+ZaxNFOeMxgDPrhT3pagZ9xp81iiSOWZScE7MBT2BpmzMRU+3StRlMkZJluJUfIkZxhhx/n0rMnt5ICJAhELHCsTnmtYyvuRJdi/pepTaWU2Zkjc/Oh9PX2NdpY3UN3EJYXyp69iD6GvO1HmncM+4Bq7a3k1o5aCQxlhg4/iFEo3EnYtm4tEuFjWyVJCQAoj+YH61dggjwsjw75HbJAfcQffmqT3N0kgE9iwc/dcqWB+ntSTXDzlRBD9nlb/WuyYTHqM8g1hZmtya4S0uxKkiFGjbaqRrlifU+ozVaLTY7KTMbzzKM7l2bQSPTvilmlW1VprVN7sf9ZIRvOehI7CpYzdG2eS6mUMBuKY5A7daNUgK1/CsroFugpUZdT1Rfr6/41NZpp5tljMgUJ8wTdhs+pPHP41NK7wzfaP38xUABMBiMnPXOf0qQS2JvYnWALMT8wdMMQffvTvpYOpWSV/KjaMkWxbDPjcQR6++ePaprq2tryBWSSTcSMtkZx06Yx+taQghwypJKoJyQO1JcxQTFVberE4TaeD746Dipv2GULXTbe3Ty1uo9wyRnBx6cdD71oG0jjjaSxZVnbAOPuN/wHt+FZ9zprxH5TI+T0XBB9iKk04um6JV2hhu2k4B7dcdfxov1Ay7u/vYZDHejYwIxGg49M5H40+AreN/pLSI6YCw7CQQOmRnpn8627uLzCVe1WUN06Ag+g/CqTXMamVYIFVoxjfLKU3Y7Z60732FYjglvJG/eW+wgZLiXCgf3sVLPDIYmMM0U7BvuuPu5+vQ1XTzJ3VXkkhOPM2qQY+e27OavG+KFhMqKmBsIbcSPr/k0mMgsmlt5iSHeNVIDM3yR4PbjrRLFaiaW4u4ZCW5WUOcD6dMfjUI1Bo41FxiRX5WBT1Hqfanx6jJPaGKMIiZwd65U+2KNUIadMV3WZbkJC8eVi8zG1vesmWAWtxLLEVuY1GVJyVPqffuK2ha2YLxRWu+XG85UPuA7jH+c0+aR4rPzLqOSRBzteM7VHYlf8iqUmhNIrW1qoijlubWMTNgRoSTgZ9PXP8AOtG4hga6j00KiWlmPtN5t6Fuy/nTLK5gispdSKhkg+5lMbpPbJqtel7PT0tXyby5b7RdEdQf4QfYVce7Jl2MrU9RF5cyzeYAzHO0flj8qk0G11O5lZraE+W7Y8wnaoP9eKZaaY8twrFhKxG4Ad/fFdTDAw2lZGgkKgeWjjjjp0/lUykrWRUUx8ukGC32SXUcczDAYINuf51Qt9DgidPtM6xkksrRHOffJ6detaFvMrxqYh5qNlmGckepP401Jw8jruch+ChxmI9iB71jexdieW0jtrUR2LrC+eHcA5zx196xxDdpd/atQl2RQA/KpOGPOPbn29K0dP1FWDebNHDGpITPcD1BrQEitCfORMyf8sy2QR+NNCK8TIgDKYopHGdw5/Hpk9qYjzu5cYWNDkO5zu7HjqKzBbXD3Um6SM2YfbkBlKntzjk8444qxGslu5udQO1Yj9xSW/M+3WlYZXM897ebJUmCRy/K7xgB2/wHpU15fvazLBcwSgSNghV/hHcY459KsrNaswkwoB5weAmR29+frVW8WaawnZUd8ZAiByyns3v68U9wJn1yN4C6oygL0OMhvQ9h+NWJJg+JyvzFAJGB3Afpye1UdIsmjQHUfmuJhuaMp8xx2b+lSXSw2sautu8fk8oCcH0wB6/pRbUDTtkhhWWZ41Vn5IyABxxWfDMVvijRqsRTcZztPB6KMVDaH7eZHmjmiTGDBn7wPfHPH1qUi3W8eFgDK+SvcBcDqOg9M0AXbieNlMSXTRKylhIFDcevTqKzVS5Eq28N1OIhGTvMYyfbGefX86jgsr4STobpYbYcrGpDOnoMnjFWI1mtr2OCPfICu6PEgG4d+ue/vxmmxE9jcpcWPEQis14y6nLHucfrUdxcJAFe0uJnlPCI5G1vb0yPf+tZ+o2cqXEjo1wjE7hsIMfsT75qt/Zl1BcNcS3TRjlx5gyHUdgf89aLIDpGVfLVblpFlfBPknB3dT06+tUr
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" alt="Зачем нужны лабораторные исследования материалов при строительстве дорог" title="Зачем нужны лабораторные исследования материалов при строительстве дорог" /></p>
<p>Аналитика качества стройматериалов значительно повышает долговечность и безопасность автомагистралей. Регулярное тестирование грунта, асфальта и бетона предотвращает будущие проблемы в инфраструктуре. Экспертиза свойств грунта под верхним слоем позволяет определить потенциальные изменения, которые могут быть вызваны сезонными условиями и нагрузками от трафика.</p>
<p>Тщательная проверка состава асфальта обеспечивает его соответствие стандартам и регуляциям, устанавливаемым государственными органами. Она также помогает уменьшить вероятность образования колеи и трещин на покрытии при эксплуатации, тем самым продлевая периоды между ремонтами. Разработка и внедрение новых смесей, устойчивых к различным климатическим воздействиям, возможна исключительно после детального тестирования и анализа.</p>
<p>Контроль качества бетонных смесей для мостов и других важных сооружений на трассе предупреждает преждевременный износ. Использование современных технологий в процессе тестирования позволяет точно определить необходимые пропорции компонентов для максимальной прочности и устойчивости сооружений к атмосферным и механическим воздействиям.</p>
<p>Таким образом, проведение всесторонней проверки при выборе стройматериалов для магистралей значительно снижает общие затраты на обслуживание и ремонт дорожной сети, обеспечивая уверенность в качестве и безопасности дорожных путей для всех участников движения.</p>
<h2>Определение качества исходных строительных материалов</h2>
<p>Следующий этап – проверка качества асфальтобетона. Определяющими факторами являются его состав и однородность, которые проверяются через серию лабораторных тестов. Эти испытания помогают устранить риски использования смеси с недостаточной вязкостью или излишней ломкостью при низких температурах.</p>
<p>Не менее важный аспект – анализ битума, который должен соответствовать строгим критериям по вязкости и эластичности. Битум проверяют на устойчивость к старению и реакцию на резкие перепады температур, что предотвращает преждевременное разрушение дорожного полотна.</p>
<p>Завершающим этапом является оценка экологических характеристик всех компонентов. Строительство ответственно влияет на окружающую среду, поэтому материалы должны минимизировать негативное воздействие на природу и здоровье человека, соответствуя международным экологическим стандартам.</p>
<h2>Обеспечение соответствия материалов стандартам безопасности</h2>
<p>Для гарантии качества и надежности автомобильных трасс, применяемые в процессе возведения компоненты должны строго соответствовать стандартам безопасности и качества. Это подразумевает проведение ряда анализов и проверок состава и свойств каждого используемого вещества. Прежде всего, проверяют физические и механические характеристики, такие как прочность, эластичность и устойчивость к износу.</p>
<p>Оценка химической стойкости компонентов позволяет выявить их способность противостоять агрессивным условиям эксплуатации, включая реагирование на контакт с нефтепродуктами и химикатами. Аспекты экологической безопасности также находятся в зоне внимания специалистов: материалы не должны выделять токсичные вещества или способствовать загрязнению окружающей среды.</p>
<p>Важную роль играет также контроль за соответствием продукции требованиям по устойчивости к температурным колебаниям, что особенно значимо в регионах с переменными климатическими условиями. Отдельное внимание уделяется исследованию возможности деформации и сохранения работоспособности на протяжении всего срока службы трассы.</p>
<p>Все полученные данные оцениваются с целью подтверждения соответствия продукции заявленным параметрам и нормам, установленным национальными и международными стандартами. Подобный подход позволяет не только обеспечить безопасность дорожного покрытия, но и способствует увеличению его эксплуатационного периода и, как следствие, сокращению расходов на последующий ремонт и обслуживание.</p>
<p>Регулярный контроль и адаптация технологий с учетом последних научных достижений в области материаловедения позволяют достигать оптимального сочетания всех характеристик трассы, что способствует повышению общей безопасности и комфорта дорожного движения.</p>
<h2>Исследование долговечности дорожного покрытия</h2>
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
sUiudTmguSySfbYgqkhcgrwCOlaq+HontrxLu6nuJrvb5kxwrDb93AHAweaSPQJDfWt5danc3MtsxKBwoXBGCMAdfegDMOvSw2Grxul7JNHLMI5UiLKgHT5u2Knk1eSynsJriZ2i/s1pnTP+sf5MfiScfjWrHpKR2F9aiVtt28jFscrv8ASoJfD1vNd6bPLI7fYI9ipjh8YwT+WaAMi1vNa/sbVWkldruK5G7YATEhClgoPoCaTSr+OTXLBLPVNRu4ZlkLi5BCnC8Y+UZrZm0NZor2L7TIiXs4llCgZIwAVB9DirUmnRveWVwpMYtAwRFHBBGP0oAwNC1m6j0Wd7yRp59vmwFurBmKhfwYY/GtTwrLcyaQfts7TzpNIjOe+GIpLfw7bQLp4MjubFmKnpvySefoeR9KvabYrp9u8SOzhpXkyR/eOcfrQBzmqXUp16/ia51ZUiSMxrYruAypznitvw7dS3uh2s9xIJJmU7yOOQSOfQ+vvUdzo1w+o3F5a6nNamcKHVI1YfKMDrVzTbCPTbNbeJnfBLM7nLMxOST+NAGHrc19p9/Fdfbp9sk6KkaoBAkeQDvPrz1pdXuXbVJYP7Qv8oq7INPiyU46uxGOfTjirVx4bSeWZft1ylnPJ5stqCNrNnJ56gEjpUtzojSXs9xbahc2guceckePmIGMgkcHFAGFJql3c6XorzXF6jTPKkxtVHmPtyBxz6c1NZ6jdf2driC6uj9mi3Qm6ULMuVPP0yODWgnhryLSzgtb+aFrN3aOTarHDZyDn61NHoI8q8+03k1xcXcXktM4A2rzgADjuaAMqTVryfVNKSCZhaxyxw3DD/lrIyFiPwA59zVqOPUNYe9uIdSltPImaK3iQDZ8vd8jJyauQaBb29np9tHI4WymE27AzI2CDn65ptz4fEs05gvrm2hujunhjIw5xgkEjK574oAqXerXNhqcpmbewsYysCH5WmZyBj6n9Koi51X/AIRp1e+cX39oeR5o7fNjH0rcOgWp1e21DLD7LCIoov4RjOD9Rk0HQ4zbNB5z4a8+15wOu7dj6UAZWt61cy6VaNZSNDKdsk5XqoDhCv4scfhV6ZbvVdavLWO+ms7ezVAPIwGd2GckkHgelSzeHbeRL5VkdTeSLIx67NpDYHsTk/jUl7o5nvTeWt5PZzugSRogCHUdMg9x60AZUWo6heJa6abryp2uZoZrlFGWWPuB0BOR+tX00m9IktptWujCrB4pUcCbocqxxgj0p7eH7YWMFvBLNDJbuZI51bLhz1Jz1znmrGmaYLFppZLiS5uZyPMmkxkgdAAOABQBz1oLxPCdxqraneyXBgkwruCqkEgEDHXippNUvLjXdNS3mIsklEEpB/1shjLH8Bgfia100WNNAfSRM+xkZPMxyNxJ/rTYdCggg06GJ2C2MnmA4yZGKkEn65JoAfr95NY6U8tuVEzMsaMwyFLMBk/TNUHivNLvrOF9TuLqG9ZoX8zG5G2khlIHHTpWzfWcOoWclrcKTHIMHBwR6EH1qjaaKYryO5u764vZIQRD5uAEzwTgdT7mgDNh065bX57E6zqflRW6Sg+auSSzA5+XpxXUVUSxVNVlvw7bpIliK44AUk5/WrdAC0UUUAFFFFABSUtJQAUtJS0AFFFFACUUtFACYrBsdcuNQNnFBbxGWUu02WOIo1crn6nHArermtL0W80sWtxbqgmMjrdxhuJELEhv95cj9RQBK+t6hJFPe2enxy6fAzAlpcSSBThioxjsevXFW/7ah/tO3gLxpbz2puFldtvcADn2NUBp+sWtpcaXaLbPays/l3DuQ0auSSCuOSMnHNTnQIm1OzM0EU9nbWZgAlAb5sjBwfYGgBDr7GOaREiZEv1tFYNkFTj5s/jTbjXriPS7zUUtUa3jlCW/zHdKN+0n/CoW8Py/Zbi2SCEQyais6xggL5Q254/A8VDrFndWGgXtoGU2yzRG0cnJQF1+Qj0B6e1AGpbanfJqMNrqVpFALoMYWjk3YIGSrcdcelUX8TzeW95FDatYox4NwBMyg4LBen4dauQWupXup21zqUUEEdmGKLE5YyORjd04GM8e9Zcfh66tY2s4dN0yddx8u8lUFlUnPzLjkj60AXrzVNXhu7WOC3sXivHKwMZGzjaWBPHoKs/2pLbaha2l+LeJpYHkdw/yhgQAAT9akvbCWW80l4gvl2khZ+3GwqMD6mmX+krfa5bXFxBFNbRwOhEgDfMSMcH6GgCB/EO2K9eOFZ2iultrdY2/1rMARz26n8qkg1S9hvPsmp2sUUkkTSQvC5ZW29VOQCDzVQ6BPHFei0EMDC9S6tVA+T5VAwQOgODU6WepX9+l5qEUNuIInSKKOTfuZhgsTgcYHSgBthq2oyaeup3sFpHYmEzMY3YuBjI4IxSx6zqERtp7+wihs7l1RWSXc8Zb7u4Yxz7dKsWulMfC0elXJ2ObYQuVOcHGMiqf2HWL6O1sr+O2it7d0eSWNyxm2HIAXHGSBmgDZ1C8j0+wmu5gSkKliB1PtVC0v9U+1wJf6ckcNwDtaFy5jOM4fj9RVzVrEalpdxZl9nmrgN1weoP51QibxBJIhmitolhUlhHLn7Q2OByPlHegCo+t6w1leX0NrZG3tnkXDSMGIQkdMY7Vp2+pu2pxWs0aos9sJ4nB6n+JfwyDVODSrseGLyzlWMXVz5r7VbKqXJIGfxqt4njZNO0+K3mVNSRliiUHLEMu1uPTGTn2oAt6VrsmoagkJhRIZkkkhbJyyq4UH8eTVj+1JjJqaR2pmezZVjRDzISoPPp1p8mhWE1jbWs0O5bZQsbAlWXjHBHPNZh8PTRWer2tkEgS5dGhG8ncABuBPUZwR+NAE9prd0NVt7G9js83AbYbafeUIGcMCPTvUD67qctpd3tpbWf2W3LjEsp8w7M5yAOOnSorXR71dV0+5XTLGygtnbckL5dsqRknA/KnTeGVvrfUbu+tYTqFyG8pQfli4wvI6nuTQB0drKZ7WGYjBkRWwO2Rmpqp2S3ESwwSRKI0gUFw/O8cEY9PerlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAJS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSUtJQAUtJS0AJRRXP+JNXvdNmgS0iBVxksVJyc9KUpcquzSlSlVlyR3OgqlcatYWsxiuLqOOQdVY81ZgdpII3ddjMoJX0NYWgxR3t9qV7JGrh5tibhngVLb0sXTpxalKeyNW21SxvJfKtrmOR8Zwp7VcrmtPeNdU1i/VVWOBfLXAwOBz/ACqlJe62mlwXxvkxOwVI9gzyan2llqbvCc0rRdtt+7VzsqK5nVtTvIZzDDfQQiGMFjjeztjnIA4pt1rd2uk6bLu2TXD/ADlFySo64FP2iIWEnJJrqdRTJYo549kqK6ZB2sMjjkVzk3iFpNRBtzIttBC0kqum0se3X8Kjlv8AW4bBdWklgEJIP2fb/Cfej2iBYOppeyv/AFY6qiud1bWpkuIbW1cQs8YkeRkL7QegwKjstVvRpF/czypKsPEMoXaWP0/xo9or2EsJU5VLudNSVk6Rq1vPa28U95G926/MOhJ9Kpza1NBdapNnfBbbY40xwXPvT50lclYao5OPb/Ox0dFclaaxqQvLZpJhOkrhZIlgZdgPuRXSXuoWmnRrJezpCjHapbuacZKRNajKk0mWaKhtLu3vrcT2sqyxNkBl6GuavNcvYrG/jhcNeG7mjgyB8kaAEsfoP1IqjE6uiubuNWutMtLLVLlzNYywKJ0CjcjkZDD2J4IrW0gXrWnnagw82Zt4iXGIlPRc9+OpoAvVEbW3NyLkwRmdV2iQqNwHpmsWTX4rHXb62vpXESLGYlWFnxkc/dB/Wq0er3Mnhy1u3v4bbzZWDzyJltu44Cr3PAoA6iiua0PVLu6u72zS6N3shEkE00BiOTkYI7jI60/Sb+9Gs3Gn3N4Lpo4PMcmLy/LfPRf7y+9AHRUVxq+K93h6DbcSf2kzRqx8hgpy4B5xt6Zq/rWoSw6i8LastmoUGOKGAzSsT3YY4HpQB0dFctZ6/OYtIur6ZYrebzo53K7VLjhc/wB3ODU41p7m71b7FeWzw28EZjd2/dox3biSPoKAOiork9P1mb+2LOBNTfUIblmRy1r5aqQpIKtjnp0oPiOfdc2EUub99Qa3hZ4jsjTPBzjBwM8ZzQB1lFc+P7Tj1A6VLqRYzQ+dFciJQy7SAykdCOaTQV1K5uLiS41R5I7a6eHy/KUBwvcnt1oA6GisnWNQbT9Q01pJRFZSM6Tuw+UHb8uT25qhceJFS51Wa2mjure1tUdFQgjeSw6j8KAOlorkrDXJxqFoh1B74TuEljNm0Xl5/iU46A8c1PHJrV7JqclvfxwpaXDpEhiDb8AHDH0+nrQB01Fcre+I2lh05UnNkLqDz5JVhMrL22gAHvnk+lWNK1G/1GyvYLadZLiEqIbqWBo1cHuVI6jn26UAdFRWF4c1Ca7nv7eW6N0ls6hJWj8tjkcgr6A96n1e6uvtlnp9jKsEtzvZpmXdsRQM4HcnIoA1qK5e81HUdPtdTtJrkSzwQLNBcBACVJxgjpkGp/8AiZWOqaYkupvcxXTsro0Sr0QnqKAOhorloZ9bu4dRuob+ONbS4lWKIxA+YFPRj29OKjvPEbXE9vHHeNYRNbJOzpbmZmLdF4BwBigDraK5hdbupPC19dB/9JtyY0m8ooJORtYKemc9Ktac99b669nd3zXSfZRL80artO7HagDdoriX8S3EqSXkV+UdWby7IWbsrKDwC+Opx1HAzWve3F5earYW9pdvZxz2rTtiMMcgrgc/WgDfJAGSeKYk0UhxHIjHG75WB49a5ltWu9O03Vjcz/apLa4WGNnQAfMF6heo5qHRtQWHV7aCG4F2k6+UxFiYTFgZGDgfL1GO2aAOvorkJPFKxaPqKyXEgv4nmWMiBiBhiF5Ax6VdbX0stZMN9M4ha1jdQsTP8xJyflBoA6KiuXt9avLnSozbyKZ7u+eCGSROETJ5K+yjpVuK7vdL1L7Jf3IvIpIHmjk8sIylMblOOMc8UAbtFcRF4luTHFei+aWRyC1itm+0KT0D46gd+hrsbyRo7GeRDhljZlPvigCbNGa5rR9VutSRLkXH+jWlspuAEGZZSuSPYD29ajN7rEWkJrsl3G0RAlezEQ2iMnoG67gD1oA6misK7a+vPEBs7bUHtYltVl+WNWySxHeqkepX8elFnuTJMmpi2MhQDcm8Dp9KAOoorlTrV/davdraHFp9kmNsAATI6EDd9MkgfSnz+JIX0qwNtfxG8lkhV0BG7kgOCO3egDp6K5G916WS/vETUWshbSGOONbRpQ5HUsQOmeMCrg1W91KPTILUizmu4mlmdk3FAuAQAe5J79qAOiorDa11r7NKk2peWYSWjnjjUmZcdGB6EH061lteanb+GI9Ul1R2acRceSv7vcwyRgc8UAdhRXL6PrEsmsNajUHvbfyGkYy2/kshBHTgbvypPtusNo514XcYiAMws/KG3ys9N3XdjmgDqaKbE4kiSRejgMPxrk473VGjgv8A+0WMMuoeQIfLXGzeV69e1AHXUVhXeuR6f4hlt7yV1t/syOirEz/MWIP3QT0xVE+Ipl0M3Qm+ee9aCKRoidi5PO0DJwB0oA6uq6X9rIYwlwjGViqAHkkdR+GK5yw1uczz263kl6ht3kWZ7VojG6jocgAg/wBKrPqUok0ySzjhW4kEDX1wIwGbzCAF6dTyT+FAHaUVFdu0VnPIhwyxsQfcCuXWbVotL07UX1V5PtEkIeIwqBhyMjNAHW0Vz4k1XU5r2WzvUtYraVoYo/KDeYy9SxPbPHFMTV7zVY9Mhs3W1ku4mmlk279gUgEKD6k0AdHRXO6hNrFjpbRzXSeabmOOK5VBlkYgHK9ART4pL6w12G3udRe6hkt5JCGjVcFSPT60Ab9FcOvie5eAX6XzM5O4WIs3Klc/d346479K7dGDorAEAjPNADqKKKACiiigAooooAKKKKACkpaSgApaSloASkKg9QDTqKAGSKWjZVOCQQD6VS0nT/7MsBbiTzGyWL4xkmtCkpW1uUptR5ehz58OzfY2tlv2RZJGeYhPv57dauXOjrMLCNZdsNmwbbtzux0rUrmW8SagNNk1EaShtEJG/wC0jOA23pj1qeRGrxFR63Jbjw1JJLdGG/kiiuCWaMLnn3PpVuPRtl3YzNMCtpFsCbep9abeazcRaqdOtNPa5m8kTA+YFUAkg5J6dPxzSDxAjWEcqWsrXTzG3FrkBhIOoJ6YA5z6UciQ3iarVm/62/IlOjJJe3s9xJ5i3SCPbjGxfrVOPw05McVzqEs9rEcrCRgfjV7TtTkubqS0vLU2t0iCQLvDq65xkEe/WqFv4iu5ZLV305Utbm4Nukvn5OQSM7cf7Jo5EJYmrHZlrUdGa5vEu7S6e1nVdhZRkEVA3hz/AIlktqLtjJPIJJZWXO7HtWjDfiXVbqxKbfIRH37vvbs9vwoe/wBmsQ2Hl58yFpd+emCBjH40+RAsTVSST2KX9iTTXFs93dI6W7blSOIJk9smnQ6DGLC7triUyG5kMjOBgg9qqt4iuhIzjTlNqt39l83z+c7tuduK1U1AHV5tPkj2FYhNG+eHXOD+R/nS5EDxFTuVLHR7i3uEludSnuFiGET7o/H1rXKq33gCPesey137XNZqLfbHeNL5bFv4U6NjHephq2Y9Ubyf+PBiPvffwgb8OtUklsZzqSqO8jTChRhQAPasODw5HFcapO05eS+3hSV4iDdQPxx+VSzay4jtEtbQz3d1EJhFvCqi4GSzH3OKhl8QtHp80v2Ii7hmSF7dpAMMxGDuHY560yCX+wkma0S8lE9rawiNICuFZ8YLn146DtmrelWcmn2YtXuDOkZIiLD5lTspPfHrVOXV7y0tjJf6dsleRY4IYpg5lY9s4GKmsNUmmvWsr6zNpc7PMQeYHV1zgkEdx6UAT21iYNTvLzzM/aQg2Y+7tGKzv+EfdLKzjgvPLubSV5I5DGGU7icgr9DWjqV99gS3by9/nTpD1xjcetVIdein12401Y/kt4i7z54yCMj8M0AQw6BcG4u57vUpJpLqDyWZE8spg8FcdKks9GukvUur/UDdvDE0UWIgmAcZJ9TwKZBr88vk3B0yVdPncIk+8FuTgMU6hT60S6/Nmae302WexgkKSTq4ycHDFV6kA0AP/sMnw7FpP2j/AFZQ+Zt67XDdPwouNIu/7RuLqw1H7KLkL5qmEOeBjKk9OKW61a7XU/sVhYpcnyFnLNN5fBJA7H0psOvk6W91PaMs63DWywI4YvIDjAPFAFnSNKXTtMFjLILlAzHc69QTnn3qvd+Horl78eb5Ud3FGgVEA2FCSD78npUtjqs0t79jvrP7JcMhkjxIHV1HXBHcZHFUj4juhKzDTlNoLz7J53n8k7tuduKAJF0W/l1Czu7zVBMbVyVjWAIpBBB79eetSNoKvZXMBuWV5LtruOVRzGxOR9cVLf6rLDfCxsbM3dzs8xxvCKi5wMk9z6VXk8QsbCKWCyY3D3P2ZreRwpR+eCeaALGn6XNDfNfX959quTH5SkRhFRc5OB6k96n02w+wfav3m/7RcPP0xt3Y4/SqlrrcrT3Nve2TQzwRedticS716cY757UxNbu47q2S+0w20V04SNvOVmDEZAZe360AbUkaSIUkVXU9QwyDWVNoNvPcXjPgQXVusBjRdu3BJyD+P6VPbakJ5r+Mx7fskmzO77/yg/h1qva62LgaSfI2/wBooz/e/wBXtXd+NABa6ZqKTwtd6vJPDDyqLGEL+m8g81mWWmX1zcav5GoPaQzXjrInlAkjA5UnoTnGeatweKIJoNTuPJbyLEjawPMoPQj2yKkGsajFd2kV5paQR3Mnlq4uA5BwTyAPagCS40XH2R9NuDZz2sflI23erJx8rDv0zQdHuZbCaKfVJ2upHEgmX5QhHQKvTHqO9XtQvYtOsZbqbcUjHRRksegA9yap2eq3Ul7HbX2myWhmUtE28ODjqDjoaAF03TJra9nvby7+03MqLHlYwiqo7Y/GpNU01r1oJ4Lg2
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
PJGE3gAIhwzk/lx71tDpXLWOk3unTC/ghJma5kWeLcP3kLMSCPQjr70AXrzW72Dz5YdJd7WAkNJJKIy2OpVT1H86fd61MJbGPT7MXLXkRlXdII8KAD6e9Yt9o97NLfLNpS31zK7mG6ln/dop+78p6EemKv6ZZ351DTTPaGCKytDGzs4O9iF4AHpg0AaOkalPfS3cNzai3mtnCMok3g5UHr+NadYcYn0yfW76SAvG7pJGAwBcBAD/I1tg5APrQBhyeIJ8zTW2mSz2MDlJJ1cAnBwxVepA/pUl3q92NT+xWFityfIWYs03l4BJA6j2qpbx6zpkEunWdmkoMrtDdNIAqqzE/MvXIyenWrVhBeP4guby4gMUQgWBGLAmQhiS2B0HNADYtfc6eLmW08uT7WLVoxJnB3YznFOutbuBd3EOn6c94trjz3EgXBxnauepxVCbR7mbSpbaS33eZqfnFCRzHvzn8qkis77Qp7yHS9OWe2uW8yLEgURNgAhs9uAeKANG31qK5vLSKFcxXVu06yE4xggYx+P6Ug1kmO/ZLWSVrSYQqkXzGQkKR9PvVlw+GV+0aZBeQLc29taOjsTx5hYHjv60n9i3dtp2q22nxeSst0rxRrJt3x4XcAe2cEUAaVprFy2px2N/Yi2kmRmjKzCQHHUHHSteuT07S54tdsrqHRlsbeMOrsZQ7sSOCeen+NdJY3X2uJ3MZjKSNGVJz904zQBn3eq3q6rLY2OnrcGKNZGZpgn3s+3tTI/EJOlLdPaN9oknNulujglnBIxn04JzVi3tZk8R3l0yYhkgjRWz1ILZ/mKzE0q/j06GSKJTdWt9JcJEzACRSWGM9shqALiazfNJJaPpnl34QSRxGcbZFzgkNjqPSk0vV9Rv7l0bTEiiimMMr/aASrAc4GOeopbOG+vdZXUby1+yRwRNFFEXDMxYjJOOAOKn0a2mtTqJmj2+beSSpz95SBg/pQBp0tV7C5+2WUVx5Zj8xc7Ccke1WKACiiigAooooAKSlpKAClpKWgAooooAKSlooASs1tf0tbz7IbxBLu2d9ob+7u6Z9q0XBKEA4JHFcUt5aJ4TfRnjJ1Pa0X2bYd7SE/e+mec0AdDdeI9MtLhoJ5nWRW248pzk+gOOafLr2nQ2sFxJK4jnJEf7tssR14xmqmsK6SaCsh3Ot4gY+p8ts1X1XVtPj8UWUdzdxRCzjkd9xx8zAAD64JNAG1aanaXtm13BMDApIZ2BXGOuc1HY63p2oTGG1uVeTG4KQRuHqM9R9K5qOT+0fCerpYSec/2p3IjGSV3g8DvkA0+1uIbzUrF/wC25b0wMZNqWqoIgFOd5GNoxxigDcuPEml21xLBLO/mRHa4WJmAP1AqWfW9PtraC4luAEuBuiwpJcdeAOay9HlS5sdeuYW3wy3EjRuOjDy1GR+IqjGszW/h8abLs1I2oX5l3IsRA3Fh9QMe9AHR2mtWF5DPNFPiO3/1pdSmzjPOaWw1nT9RkaK0uA8ijdtIKkj1APUe9cte2188OuJJL58yTW7yNFF1QDJwvfA7d8Vb06SO/wBbspE1mXUHhDN+7tlRUBGMMwxj6eooA6Ox1C11BZWtZRIInMb8Yww6io4dWsZrKW8S5T7PExV5DwAR161ytk09rbN9mU7tRlltsgfdkEhwx/4CW/IU5bZbfRZ1jhaS2tNXLSIq5zGpGeO/rQB1Gn6vY6kzpaTh3QZZSCrAeuD2qM6/pYvPshvE83ds6Hbu/u7umfbNZv2uDV/ENpNpb+asEEommUEKNwG1c9znnFYEB/4k66ZdavNHNny3sUtFMm7Pbueed2aAPQSwVSx4AGTVJ9ZsI7O3unuAIbllWI4Pzk9OKsuCtoykkkR4JPU8VwFtG974esr2ZGWK1aCC3U9z5i73/oPoaAO1uda061vVtJ7pUmOBtwTtz0yegz71fJABJ6CuP8T31tIl5Zq7Wl0rqWhMOTejjaARzjtxXV5LW25l2sUyV9OOlAGWninSH2bbh8OQqt5T4JJwOcYq3qGs6fpsix3dwEkYbgoBY49SB0HvXO/80+sP96D/ANGrV37da6R4h1J9TYQi4EbQyupIdQuCoPqD296ANa61extLSK6lnBgmIEboC27PTGKbYa1Y6jM8NrKzSIu5lZGXA9eRXM2kiquk2uCksmoNcx25GGSEl8EjsK0tQilm1/UIoOJX0ran1LNigDSt9f0u5uxaw3aNKxIXg4YjqAehP0qO48SaXa3EkE1wVeJtr/u2IU+5xisOa+s77Q7DS7FSL9HhAhCENAVI3E+mMHn3qtc3KR32twvrw0/fOf3JiVi/yLz6+3FAHZm+txNbxeaC9ypaLHIYAAk5/EUtxdQ2xiEz7TLII046segrjricwweG5JLn+ytsEi+YyhtvyqAMN61IuoTXs9tG1yL6CG/h8u7WLYHJDZXHQ49R60AdRHqlnJaz3InAityyylhjYR1BBqxBMlxAk0edjqGXIwcH2Ncdqnl3GrTajDA0ml28iLehTxOy/wAWO4TjPr+FdjG6yxq8bBkYZVh0IoAoy6/pcN59lkvEWUNtPXCt6E9AaW91vTrCdobm4CSqobZtJJBzjAHXoa5xL2ztvDd3pFyh/tFjKht9hLyuxO1h6g5BzUsN5baT4kzqjiORdOhTzmBIDAnIz7/0oA37jW9Pt7OG6e4BgnOI2RS24/h9KZ/b+mi0Fy1wVjZyi7kYMzdcAYyawLVGB02URtHDPqsksKMMEIVOOO2eT+NaPiS8a1vLH97FZqwfN7JFv8vp8o7An1PpQBbe+0nU9PkuXkWa3tjufIIKEc8jrV2S9t4fs+98faGCxcfeJGf5VxsE4mtPE7i5kut1uhEzps8z5WGQMdKvS2l7BPob3OpPcxmdNsZhVdvyHuOaB3drG3Pr+l292bWa8RZQQrdcKT0BPQH60X2uafp9wILmZlkK79qxs3HrwK5+K+s7LQ77S71D9vZ5QYNhLTsxO1h65yOainkew1a3judXGnSrpsSPIyK+9gTkc0COws7u3vrZbi1lWWJ+jLU1c74WuYrbSHM0wMbXbLHcMCv2gseGx7k4/CuioAKKWigBKWiigBKKWigAooooASilooASilooAhtraG0hENvGI4wSQo6DJyf1NS0tFABSUtFACU2ONY12ooVfQDFPooASloooASloooASmyRrIu11DKexGRT6KAEopaKACiiigBsiLIhR1DKeoIyDS0tFACUUtFACUUtFACUtFFACUiIsa7UUKM5wBTqKAEopaKACkIyMGlooAaiLGgRFCqowABgCnUUUAFFFFABRRRQAUlLSUAFLSUtABSUtZup61aaW8aXJbc/ICjOB6mk2luVCEpvlirs0aM01HWSNZEOVYZB9qwbu6k0jXEee5drO5ViQ5yEYdhScral06TqNxW50FGBnOBn1rj9P1O8vIPsttO7XVzMWZzz5MdbmnXSRXcumhppmt13vNIwPXtSU0zSrhpU7p7r8u5qEA9QOKqwWFvDc3Nwq5e5YM+7kZAwMfhVSLXrVtOlvpFaOJHKDPJcj0rBi1Dy9WtXtjexGaXEkVwcqynuKHNIdPC1J36WOqtrKG2ubm4iBD3LBn54yBgYqwFUZwBz1461ly67bQz3kcisFtQCz9iT2HvUUviKGKKHdazm4lG4QAZYD1NPniZrD1XsjZAUDAAA9KAqg5AA4x0rOs9btLqzmuSWhEH+tWQYK1XtfEltc3UcJgmiWY4jkdcKxo50H1err7uxtAAHIHWkAVegAz6VhS+KbeNp1W2nfyX2kqMjHrntUn/CTWhnhRYpmjlIUS7cKCe3vS549yvqtb+U2gAOgFAAHQVRh1OObUbm0VG/0dQXk7fSnaXqCalam4jjZE3FRu7471V0ZOnJK7X9MuABRgAD6UmF3bsDPrTZZBFE8jfdRSx/Cuf8A+EsQQ+d/Z9z5X9/jH50nJR3Kp0KlX4Fc6Pik2rjGBj0xWTdeIILYRIIZZbiRA/kxjJUH1qxp+q29/ayTxhk8rIdHGCtHMm7A6NRR5mtC8QpIJAJHQ0vFc4fFsYiEv2C58snAfjB/GtS31RJ9QkszE0bxxrISSMEGhTi9ip4arBXki9tXGMDHpQQrdQD9axh4ihYBkt5GRp/IjbI+c9yParjalGuqiw8tiwj8xnzwoo5kyXRqLdF7AznAz60YGc459aw18T2rXCp5E4hd9izlflJqa/16CzuGt44ZrmVBlxEudn1pc8e5X1ardLl3NXABJwMnvSFEJyVXPrise68SWkFhBdqjyLMSAowCuOuam1PXINOigdkaRp+VRTzj1p867i+r1bpcu/6Gmyq33lB+ooCqAAAMDpxVKPUkk1RrBYm3rGJGbPAz2pdU1CPTLQ3EiM/zBQq9STTutyPZy5lG2rLgCgYAAHpSgADAGBWTfa9DaTeQkE1xMFDOkQzs+tXdPvodQtFuIM7W4weoPoaSkm7DlSnGPM1oWMDOcDPrVRLBV1We+L5M0SRlCOBtJOf1qtqGvQWVybdYpbiYDLLEM7R71b0++h1C1W4gJ2Nxg9QfQ0KSbsEqU4xU2tC0QD1HSggEYIBHvWNeeIEtr6S1js57ho8bjGM4zRB4jtpLCW7ljkhSN9gB5LN6ClzxvYv6tV5VLl/pmxtX0HTHSlwDjgcdKyLDX4by7W2eCa3kcZQSjG4U+11uC61aWwVGDx5+ckYOOtPnQnQqK91tqaeATnAyO9BRGOSoP1FZUGv2s93cwgMI7ZSzyk/LxUMXii1eZA1vcRwyNtWZlwpNLnj3H9Wq/wApuYGMYGBRVKbUkj1SGwEbNJKpbcDwoHrUMWtQyRX0ojYR2ZKlsj5iPSnzIj2U2r2/rY06Kym1qNYLGTyJN142ETIyPc1qMQqlj0AyaaaYpQlHdC0VjjxFa/2cLySORQ7lI06s5HpU2mazDqEskPlSwTINxjkGDj1pc6ZboVEm2tEaVFUNV1OPS4EkeN5C77FVOpNU7XxELi+itGsZ4Xk6GTAwPWhzSdmEaFSUedLQ26K58+K7cK7i1uGRH2syjIA9c1dvdctbSGFwHmecbo44xlmFLnj3G8NVTScdzTorN0/WoL5JvkkhkhGXjkGCB61AniKF7a3kS3laS4crHEMFiB3+lPmQvYVLtWNmisS48TW0MzpFBPOsZxJJGuVWrd1q9vb6UNQUGSJsbQvU5o5l3B0KitdbmhRWJbeIxcXsNq1jcRPKeC+Bx60XXia2t53TyJ5I422vKq/Kppc8bXK+q1r8vLqbdFM81fJ83Pybd2fbrWZ/b0X9jHUjC4j3bVTIy3OKptLcyjTlLZeRrUVm6lrCafDbu0Ekjz/djTr0qvZ+IUuZpo2tJoTDGZH8zAwBS51exaw9Rx50tDazRWS+uRpo8eotBIFlYKseRk5NaZcLHvc7QBk57U00yJU5R3XkPorBPim035EFwbfdt8/b8tWtQ1y3sLmCFo3kMy7gUGfpx70uePc0+rVU0uXc1KKwl8UWzQOwtrjzUODEF5A9T6CrA12BksWjjdvthIUdNuOpNLnj3B4aqt4mrRWSuv2zRXM/lyfZ4DtEuOJD6LS6drsN7cNbtBNBKF3hZBjIp8yE6FRJu2xq0VlJrsL6TNqJicRRsVAJGWwccVJHqySXttaiF/Mni808j5B70cyE6NRX02/Q0aKz7fV4JnvQVMcdo2HkY8GqaeJ7dp41a1uEikYKkrLhTmjnQ1h6sr2WxuUVlalrsNhceQIJp5FXc4jGdo96G123MNlJEjyC7faoHBHrmjmQKhUaUraM1aKoSapFHqYsdhLeUZWcHhQKgGuxf2M2pGGQRhtqrkZbnFHMhKjUdtN/1NaisybWFjnitoraWa4kjEnlrj5R7k07TdU+3z3EP2d4mgID7iDz6cUcyvYHRmo8zWho0tJVbUbxdP0+e7dC6woXKjqcVRkWqKy21pBNcRpbyuttB5ssgwFU7dwT64qvaeJIrhrZns7mG3uiFincDazHoPUex70AblFY93rwhupobaxubz7Pjz2hAwnGccnk47Cmy+IA01vHYWUt758HnqY2VcLnHegDaorHXxBCdMa8MEqlJxbyRNgMjlgMH8xWvmgBaKKKACiiigApKWkoAKWkpaACs7UtHs9TeN7lGLJwCrY49K0aSk0nuVCcoPmi7MjO23g+RCVjXhFGTx2FcxPY3t5BealdWztcMpS3t8ZKDpnHrXV0UpR5jSlWdLVLU5lNMm0+40m4t4GZlXy7jYOee5/Oo0XVLa41Xy7BneckiXPGOwHqa6qqaarp8l4bNLyBrgcGION2fTFT7NdDX63J/Ek/+HuYUuk3SaDpwig8yS3fzZITwWz2qeCG+1XV4Ly8tTawWwyiMeWatt721iMwkuI1MChpctjYD0JqGfV9Oto4pJ72CNJhmMs4G4eoo5EJ4qTT01119dzmn0q7eCfUDbym6+17xCR95PpV+4S+sdak1CCxa6SeJRgH5kPpW3cXtra24uLi5ijhPR2YAH6Gmx6jZyRwvHdRMk7bYmDAhz6D3o9mkU8ZKXxK6/T+kc82jX9xpV9NKoW6upBJ5QPQDtVu3uNTuHQNpq28EEZ4dcsWA4C+lbT3UEc3kvKgkCGQqTztHf6VWtNa0y9nENrfQTSkZCI2TRyWJlinJWkl/kYaWF3D4UkiS3f7VcyfOuPmAJ7/AIVcurCVr/SLaOFvs1sN7sBwCBx/KtK61fTrOcQ3V7BFKf4HcA0261rTLKXyrq+gifAbaz4OD0NHIgeKk3e3f8Vb8DCRNVtv7URbBmknZm83PboAB3rRtJX0fTdNtTbszzMEbnG0nk5q/batp92qG3vIZQ7+WpVs5bGcfXHNPuRaQyx3VzsRlIRHc9CTjA+tNQtswliefSUdP+BZEGuecdIuEt42klddoVRk81majYXH9iafp8MTsCyCUgfdA65/GugkkSKNpJGCogJZj0AHeonvrWNYGe4jUXBAiy33yemPWm4pkU67ppJLZ3MSaK90zWri7t7E3cc6KF2nlMdqrC31O1sbo/Y2kutQYlth4iHv+ddNd3dvZQGe6mSGJcAu5wBmqkGvaTczLDBqFvJI33VV8k1PJ5mixTSXurp87bGZeabOLDSdPSJmRHUzMoyBj1/M1V1oyHxCI7B1aS6g8klT93nk/lXQw6vps8yQw30DyyLuRA4ywqkV0LQrppJZoLaeXJ/eSc4PpntScOxVPFW1ku/zb7ks2hWsun29oGeP7OQUdDgg9zWbZaffQT6rPGJWm2eXA83Jf3roPtdvmBRNGTPnysNnfgZ49eKctxE80kKyKZIwC655UHpmqcEZRxM0mnrf/O5yEFlqFxd2AuLS6VEkDSvI5YEjvjoBU1zYXdrqV2/2Ga6Wd9yPFKUx7HFdHbapYXk7wW15BNKn3kRwSKDqlgt6LNryAXJOBFvG7Ppip9mjZ42V9tO2ve5zkujTMohFoUWK1dsKSwMjdgT3pINLvZ/sD3cL7zIobI/1caDjP1NdTHd28sDzJMjRRlg7A8KV65+lQXGr6dawwy3F5DFHMN0bM2A49R+Yp+zRP12paxz5guDqd/cy22oq0jYjMAxkDpn9KkNpqV1b6XBexyPicySMedqjoGPrXQw31rPafa4riN7fBPmhvl4681Db6zpt0srW99BIIlLPtcHaB3PtR7MHi3potP8AKxgXVhd2uqXcgsprpLhtyPFKVx7HFb2j2f2LT0jMSxOxLOqsWAJ9zUS+JNFZgBqdsSeAN4q/DPDPv8mRX8tyj7T91h1H1pqFnczqYiVSKiznmXUtM1S+kt7A3P2pspIDwvsa3NPjmjs4xcLEsxGXES4UGpknikmkhSRWkixvUHlcjIzUlNRsTUre0SVjA0uG5h/tW8kgkE0rny1I5IA4xVEaTeR6JYyJAZJ4ZjNJC3BbNdDPqlhbXK29xeQRzP8AdjZwCabeaxpthN5N5ewwSEbtrtg49an2aNFipJ3S7fgrGXFHf6lqsV9dWjW0NqpKRk5Z2rOXS9SjNnNBE6TzeYJWI/1e49/wrqIdSsp4opIbqJ0mfZGwbhm9B+VP+22ommh8+PzIV3yLnlF9TR7NPcpYyUdkrdvv/wAznY9Emay1WGOMxs5VId3G5V/xoki1LVYbXT5LA2kETKZHY8HHpXRm8thDDMZ08qYqI2zw5bpj605LiGSS
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" alt="Исследование долговечности дорожного покрытия"></p>
<p><strong>Анализ состава асфальта</strong> помогает выявить наличие потенциально вредных элементов, которые могут сократить срок службы материала под воздействием УФ-лучей, перепадов температур и химически агрессивных реагентов. ОАО &#171;Автодор&#187; эффективно использует данные о химической устойчивости для составления рецептуры асфальтовой смеси, что, в свою очередь, улучшает параметры долговечности покрытия.</p>
<p><em>Тестирование на истирание</em> – важный этап для оценки сопротивления асфальта гидролизу и механическому изнашиванию. Практика показывает, что высокая устойчивость к истиранию повышает эффективность покрытия на протяжении многих лет. Четкий контроль за процедурой укладки асфальта также влияет на его однородность и, как следствие, на долговечность.</p>
<p>Использование <strong>современных аддитивов</strong> позволяет улучшить характеристики покрытия по отношению к воздействию экстремальных температур и загрязнениям. Результаты испытаний асфальта с добавлением полимерных модификаторов показывают увеличение его устойчивости к растрескиванию на холоде и текучести при высоких температурах.</p>
<p>Оценка <em>сопротивляемости материала</em> к растрескиванию имеет решающее значение для районов с частыми перепадами температур. Регулярное обновление технологий производства и усовершенствование методов тестирования материалов способствует повышению их эксплуатационных характеристик и уменьшению затрат на ремонт и обслуживание покрытий.</p>
<p>Анализ ударной вязкости асфальта дает информацию о его способности выдерживать нагрузки, возникающие в результате движения транспорта и температурных колебаний. На основании данных испытаний корректируются технологии укладывания и эксплуатации асфальтобетонных смесей.</p>
<p>Таким образом, обширный спектр испытаний по обеспечению качества и долговечности дорожного покрытия позволяет максимизировать его эксплуатационный период и минимизировать потребность в его регулярном ремонте.</p>
<h2>Контроль за изменением свойств материалов в различных условиях эксплуатации</h2>
<p>Проверка устойчивости субстратов к динамическим нагрузкам, температурным колебаниям и атмосферным воздействиям имеет критическое значение для обеспечения долговечности и стабильности покрытий. Следующие методы применяются для анализа этого аспекта:</p>
<ul>
<li>Температурно-циклические испытания для определения возможности материала сопротивляться перепадам температур, что особенно важно для климатических условий с сильными зимами и жарким летом.</li>
<li>Испытание на ударную нагрузку помогает определить уровень восприимчивости поверхности к кратковременным, но мощным воздействиям, например, от ударов транспортных средств или падения тяжелых предметов.</li>
<li>Влагоустойчивость оценивается по способности сохранять характеристики при высокой влажности и контакте с водой, что немаловажно для областей с высоким уровнем осадков.</li>
<li>Испытания на компрессию для определения механической прочности и способности материала выдерживать постоянные нагрузки без деформации.</li>
</ul>
<p>Регулярный контроль изменений показателей поверхностей на разных этапах эксплуатации позволяет вовремя выявлять ухудшение качеств и предпринимать шаги для их восстановления или замены. В этом контексте, использование квалифицированных методов обследования, таких как дефектоскопия или сканирование GPR (георадар), помогает урегулировать вопросы своевременности и достоверности данных, получаемых в результате проверок.</p>
<p>Эффективность подхода можно повысить, инициируя формирование базы данных по каждому объекту покрытия, что облегчит процесс идентификации областей потенциальных рисков и планирование ремонтно-восстановительных работ.</p>
<p>Таким образом, выполнение комплексных тестов и анализ полученных результатов становится ключом к оптимизации процесса обслуживания и продления срока службы покрытий.</p>
<h2>Анализ влияния окружающей среды на строительные материалы</h2>
<p>Длительность эксплуатации и надежность конструкций напрямую зависят от взаимодействия используемых строительных ресурсов с окружающей средой. Влияние температурных колебаний, влажности, агрессивных химических сред и ультрафиолетового излучения должно быть тщательно анализировано для выбора оптимальных решений.</p>
<p>Устойчивость к морозу и талым водам пресущественна для материалов, применяемых в регионах с суровыми зимами. Например, использование асфальтобетона с повышенной плотностью и добавками антифриза значительно увеличивает срок службы дорожного покрытия.</p>
<table>
<tr>
<th>Параметр влияния</th>
<th>Тип воздействия</th>
<th>Рекомендуемые строительные ресурсы</th>
</tr>
<tr>
<td>Высокая влажность</td>
<td>Коррозия, плесень</td>
<td>Цементы с водоотталкивающими добавками</td>
</tr>
<tr>
<td>Ультрафиолетовое излучение</td>
<td>Выцветание, деградация</td>
<td>Покрытия с UV-защитой</td>
</tr>
<tr>
<td>Температурные перепады</td>
<td>Трещины, деформации</td>
<td>Гибкая асфальтобетонная смесь</td>
</tr>
<tr>
<td>Химическое загрязнение</td>
<td>Износ, разрушение</td>
<td>Композитные материалы с высокой стойкостью к кислотам</td>
</tr>
</table>
<p>Выбор материалов требует акцента на долговечности и адаптации к специфическим условиям эксплуатации. Специфическая добавка или модификация состава может значительно увеличить сопротивляемость материала воздействию окружающей среды и экономию в долгосрочной перспективе.</p>
<p>Также следует учитывать возможность регенерации и рециклирования использованных материалов, что способствует устойчивому развитию и минимизации экологического воздействия.</p>
<h2>Прогнозирование возможных рисков и отклонений в процессе эксплуатации дорог</h2>
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" alt="Прогнозирование возможных рисков и отклонений в процессе эксплуатации дорог"></p>
<p>Определение потенциальных рисков и отклонений на этапе использования трассы важно для обеспечения безопасности и продолжительности службы. Анализ прочности покрытия, способности выдерживать климатические условия и механические нагрузки позволяет предотвратить многие проблемы. Регулярный мониторинг состояния асфальтобетона, основания и водоотводных систем подтверждает соответствие планируемым параметрам и выявляет ранние признаки износа.</p>
<p>Применение геотехнического мониторинга и контроля подвижки грунтов предотвратит образование трещин и просадок, что особенно актуально для регионов с активными геологическими процессами. Расчет нагрузок от транспортных потоков и максимальных весов транспортных средств обеспечивает данных для оптимизации толщины слоев трассы и выбора усиленных композитов для самых нагруженных участков.</p>
<p>Использование динамических испытаний для проверки модуля упругости покрытия повышает точность прогнозов обслуживания трассы и её адаптации к изменениям в интенсивности движения или в условиях окружающей среды. Внедрение систем автоматизированного контроля за сцеплением покрытия и зимним уходом за трассой минимизирует аварийность в неблагоприятные сезоны.</p>
<p>Понимание влияния температурных колебаний позволяет точнее определять меры для предотвращения деформации асфальтового покрытия и разрушения градостроительных элементов. Также, правильный выбор и проверка качества гидроизоляционных и дренажных систем способствует уменьшению влияния влаги, что критически важно для увеличения срока службы трассы.</p>
<p>Применение всех этих методов в совокупности позволяет точнее прогнозировать сроки будущих ремонтов, оптимизировать расходы и гарантировать безопасность пользователям трассы на протяжении всего периода эксплуатации.</p>
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		<item>
		<title>Как используют рециклинг при ремонте дорог</title>
		<link>https://aktaustroi.kz/kak-ispolzuyut-retsikling-pri-remonte-dorog/</link>
					<comments>https://aktaustroi.kz/kak-ispolzuyut-retsikling-pri-remonte-dorog/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:26:23 +0000</pubDate>
				<category><![CDATA[Этапы строительства дорог]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-ispolzuyut-retsikling-pri-remonte-dorog/</guid>

					<description><![CDATA[Переработанный асфальт становится ключевым элементом в сфере реконструкции шоссе, сокращая использование новых ресурсов и уменьшая объем отходов. Процесс включает измельчение старого асфальтного покрытия для его последующего применения как основного или дополнительного слоя нового дорожного полотна. Эта методика способствует снижению экологической нагрузки и оптимизации затрат на материалы. Применение извлеченного из старого покрытия асфальта возможно в различных[...]]]></description>
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" alt="Как используют рециклинг при ремонте дорог" title="Как используют рециклинг при ремонте дорог" /></p>
<p>Переработанный асфальт становится ключевым элементом в сфере реконструкции шоссе, сокращая использование новых ресурсов и уменьшая объем отходов. Процесс включает измельчение старого асфальтного покрытия для его последующего применения как основного или дополнительного слоя нового дорожного полотна. Эта методика способствует снижению экологической нагрузки и оптимизации затрат на материалы.</p>
<p>Применение извлеченного из старого покрытия асфальта возможно в различных пропорциях, обычно от 10% до 60% от общего объема материала. Это позволяет достичь значительной экономии при сохранении качества и долговечности дорожного покрытия. Данные из практики показывают, что дороги с добавлением переработанного асфальта демонстрируют прочность и устойчивость, сопоставимые с дорогами, построенными из полностью новых материалов.</p>
<p><strong>Технология холодного ресайклинга</strong> включает обработку на месте с использованием специализированного оборудования, которое измельчает исходное покрытие, смешивает его с новыми компонентами и укладывает обратно. Такой метод обеспечивает скорость и экономию ресурсов, минимизируя количество транспортных перевозок и сокращая объемы выбросов углекислого газа.</p>
<p>Для обеспечения наилучших результатов и долговечности реконструированных покрытий необходимо строго соблюдать технологические параметры подготовки и укладки материалов. Это требует от строительных компаний внимательного подхода к выбору методик переработки и качества исходных материалов. Использование стабилизирующих добавок и новейших методов уплотнения позволяет достигать оптимального результата и увеличивать срок службы дорожного покрытия.</p>
<p>Заключительно, интеграция переработки асфальта в процессы строительства и модернизации дорожных сетей является перспективным направлением для снижения экологической нагрузки и экономии ресурсов. Подобные методы не только повышают экономическую эффективность проектов, но и способствуют поддержанию экологического баланса в регионе.</p>
<h2>Применение старого асфальта для создания нового покрытия</h2>
<p>Переработка старого асфальтобетона позволяет использовать его в качестве основы для нового покрытия. Технология холодного фрезерования извлекает асфальт, который затем подвергается процессу дробления до необходимой фракции. Этот материал включается в новую асфальтобетонную смесь, что способствует сокращению использования первичных ресурсов и минимизации отходов.</p>
<p>Для обеспечения качества нового покрытия применяют анализ состава извлеченного асфальта. Определение содержания битума и его свойств критично для гарантирования долговечности и надежности возводимого покрытия. Переработанный асфальт часто добавляют в количестве до 30% от общего объема новой асфальтобетонной смеси, что позволяет сохранить высокие эксплуатационные характеристики.</p>
<p>Также применяется метод горячего ресайклинга непосредственно на месте строительства. Эта техника включает подогрев и перемешивание старого асфальта с добавлением новых связующих и модификаторов. Такой подход уменьшает время и стоимость проведения восстановительных работ, снижает объем транспортных перевозок и обеспечивает высокую прочность соединения старых и новых материалов.</p>
<p>Использование переработанного асфальтобетона в новом покрытии является эффективным решением для сохранения природных ресурсов, сокращения выброса вредных веществ и уменьшения общей стоимости строительства. Эти практики учитывают и соблюдают нормативные требования к качеству и безопасности покрытий, обеспечивая их длительную службу и устойчивость к различным нагрузкам.</p>
<h2>Технологии переработки бетонных развалин в субстрат для новых дорог</h2>
<p><strong>Дробление и сортировка развалин.</strong> Сначала бетонные блоки подвергаются разрушению с помощью специализированного оборудования &#8212; дробилок. Процесс дробления помогает уменьшить размеры материала до необходимых параметров. После дробления следует тщательная сортировка, которая позволяет отделить железные арматурные элементы от бетона и исключить примеси.</p>
<p><strong>Очистка и подготовка к использованию.</strong> Далее проводится очистка полученной щебеночной массы. Этот этап важен для исключения пыли и мелких частиц, которые могут оказать негативное влияние на качество нового дорожного покрытия.</p>
<p><strong>Применение в новом строительстве.</strong> Отсортированный и очищенный бетонный щебень используется в качестве основы или заполнителя при укладке новых дорожных слоев. Благодаря высокой прочности и устойчивости к атмосферным влияниям бетонный щебень подходит для строительства дорог в различных климатических условиях.</p>
<p><em>Преимущества данного подхода очевидны:</em> сокращение объемов строительных отходов, снижение стоимости материалов для дорожного строительства, повышение устойчивости и долговечности дорожного покрытия.</p>
<p>Таким образом, переработка бетонных отходов в субстрат для постройки новых дорожных покрытий представляет собой эффективное решение для строительной индустрии, направленное на экологическую устойчивость и экономическую эффективность.</p>
<h2>Использование отходов пластика в качестве добавок в дорожное покрытие</h2>
<p>Отходы пластика становятся ценным компонентом в создании новых типов асфальта. Очищенные и переработанные пластмассы придают покрытию дополнительную прочность, улучшают его эксплуатационные качества и увеличивают срок службы.</p>
<ul>
<li><strong>Битумные смеси с полимерами:</strong> Пластиковые добавки применяются для модификации битума, что улучшает его адгезию к агрегатам и повышает температурные характеристики.</li>
<li><strong>Переработанный пластик:</strong> Измельченный до определенного размера, он смешивается с традиционными дорожными материалами, позволяя значительно снизить использование натуральных ресурсов.</li>
<li><strong>Экологический аспект:</strong> Использование пластмассы снижает количество отходов, требующих утилизации на свалках, тем самым сокращая экологический ущерб.</li>
<li><strong>Экономическая выгода:</strong> Себестоимость производства асфальта с добавлением пластика может быть ниже, так как замещает более дорогие традиционные компоненты.</li>
<li><strong>Улучшение качества дорожного покрытия:</strong> Добавление пластика увеличивает устойчивость асфальта к деформации, растрескиванию и колеобразованию.</li>
</ul>
<p>Примеры успешного применения таких технологий на международном уровне показывают, что интеграция переработанного пластика не только возможна, но и выгодна для долгосрочной эксплуатации дорожной сети. Проекты в различных странах подтверждают улучшение характеристик покрытия, продление его жизни и снижение негативного воздействия на окружающую среду.</p>
<h2>Роль рециклированного стекла в укреплении основания дорог</h2>
<p>Применение переработанного стекла в устройстве оснований дорожной одежды способствует повышению их долговечности и экологичности строительных материалов. Рециклированное стекло заменяет натуральные заполнители и выступает в роли добавки в гравий или асфальт.</p>
<p>Измельчённое стекло эффективно используется для усиления несущей способности оснований. Добавление стеклянных частиц обеспечивает лучшую укладку и хорошее сцепление между компонентами смеси. Это способствует равномерному распределению нагрузки на покрытие и уменьшению вероятности образования трещин и колеи.</p>
<p>Переработанное стекло также успешно применяется в производстве отражающих поверхностей при строительстве дорожных покрытий, улучшая видимость разметки и безопасность движения в темное время суток. Другое полезное качество – это способность стеклянных добавок улучшать дренажные свойства основания, предотвращая скопление воды и продление срока службы дорожного покрытия.</p>
<p>Использование рециклированного стекла в строительстве дорожных оснований не только снижает стоимость материалов, но и способствует утилизации отходов, тем самым уменьшая негативное воздействие на окружающую среду. Этот подход позволяет сократить объемы использования природных ресурсов и уменьшает отходы производства.</p>
<h2>Методы очистки и повторного использования дорожной разметки</h2>
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bHHuy7sAOxqLYQxKkhvT1oA0k1jUIOFuWI/2vmq7b+J7tTiaCOTHdcg1iq+3aHABPvQynzQFB3Y5HXNAHVReJbdmCywSp7jBFXYtZ0+XgXKKfRuP51xS5BJJ5I788VXbzA5yo29eB1ouB6SkkcgzG6sP9k5p1ecI5T5lHlgd0bFX01m+gb5bxiBxhxuFFwOrv9WstPyLiYBv7qjJrnrzxi7nZYW/J6M/J/IVm3moyXM/mSBN7DkgYDVHHcNDkouzJ5IA5qlYl3JJTq+pnNzKyoezHA/75FTLoccCq0x80ntuHH4CmLqkg4IRvqMVKmpR4+aJh9Dmr0JdyzHCqLtUBR6AYqKe/Sa2McNx5nO0gNnbT0vbZz/rNv+8MVQ8qKOVxBGqKT/D396BCgUO6RJukYAVGJsnK42DqxP8AKssG4upGznaSQuewqblWLwunuZRHAfLBG7J+8R/SqwiV5mSMYJ+bc+C456VPA2LdneLY68EA4/I01GjQZEewsMjjqM8Z/GkMayyF2VQrqq9AcFT71J9tSGaG3HMj44ByB7mokWKG+d1WQeb95T346/QUeRGI2gtwNz52Me3FAyRZiztv5cMVIAxkj0/ClV2M5idNp27l5yT7H0qvcSfZ0TMgZl4Cnq3HTNJNczQ7g2C3GGYYDZPAz60XYrE63YhlU4ZT644H1q+ty0q4JA+nes6UyPEI4oA+eWJGAR6Z9utEM2whHJyeVPUce9UpCaL+Mn1o2sXVBG0gJ+6vU/T3qlPqRhU+XbPKQwQt0UMe1NS8lN0ZJUmg4C8/dU+xHrVOQkjVkslC+U8nk7/mjE6kNGfRh6VSnZrCeRJZPOTg7l4BH0o1K6mv5ItrMyxqNzk9T9fyqncw3N8jTkLHChwWdufp6msHrobLTUWWCZpQ7nbI465+56DFIZIVfDKUEIxzzu9qY6zWq+Um5pZODjnIq9NbCa3jguldJIkBXyxlnH91vQipKIVtJhB9ot8SI6gmMDlB6Ef1qzLFA0ZW6Vo5oQDlBkuPf3HrVRdTt4zOkfnwDaFwi5z757H1qlDcXkhlRHIRznknA/r+tWokOReXUIhBcC3nKbmztOCyH/ePas/7Td3EQgjZHU/fk2YVvqe9Tx2KE+ZIBIV/iYBVWpfMUkLCnmt2LDCj6DvVKJDkV4NPij/fPtY/89HGFH0FWN+47YEMjf3mHH4D/GlMW5g88gkfsuf5U6NxKyRFlgjfjfj7p962ULbkORD5DLN5ly7Ox4AB/TNODyS2++AeXEG2Mq/eU9ifY+tT28Do8gdF2upEi5yfqPeppNlsjTeTjdhd46MMd6tK3kZOd9tWReRHJCpljaNyvODyTn734ipZbhFSR/PQgZGG6t+Hr0qq93Mjj7O5IXI+Zen4VW8sySZbdJK3Ydf/AK1S522BU29ZD5rp7gqIo/KKj7wPJpLWCSRsRDdz8zHoPx71dttNLAG4xj+4vT8fWtJUSNOyqv4AVnvua6LRFW106KB9+N0h7n+gqt4iu3gtBbx5Mkw5x2XuafeasEfyLNDJMenHT3//AF1FaW00TSXFwWlmkxnB6D0FHkMg0yAxWuY3SQDltjZ/GtCxup7C6juLJYyVBBRuAwPUZ7VXlt7UzEy27Ru3IZTtI9wRTJbaW3jM0N2HQfwzD+opWA19Rkt9S1GGaKIxs2zerYyGzXR3Xh3T7glkjMEh/iiOP06VxenX6JeQyXcLQoGUtKBuXA9SK9Ft7mG6hWW3lSWNujIcg0uZrYq19zlrmzvdJO9iZYAeJU6r9RWnYatHcoLe72ssgwrkfK/sa2ioIweQa5nVtIeyZrmyTdAeZIR/D7j2rVSU9JbktcuqKOt6G+lObyxybXOXTqY//rfyqOCX7TGskTbZU5BHUGtvStXR4RHMd8RGMnkr7H2rG1Kw/sfUlkg/487g5THRT6f1FctWm4m9Od9DptH1IX8BEmBPHw49fetGuMW4NhfRXafd6OPVT1/xrslIZQwOQeQacZXQpxsx1FFFUQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHn3yOCBjJHI6UqxhBjsBTO5GCc96QDbxuJHWpKJfl/hBOfSo9rBsbu3Q8U7cA23JCHnkd6SRN7jkjHfHGaAGlTt25Ab9KcvmDAbj0OabjA2sxPNA5A4yOtADpUeRxk8+1NJ2HEhJPoBSl4xg7gCRg0igkfN932oEIc4wF4PbpmhTtYckHseOKUjA3K546Z5pQSy5457YoAUsAxLZ+hFDEZBQc9cYzTQWOBnnvR95+fu9sGgBCWcbcANnjFNf5WIxg96m8pV5weemeaR0fABTgdM0DImIUAndnuQaFDFidysP9ql2hWJ3eWT/CeRSJwGzkgdPrQIMquVOenU9PpTwqsq5GB+tNbD4K4Dj8AaUYVeRz39qAFGIjglQpHQinoRwwUD68imbzkDedvoaaDtO1j97pjtQBJJky7cDnmmt5qgNg8/3eopCmSCJMjoc0ZI3HnPseKAG7Q7HfKSo7MOTTSrh228Y5GakUKG5AZu/rS+YRwoxk9R/WgCENgjzB+IobDKCSGU+lSHAyVQHPUVGGj3ZYde3pTAQfO+MYp6kxoV3Bgfah1LAMmMe9MAUgBkK4/iAzSAeWcZ2jdnucVE20cFWBP8Q45qbYf4SWX6c1AFO4k5/PpTELCkjSLk7k71ZkzFAdpJY8DNEIGN2ME1HPKBJkn5E4J9DV9CSOdciOAEYHX/ZFQeTMj5VvKRgytt9T0YUsTMA5chy5+92x/dH0pYoPNlEsq4bZs+U4U/h1zSKJEga3SNGdmQKMbh1I7ikRZmaXEi5H3Q3RR9KbG5nnDbmKrkbT0zn9KYiut7O6pIQduEz1PfFAE0bkou7PnOPuleVA61HIiGYRPINyt5iqvfHWlnWUxlxKBHkrgjge5psdxFbsYQhRY2GWxy2c8/SgCYRQy3cchjVmj5DN0P8A9emLGxx5hBlySqyAFQfT9aeC0cDmL5h1Cv15PrVuDS7i7t/NtfKnJ6lH5X6g85oAqRI0B2RgeUclyTzuPoe1Kpil1COOSURwLHkE/edvbtT5IbiA7JAI5DyoY5P6UWkJkjVpljkkaQvHyVAx/WpbsNK46G3SCN2MKvHKxO5mZXUgdxjHSkMsccTeQA0RwzI/LgDHPv1qNprhIJFaEwDCqXY8DPX65601oktVZIxJIxyiuuPnH9MVm5NlpJA2DgE5O0HeuPmXHf3FR284jlZJo2eCQ5xnkN2I96e6rESuGGMEM+D8pHHFUorgQGVWt4Z4s/vA5OVz3BHTHtRFA3Yt3FzYSXDxtG8TW64HlsPn9y3r64qvHL5rPLAZAsoGY9xC8dz3JqRrRJNLltUlE80JEsSImBjvyeW9xSwy9P8ARTwvIJ2hW9CK1ikZybFSBnHPzBfwVaRpI14QCZvXog/xpxWS4P71wEHboo/DvQD5DjAA/wBo8/lWyiZtjWTed1zKCR0XsP8AClLsuUEar/skfeFPW3Z23Bdq5xJk9KtsE2IC4cqNsMjDkgngfWtUrbGUpoqNajIaOQGJgCrt1U9x+FW4oyC0caIzMQZFPQ46H2qK6uPssipIqNuALxo3PTj6VQlka5lZgghQ/wAKngD3NS5JbCUJT1ehZe9jAdDGZJR8qkNwB7mqTebIUEkh2J91T0/AVPb27S8Qpkf3yOB9PWtK3sY4m3t88n95qzbctzWMVHYpQWc8xBceUmO3U1pW9rHCuEUD1Pc1K7JEu6Rto6DPes+91Hy28oBvMb7sKf6xvqf4R+tGw9y5PcxW6tkgsvLc4C/U9qyWmutTfEJKQ/8APQjH/fI/qafFYyXBWS8K7VOVhX7i/wCJ9zWgAFGFGKNWGxDa2kNomI1+Y8ljySfrTpISp3x9O609mCLuY4FZ93qZA8qD7x4zQ9A3LblHi2vyD+lQRW80kjRqFeEjJLHAx/jRbxEQAZ5/rWlcz2TPYx26GFy2HOMcY5+tIZSsL2TTb9poGBT7jxN0I9K2vOtbS8sdR0o+VHdXCwXVsPuktnDbexHqKxNS0tZbxTM4hEOcsudx78D1qKEiHVY7iKVnjhIaFXHfHU+pqWho9OpCKoaVqsOpR/KQsq/eTPT6e1X6kowdU0JjKbrTSI5erR9Ff6ehrDu7x5LKS0uFMUikN5bDow7j0ruqx/ElrbS6c80sYMqYCN0IOa09p7tpCUdVY5y7+ayTPpXWaDKZ9EtHY8+WB+XH9K47UHCQBRxgdqueHtf+zWENvLwEHGfrmsKMHK9jas0jtaKzYNYtpR97H0OatLd27dJB+PFauLW6MbosUU0OrfdYH6GlqRi0UlFAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHnhAx8oI98UY+8HbpSFuck/TFI27mpGOVjswRlexNKAF46fU0ittAGcnHXNICCchj9CaAAtk4Hy/1oIznacfhR8hOScf401WMch8s7WPoOtAwdCFBbJJ5p2SyZB4755zSdTt3Bgew4xQFA5R+RwAaBDgCI8bdvPHPFOJ7Z+Y+9MBBcbgR+FPKqWHykAdMdaBjD8uByCfSky4JPUH160rHDFTkjtx0p3yOpxyR1GcUAAZyvTkd6GbKY/MZpqoynJLfnxTW2MN2SGz0x0oAcFcqQ7DGeh6ijywWPILjr2zQrKQOh9wKcRt+YHJzzigBrffAQbcDkHn8qbvVMHnJPcc5qXPGW57ccUxnOONxOejCgQ1wHJIUHsfekEbbwEXjHGTSk7gCVA7c0BGxhSpTHOaAFUKJCgBwOuDQU+b5nbjvjimkjIY4yPSnLublUzx0P9KAFeMOhO3Leo70xGCjByDnoaCEByVIJ9TSnc3yDCZ/iyDQArKzgbBn39qDlh0GQec0g3Z2hjkH7zdKUqzNwwJPXBoGR4LfwgevalCqWHLA+zUcocbiwBzjoRT9qcNgD69qBCxpt7nn17U7GeozSA/K2CCxxz6U843HHIrREDTiON2A6DNUrhT5ccZIy7d+/c1cnOISPUgVWkQtOjNwsaE5zwKGNEM6LEimJScHd5aY5P8AjVmJCjsVBVt3AzkMDg7j6EVWkMDyLCxbzMgjj7zepP8AOnWryLJJFdKGLNk7CeQPSkMgtJN4lZGEm1zh+pYf54qy14sYXjjHOBll96n02xubmGQ28UEkjPtKghSI88AA1MkIsps3ljJ5KkKxwQQPrQBWhshqUjW8YMkmVkYE7Q2OmBReJLGXimieIxkg5TtjPXt9a1h4eiun+0aXqG6InOG5MZ9iP5VsWzCS3eGWTdLEhRhJyR7g9x71NwOO3Tb1I2yjaAEIwSfX8quyW8llBFqdhK3kuCJi33VPpgfzq1PZH7VFIt01uznYrbMqx9yOme1GmtBHcC2jWRLS63Ryq/zRh/UHvk9qV2x2sVJJWnvrV7RxGBEflY8Y9B1NUYJoFjkjucsGl+bn7o9R3rR1W3itNRi3h4hGhUspwA3t7VnxXH2dJB5Ry6lZBjkc8MT6VmaIJyVt5fMdywKleOGXtT2W2kmZ1ZdiorgDg57496lSwBt7iKO4dm8tcKWADH/Ac1HPa+bhL6QIUUBTGRhhnB5PeiwEJMSySeeSJF/1ZzkMCec1BeQ21leeXMWX5W3MvIYgdMdvrUlykRuhAsjFVGNx5G38Khu7g3DJHCjnfkOyL8209R+VXBESZRc3UoVyxdJAoA7qwHT8qs29xKiqzgtGwAkZui9lJ/l+FRvZXG1I4UkJUsQCvJHv+lX4NIluLuJ7iACAKN6lh1rRJ3M21YEkeXaoAWTONp4AI61oSQqttH5rK0SZKFv4fUH2zzSzqYopHMaEDAWUYHrj8MVny3yyQCOOH5zjc7NkZ9hXRpHc5/entoXLqWWK2EzlAzDaCx+8PpVG4uvtIWOGBYlHfqzVCIwCGkYk9B3P0Aq3BYSync2Yoz2/iNQ5NmkYKJWjiG/aqmSQ9h/U1fg03cQ1wd2OiL0H+NXYbdIV2ooUU+SVISFOWdvuooyxpWKuKkYUYAwBUMt0qozRlNq/elc4Rfx7n2FVL29COIpAZpm+7axH/wBDNQraS3MiyXzK5X7kK/6uP8O5oAb9onvGzaFkQ8G6kHzMPRF7D3qxaWMVsp2r8x+8zHLN9TVhVC0pIAyxwKaXcLhyxIAzioJ7qOBckgmoTdhrrEHYfMfeori1W4uVkf5VxyF7mlcLFaSae8chAdvrSW0AiusSHLdga1I1RFCqAAOwqK5tjM4EQ3SDlf8A69SUXLywk0wo0hXa4yQp4HrVJoHuv9LRxhP9WB3Aqw9vesAJf3wxt+9nA9OahglbT4XRlLnkpGPvflTEX5mF/YpMP9dFjJ+nesqQrIzvEAmw/PH3Unv9DUml3hW4YMV2yZOB0+lWdkNpeNPLJsj2lT8udwPb2pMCtaXMlvMssTlXXoRXcaNrUeoII5MJcAcjs3uK4DehZmjzszgZ6irUEjIQwYqQcgjqDStcex6VWR4nyNILAcLIpP0zUei64LkLBdELN0Vuz/8A161rm3juraSCZd0cilWFS10KT6nEzxLe2+FOWxXQWkGmapaRxzQJ50aBWBG1hgY4PpXL3lveaDdGOZWaEn93Ljhh7+hqxBfwzkbztYfxDqKxTlBnQ0qiNuXwpbE5guJYvY/NVdvDuoQ/6i8Vh6HIqW21W5QDbKs6+j9fzrQi1qE8TRPEfXG4VvHEPuYSo26GK1prdueYvMH+yQaQarqFtxNBKn1BFdRDd28/+qmRvYHmpq09tfdGfJY5iLxKej5/EVci8RQt94L+eK1JbK1mH723ib6qKpS+HtNk6QmM/wCwxFPmpvdBaS6kser2z9yP1qwt7bv0lH48VjyeFos5gupU+oBqs2galF/qbqNx7kijlpvZheSOmWRW+6yn6GnVyTW2s255ty/uhBpo1a9tjiWKaPHqCKPZX2Yc/dHX0VzEXiRuNzfmKuxeII2+8FP0OKl0pIOdG1S1nR6vbv1yP1qwl9bv0lA+vFS4tdCrosUtMWRH+66n6Gn1IwoopKAFooooAKKKKAPK47uVGbeQVA4JHNWEvUPDA9OoqlKJFkOVxnjrn8KbI5ymF+oPakBpq8cnEbgnrj1p5HG7YR6c1kFDIwk7qPmA4qf7U642vtAHQnIoGaSruPzcH37Ui7Vbb6elVFvCqAygEdwvFSrcxMcD5f8Ae4pASthm96FP99U3dec0qbX6ruPZs075l6gg+poAGVkXOCFzyeooB6Y/xFNUg8EYHem7S6bgPxoAcHccMAcnv6U4tsB2gH146VEm7DZNOAXPTGBn2/CgCQl9vOMe4pDhvlZcHtjHNMRgo+YEH1zSsM9FbPT5ccUAIVB+42COtAAG3cAT2p6bivPOB3pCcy5UHn1oAcY3zkDBz654+lB8yOQDOT2wetNJGe4Y9eaQlTHh1y30xn3oAHbcduMHucUcA5ZefUDpSkBoePmHY+lORTtK4PPJoAY2RgtjHXFNUsCdoBHUDNSMQ2Q4LL24FNVURe+CPyoATJChsDB/SnAALjIwfUUiruHABP1xTTuDBQCGPvQAOOM7gB2yKRZUZQEQFgeecU9l3SbmHzYwcnNM2/NgxqQB0NACmUN1BbPqaVti7WBYZ754H4U1kGQCmM8HHX86HjCkCNiCOoNAAGCPgvnPTipQy4DZA3YGT3qD94DnPAHQ80rT7Bygwoyc1UX0JaJJ/wCAe+cVFMEMqxbRIsi4ePOGIp0bfbI1lRcL0IPY9ahlci6Ikj/dogJKn5sk4H4VTBDLiMJLGwYfZ1OXBPI7ACprcI1sJzuihL+X5koPLd+e9PlSSM7wy7EH8YyBWlaakl7Ym31e5iELLhVjTJPYNkehqRme9s9lOJTvWNz8txB84Pp/9et7T9Ummj+zXL5WUbVkxyPQmubmW70a6ktXYtE3Vf4ZVPfFTwXlpZxBVlkmXrHGo+ZP9kk0gL1rcyPczJKBDcwHayqgQn0bA61Pdajm7iinjTMgPlTYKlW7gEfyrPutRlvbhbhNN8ucDashY5I9/WoFn1hdpLM+3oCFNFgNrUZZLuwlihKyXMSgoqYDH2xWQLtre4urRkISYCfypVxsY9SPQg5qiUmkvA06sHd8liMVq2lxMUKXIFxEDgLLyQPY9RQBpSzfbbOG+dYz5bATqT1AODx6EV
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" alt="Методы о
чистки и повторного использования дорожной разметки"></p>
<p>Основным заданием очистки состоит в удалении старой дорожной разметки перед нанесением новой. Для этого применяются различные технологии: абразивная струйная обработка, высокодавленное водное облучение, фрезерование и лазерная чистка. Каждый из этих методов имеет свои плюсы и минусы, подходящие под конкретные условия использования.</p>
<p><strong>Абразивная струйная обработка</strong> эффективно удаляет разметку, однако создает большое количество пыли и требует последующего ее сбора, что увеличивает время работы. <strong>Высокодавленное водное облучение</strong>, с другой стороны, минимизирует создание пыли и способно одновременно очищать и подготавливать поверхность к новому покрытию.</p>
<p>При <strong>фрезеровании</strong> материал снимается с поверхности, что позволяет не только очистить дорожное полотно, но и сразу же подготовить его к новому слою разметки. Этот метод также позволяет контролировать глубину удаления материала, что важно для качественного восстановления поверхности.</p>
<p><strong>Лазерная чистка</strong> применяется реже из-за высокой стоимости оборудования, но обеспечивает высокую точность и минимальное повреждение основания дороги. Этот метод является наиболее аккуратным средством удаления разметки без вреда для асфальтного покрытия.</p>
<p>После удаления старой разметки материалы, такие как термопласт, алкидные и акриловые краски, могут быть подвергнуты переработке и использованы в производстве новой разметки. Это снижает отходы и способствует устойчивому использованию ресурсов. Переработка материала включает его сбор, очистку и подготовку к повторному использованию в виде сырья для новых дорожных покрытий.</p>
<p>Использование этих методов не только увеличивает экологическую безопасность проектов, но и сокращает затраты, связанные с приобретением новых материалов для дорожной разметки, поддерживая при этом высокие стандарты качества и безопасности на автострадах.</p>
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			</item>
		<item>
		<title>Какой асфальт лучше выдерживает жаркий климат Казахстана</title>
		<link>https://aktaustroi.kz/kakoj-asfalt-luchshe-viderzhivaet-zharkij-klimat-kazaxstana/</link>
					<comments>https://aktaustroi.kz/kakoj-asfalt-luchshe-viderzhivaet-zharkij-klimat-kazaxstana/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:26:22 +0000</pubDate>
				<category><![CDATA[Этапы строительства дорог]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kakoj-asfalt-luchshe-viderzhivaet-zharkij-klimat-kazaxstana/</guid>

					<description><![CDATA[Для эксплуатации дорожного покрытия в условиях высоких температур рекомендуется использование модифицированной битумной смеси. Этот материал показывает повышенную устойчивость к образованию колей и деформации при нагрузках и температурных изменениях. Воздействие интенсивного солнечного излучения и чрезвычайно высокие температуры требуют отличительных свойств от дорожных покрытий, чтобы обеспечить долговечность и сохранение качества дорожного полотна. Смеси на основе полимерно-модифицированного битума[...]]]></description>
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" alt="Какой асфальт лучше выдерживает жаркий климат Казахстана" title="Какой асфальт лучше выдерживает жаркий климат Казахстана" /></p>
<p>Для эксплуатации дорожного покрытия в условиях высоких температур рекомендуется использование модифицированной битумной смеси. Этот материал показывает повышенную устойчивость к образованию колей и деформации при нагрузках и температурных изменениях. Воздействие интенсивного солнечного излучения и чрезвычайно высокие температуры требуют отличительных свойств от дорожных покрытий, чтобы обеспечить долговечность и сохранение качества дорожного полотна.</p>
<p>Смеси на основе полимерно-модифицированного битума (ПМБ) подходят для регионов с экстремальными температурами. Полимеры улучшают эластичность материала, позволяя покрытию не только выдерживать высокие нагрузки, но и противостоять размягчению под воздействием тепла. ПМБ содержит добавки, которые предотвращают растрескивание и износ материала, обеспечивая тем самым более продолжительный срок службы дороги перед необходимостью ремонта.</p>
<p>Также следует учитывать важность правильной укладки и техники подготовки основания под дорожное покрытие. Надежное основание подсиливает устойчивость покрытия к деформационным процессам и предотвращает появление трещин от перепадов температур. Использование геотекстиля и геосеток может предотвратить диффузию влаги и другие процессы, которые могут ускорить разрушение дорожного полотна.</p>
<p><em>Таким образом, правильный выбор и использование полимерно-модифицированных битумных смесей в сочетании с качественной подготовкой основания значительно увеличивают эффективность и долговечность дорожного покрытия в условиях повышенных температур. Выбор подходящего материала &#8212; ключ к сохранению качественных дорожных характеристик независимо от погодных условий.</em></p>
<h2>Особенности климата в разных регионах Казахстана и их влияние на дорожное покрытие</h2>
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
I7etTwacLK0njtZG86Vmcyyckue5oAo3GrXVreQxyxweRI0g3KTuAQZNLa6tcNNYtcRRCC/B8ooTuQ4yAfXIpZNDd3t5WvpZHgJwHVdpDcMMAdxU9nosVrJAfOkkjtsiBHxiPP8/TmgAu724+3/AGKyWIzCEzM0mcAZwBx61ROuXb2dndQ28IS5kWEq7HKuSQenYEVp3mmLcXUd1HNJBOiGPemOVPY5pkmi272trbI7xx2ziRNp5LD1oAgGqTQapHZ3sKKJIiyujEjeOq/lzVW11y7vIkWKCNJ3MhAOWCqhxz7k1qXOlQ3U6yzO7FHWRB/dYf8A66pnw3CscXk3dzDNE7ukyEbhuOWHTBBNADJ9T1KGO0drSGM3MixFJGOVY5547cUkms3UWotYvDB5/lqYxvIDO2eM+nFX59JimitUM0o+zOJFOclmHc5qO60O3urmeeWSXdMqrwQNu05Uj0INAFC+1+4smv1aGJntVRlAJJct1/L1raeZ47ZZBE0rkDKx9/zqhN4fgna7aWeVmu0VJG4zhemOK1Y49kapuLbRjJ70AZWn3l1OJ0NtMrebIFkkwVT0BwaxGafSLfUklgjivmh8xbmJ2ZZAWwTg9CCa6w2sYhkjjLReYSxZDggnqRUK6bEYpEnZ7gyJ5bNIeSvpxQBQgJtdfhtYifJltC7jsGUgA/U5qWe+vf7YawtooDiATbpCRnnGOKuW1hHbymXc8kmwRhnOSFHam/YEXVDqAkfzDH5W3+HbnP8AOgDIbXL5IZbmS3g+z2915EoDHdjIGR+dWRq06alb200cYE8zxBVOSmBkEnpz6VX03SpZpLsXnnRwteNMIWAw/OVOfTjpU58PiNYjBeSq0Ejyw7gCAWznPHPWgAuNSv4r6CBYrZlnleNDlsjaM80+x1aS5s1nljSNo/M+0RgkmPb2FMn0eVfIuVvJ5p7Vi6KQuGJ6jHvVnTrNM3Vy9u0LXhDSROQSOMc44oArS6peW1kb+aGFrUxeYAjHcpONoPrnND6pdW09xb3MUJlW2NzEUztYDqp96fD4dt0t5LaW5uJ7dlKJFI3EYPp/9epV0ZDHKJrmWaR4fI8xsZVPQf40AV9E1t9TnaN44xiJJd0ZPG7+Eg9xWpeW0V5B5MwLISCQDjODmqMGhx2/zpcz+csIgjkJGY0HYcfzrQmh82HZ5joezqcEGgDmHvDpl7qk8MKQtHGhFq3AcZx5nHHfH4VoJq9zLPfxQxRMbWJXUkkCQkdPpx1p8/h2G6+0PdXE0stwgjZ+BhAc7QOg5qwujxpNPKk8qtNGkbYxgBemOKAKaa80y6X5UK7r1ysgY/6ogHI+uQRT7TVZ5NSgtZ44gZ0dsIc+WVPTPQ8VKdAtvNSRJJUKzNPhT1YjBpLPQY7Sa0kW5lb7KrJGrYxtbseP1oANW1ObTVeRkh8rYfLLMcs4BOCPTA61Uj16aa3hlihhYSFYuGORIwzjHoBWje6PDfTmaaWTPlNEoBGEDdSPcjjNVX8NWrptE06koi7lbByn3W/3h60AXdOnupkkF3B5bo+FYDAceoHasqTW71DMRBblI7wWvVsknHzfrWxY2RtIir3EtxIxy0kpBJ/Kqb6DCySKZ5v3lyLknj74/DpxQBSk1y+iS4na3g+z2t15EuGO4rkDcPzqwdXnTUoLaSOILPM8QCnJUAZBJ6c46VBYaVJcy3ovDNHA94ZhEQMSAYwc9cZHSrUfh+OOWF1upsQTtPGpxwWzkHjnrQBDY6zd3zvFDDAZo3dXUuRhQcA/iaRNW1Aw6hKYLbFkXVsM3zELn8qtW2gwW0kckc0vmJIzhsjJ3csp9RmpF0eJYb6Lzpdt6xaTpxkYOPwoAzv7fuXcpDBE5Fkbo9eSP4B+dJ/wkZDKRHGyfZBO20nO4kDb+ZrStNGhtLmCeOSTMMHkKDjBXOfzpLzRbe9uJJZmciSEwsgwBtzn8880AV/7SvYQ63Nsu5nRIXGVVixxg554pL/UdQ02yea5itztmRFZScMrEDOO2KlGgxtZSW9zeXVwWxtkd/mjwcjGPSlfQ1ls/InvLmVjIsjSMRuYqcjtjFAEFxrFxFbwXCxwGCe4WJG3nlT/ABH06dKs6TqMmoSXgaNUSCby1IzlhgHP602XQLeRfL82VYvPFwIxjaH68e2ecVastPSzluZEkdjcSeYwbscY4/KgDGu/EctrJfRmOHzLeZIkXJ+cNjn9atJqV5NcgwWwlt1nML4B3DBwWz0xntUs2gwTLdhp5sXUqyvgjgrjGOPYUseiJFfPcR3dwkcj+Y8CthGf19fwoAbbXl5eFJ7aOE2rSMnzEhgASN35jpVG08SSXDWieXCJJ53jdQT8gXPP6VoQaJHb3byxXVwsJcyC33fIrnv6/h0pIdBghS1VZ5iLaVpUyRyWznPtyaAILbU7+78uW3tUe3nVihORsx93J7g+1QHxGy3y2zJDnyyGwx4kB27c9MZPWrttoKWrOIby6WE7jHDuG2MnuOPyqMeGLIKE3ymMQGDYSMEE5J+uec0AQXeu3FjcTQ3UUCSR2vngBmIZskbc49utF1rl1b2YuWhhC+VHJt3El9x5A9MZ6nrVw6FGzyu9zO7S2/2diSOV/Lr71FJ4bheOaMXU6pNGkbDj+D7p6UAR3OuTQ6mtmsCKTMka72OWVhnePbtV3Wr6XT7NZ4kRyZVQhyQME4zUb6FDJKkzzzGVZVl35HJUYA6dB6VZ1PTo9TthbzOyoHDnbjkg5FAFfTNSe+vL6LYgjtnCKwzl8jOaj1jUruwWSSKOB4o9mQxIbLHFXLTTktbu5uFkdmuGDODjGQMDH4VSutFlvbeVLm/mzI27CKoUYOVHToKAIZ9auI4Z7tIo2tLabyZBk7jyAWH0J6VaN5eXEkpsooXihl8pldiGbHUg9B1pqaHGxfzJ3MczLJNCuAjuMc+wOOlSNokf9oPcx3NxEkrB5YEbCOw7nvQBDbahqMmpT2jwW37gIz7XOSGB6Z+lQxaxey3aWyxW5kkhMv3iVTBwQSOv4VojS4hd3dwZJCbpAjrngADAx6dar2uhJbSwSLdzMYITAucfdP4dfegCpa61dz2tnI0MCyXz7IQGJC4zuz+AoOuzxSrDPDErR3Qt52BO1cruDD2I9aujQoE0+3tEllBtn3wy8bkP9epq1Z2MdosmGLySvvkkbGWagDGbxBOtv55jhEf202ucnpn73/1qfb69LdSmGFIvMe5aCJiTjCjJY/4VaGgQhAouJsC5+1dvv/l0obQICzus8qym4+0LIMZRzwcexHagCbS757xbiOZFS4tpTFIF+6e4I9iKqf2xcJdXNrPFFHLb/vTySHhxncvv2xWlZWSWcbhWZ3kcvI7dWY96qz6JFcGF5JpTJEzNv4ywbqp9RjtQBBbarcNPY/aIoxDfqTEUJyhxkA+vFMuNYubW7jjnjg8l/NJZScgIM/mas2+iR24jAuJXECstuGx+6z3HqfrSnRIpHt3mnllaFWU7sfPu+9njvQBBb6pctcWa3EUSx3yFoihOUIGcN68d6SLVL03pt5YrcH7KbgFS3rjFOGhtFFGkN5L+5GyEsAfKU9cepxwCacNGdb1bgXsrMYjC4cD7h7DA65oApWXiKS9eySOKIvcQvI6gkbSo4GT6+tT2+sXDzSxPCksiWv2hViJ5boUz3+tSjw7b+TbxGebZBC8K8jJVhg5pY9AVHD/bJ932f7OSMD5c9uODQAmi6vJqVzMhWLy4kRtyEnJYZxz6dKttq1ijFWuACpwRtP8AhTbHSYLG5lmgZwJFVdh6AKMDFX8e9ACI6ugZTlSMg06kAxS0AFFFFABRRRQAUUUUAFFFFABRRRQAlLSUtABTJGVELscKoyTT6jnz5L7V3HacAd6AKx1OyFnHdG5TyJCFR+zE9hQmp2jXAgE4MhYoBzgsOSM+vtXPyaNeJb+UkG6EXUU8Ue4AoMgv+o4+tStbahNeWsstmy+TfNIwQgIEIIBA7nnk0AbUeq2Mm3bcp8zmMZyMsOoph1mw/eZuAPLTeSwI+X+8PUe9YkGl6ki3H7shbhplZWYHYGOVcf1FWZF1K80i4t5dNWKUW5iB3g726fL6L3oA1RqdmX2icbvL83GDnZ/e+lOOpWYt4bg3KeVOQsbDneT0ArHstPvIL9p3hZt1gsRO4ffB6delV/7HvYlgjSHdDDepNCu4ZROrA/jwKAN+PUrSWcQRzhpCWUDsSOoB9RTW1exWfyDcAS5I27Tkkde1YqW2oNeWM8tkwMFxKzqhUIAQcFR/WrM0F5Ne6fdC0dRHJJI6Fhldy4A9zQBqpf2stmbuOYNbrklwDjjrTE1OzkZFScFpE8xAAfmX1HtWDp2n6vbWTW5RxH5EqtG8isGdidu30685qTTdLvLS8tJXjldUsTE+6QHa+RwPbigDb/tOz+w/bftC/Zv+enOKp3esGKWZYHgZY4g5Lkrsyere2KxE0nWRoj2IifY1uUMbyKQXLZG30GKtalpd9dz6iVgYJNaJGi7gNzj156c0AdEbqJLT7S8mItu4vg4x61Xi1iwnfbHdKTsMnII+X157U27hml0CS3SImZrfywmR1xjrWNdaRf3IVFi8v/iXLBuLDG8EHB9uMZoA3YtVs5UlZJ+IhufKkEL649Pek/texCBzdJhkDj3UnANZj2t3dzyXZtXhYWTW/lkjLsf6CqsFlqtjpyQLaiYMIiSSrNFjhgM9emRQBvrqVq6bllz85j24OdwGSMetRnWbARrJ9qUqy78jJwucZPpzxVLTLWeCTUTPbzBZp96NuBYgqBn61mGw1Q6dPaNZAK1syReXtBJ3Hhz64x+OaAOgfWtPSbymukD+mDUqalavdC2WYGVs7Rg4JHUA9Dis5LO5OrafObcrFHaGJySPlY47fhUGl2l3bMlvcaYrm2ZmS63ghhzjA7MelAGqdXsVm8k3AEhJAXackjqOlWLW6hvIRNbyCSM9GHQ1jzQXk19p119kcLG8skilhldy4A61V0W21XTII/Njk8mGF98JkVtz5yuz0/GgDpJ5o7eJpZW2xoMs3oKrf2tY7Q32lOUDgdyp4Bx70Xu+60ecRRsZJoSFQ4ByR0rn4tM1S3htQIfNWB459pYbsgYZPf1FAG8dY08Qec1yqx7ipJB4I6gjqKT+2NP8oSLcBlJ42qST3zjGcVQaxuJbXWJhAVkvVxHESAR8u3J7DNCW11aXdjeC2aVUtPs8sakblPGD7jjFAGhLrFhF5e+5X96hkjxk7lHcYp8eqWUv2fy7hW+0AmLGfnx1xXPQ28ul3+jxvE0sipOxjjwSuTnA+mcUf2RfxrYFIZMxyTyv5UiqU3/dUE/rQBv3WqW0AuE89FmhTewcHC+hPtUVhqTXN15MpiVzEsiopJJz1b/d9Kx307VpI743EIlnnslh3BhhnBOf51d0uwurfWPtEsbbWs0jZyR98Hpj0oAn1TVXtpzFFLBFsXc7yqzY/AdB7mrkN7EZUtmuEe4MYfCjgj1HtWdPbXFtqd9MlqbmK9iVRtI+VgCMHPY561nPpGp20kAtBJvhsRAsqSKo37s856qKAOhGp2hWc+eMW5xLgH5T70+0v7a9Li2mEmw4bAI2n0rHtIL+B77zLVnN3Op3qwwBtALH2yKuaRbzwXupPNEUWeffGcg5GAP6UAWRqdoZAnnqCQxGeAQv3sH2qJta09Ynla5VUjUOxII+U9D9D61T1K2uXvYpbO1DNHFIpEuPL5HGPcn9KxtUtrtLK+uZreREawSMlyOGD8jA6D0oA6iLVrGUTbLlT5ON+cgjPSkOr2It2na4Cxo+xiwIKt6EdRWNf6fe38z3sFt5bRRRqkchAMpVtxHHb0qS8s7q90uXytM+zzSzRMUMgLHawJJP4cUAayarYu6Ik4LyEhRtOSR1FH9rWRgEy3AZCSAVUkkjrge1VNVtLm51PTpYI2WOJnMrggEArjH1rN0+y1LS0tpUsjMEEsTwq4yAzblYH9DQBttrenJs3XafOAVwCc56U19e0xN268T5SNxweM9M8VWvrW6m/stltlBiuBLKqEAIMH8+tULhJZdT1y1gtTMZ4o4wRjapKkc0AbsmqWUTzLJcKphUNJ1+UHoTUUuu6bEWEl2q7QC2QeAehPtWLeaNfOb+NI2eN7OOGM7gPMdfX25oKzHUdStktWlklsooiuRhSVI59qAOgm1Syt3Cy3CqTjnkgZ6ZPQZps2rWMFwYJrpElGMhs8Z6ViDSr22tL6w8n7Qt3EipNkYUhQp3fTGRTNS0e+mvJxFFI6NbRxI/mKFZlP8AGD1FAHQHU7RbjyDOBJvEftuIyFz6+1NGr2JXd9pXb5nldD9/+79axbq01GaZS9ocxXscv7raqMgHLepP1qP+yL7cJPKlB/tP7R5fmDbsznOPWgDrM8VTGpWhultxOPMYlV4OCR1APQmn21y1wsm6F4ijlcNjn3GKybCHUEtzps1mqpHvAu9wIIOcEDru5oA04NTs7ifyYp1aTBIHIDAdcHv+FM/tix3spuACq7uh5GcZHr+FY8OmXlxbafaSwm3ayR0aUEENlSo2+xzmr+kG+2QwXenpF9mj2GXcG344+X8qALEetadIjul2hVBljyMc4/nTm1exSJpXuAiq/ltkHIb0IrKhtL+30O4iW0Vpzcs6o21vlZ85HbOKqXOm38qXypbS/vrqGVSZFDFVxk59eKAOiGp2Zt/tAuFaLds3AE4b0x60iarYyQiZLlSjMVB55I6gVmaZbXtqzxPbOY5bgzB2cFlA/vnuT2qrFpV8bKGFrYxyxzyzeaHGVBzwPc5xQBttrFisCTm4BicbgwBIx6/T3ol1nT4ZPLkulD+mCc8Z/lWDaafqFjHb+Zp32pHthBJH5gBRgT+BU5rTnsp/7R0l47dRFbq4k2EBVyuMAd6ANlGDKGByCMg1ja3q7WM8FvFLBFJLzvuFbZ6YyOhrSubYzwiNZ5YMH70RANVLyGWa3ewa2NxE8W3zpHGMn1HWgCpqGtTWd3JbYjDpbiVNwP79u6r/AJ71oSapbW6R/apPJdkDMhGdmf72OnNZWoaNNcExSKZ4ktlS3YNtaKQfxfjxz7UhstQge9SSI3hvbZEMgIAVwu05z25zQB0YIIBByDTqpackltDDZujMIYVHm54YgYP8qu0AFFFFABRRRQAUUUUAFFFFACYopaKACkpaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBKWkpaACkIzS0UAJgUmBS1m3Ot2VtO8ErsHTqApNFr7AaOBRWT/wkVh/z0b/vg0f8JBY/32/74NPlYro1sCjisr+37I/xt/3waUa9Z/32/wC+DT5WF0amBRxWX/blp/fP/fJpf7btD/Gf++TRysLo06MCs3+2rX++3/fJo/tq1/vH/vk0uVhdGlgZo4rN/tq1/vH/AL5NL/bFr/fP/fJo5WF0aNGBWd/bFr/eP/fJo/tm1/vH/vk0crC6NHAowMVnf2za/wB4/wDfJo/ti2/vH/vk0crC6NHAowKzv7Ytv7x/75NL/a9t/eP/AHyaOVhdGhRgVn/2vbf3j/3yaP7Xtv7x/wC+TRysLo0MCgqCMEZFZ/8Aa1v/AHj/AN8mj+1rf+8f++TRysLo0OMYowKz/wC1rf8AvH/vk0v9q2/94/8AfNHKwui/gCjAqh/asH94/wDfNL/akH94/wDfJo5WF0WHtLeS4S4eJWmj4Vz1X6VNgVR/tSD+8f8Avk0f2pB6n/vmjlYXReo4qj/akH94/wDfNH9qQf3j/wB80crC5ewDRgVQ/tWD+8f++TR/atv/AHj/AN8mizC5fwKOKzzq9uP4j/3yaT+2Lb+8f++TRZhc0cCori2guoTDcRiSM9Vboap/2xbf3j/3yaQ61a/3z/3yaOVhc0VVUUKowAMCnYFZn9t2n98/98mrdrdpcxiSI5XOORiizQXLGKMUgORS0hhgVDHZ28VxJPHEqyy/fYdW+tT0UAJtFQpZ28dw9wkSrNIMM46tU9FADdopcUtJQAYoxRmjNACBAOgx9KXAozRmgAwKMUZozQAYFJtFLmjNABgUYozRmgAxRijNGaACjAozRmgAxRgGjNGaADGKWkzRmgBaKTNGaAFopM0ZoAWikzRmgBaKTNGaAFopM0ZoAWikzRmgBaKTNGaAFopM0ZoAWikzRQAtFJS0AFFFFABR
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" alt="Особенности климата в разных регионах Казахстана и их влияние на дорожное покрытие"></p>
<p>Большие температурные перепады и условия влажности требуют применения разнообразных методов укладки и материалов для дорожного покрытия в зависимости от региона Казахстана.</p>
<ul>
<li><strong>Северные регионы:</strong> из-за частых отрицательных температур зимой и короткого теплого лета здесь важно использовать материалы, выдерживающие значительные циклы замораживания/оттаивания. Рекомендуется выбирать покрытия с высокой устойчивостью к трещинообразованию на морозе.</li>
<li><strong>Южные регионы:</strong> в условиях высоких летних температур и интенсивного солнечного излучения необходимо применять дорожные материалы, устойчивые к деформации и размягчению. Использование белого цвета или светлых оттенков для поверхностей может снизить нагрев.</li>
<li><strong>Западные регионы:</strong> ветры, песчаные бури и соленые отложения от Каспийского моря требуют применения покрытий, устойчивых к абразивному износу и коррозии. Здесь предпочтительно использование более толстых слоев асфальтобетонных смесей с специальными добавками.</li>
<li><strong>Восточные регионы:</strong> обильные осадки и перепады температур от летнего жара до сильных зимних морозов вызывают потребность в дорожных материалах, которые смогут справиться как с водной эрозией, так и с трещинами от мороза.</li>
<li><strong>Центральные районы:</strong> переменчивая погода и степные территории требуют использования универсальных покрытий, способных выдерживать как сильный ветер, так и экстремальные температуры.</li>
</ul>
<p>Умелый выбор и сочетание материалов позволяет добиться долговечности дорожных покрытий в Казахстане, учитывая местные особенности каждого района. Такой подход обеспечивает необходимую прочность и устойчивость дорог к различным атмосферным воздействиям, а также экономию средств на долгосрочный ремонт и обслуживание.</p>
<h2>Сравнение типов асфальтобетонных смесей по стойкости к высоким температурам</h2>
<p>Модифицированные асфальтобетоны с добавлением полимеров показывают увеличенную устойчивость к высоким температурным условиям. Полимеры улучшают эластичность, предотвращают деформацию и растрескивание покрытия, которые могут возникнуть из-за сильного нагрева. Смеси, содержащие стирол-бутадиен-стирол (СБС), отличаются повышенной устойчивостью к термическим колебаниям. Эти характеристики делают их предпочтительными для регионов с высокими температурными режимами.</p>
<p>Каменно-мастичные асфальтобетоны также эффективны в условиях частых температурных перепадов. За счет увеличенного содержания битума и крупнозернистого наполнителя они обеспечивают долговременную службу дорожных покрытий без потери первоначальных характеристик. Использование таких смесей способствует уменьшению дорожных повреждений даже при интенсивной эксплуатации.</p>
<p>В фиброармированные бетоны вводится специальные волокна, что повышает их трещиностойкость при температурных расширениях. Добавление базальтовых или стеклянных волокон влияет на уменьшение риска возникновения микротрещин под действием высоких температур. Это обеспечивает большую стойкость к изнашиванию при сезонных перепадах температур.</p>
<p>Отмечается, что выбор именно модифицированных асфальтобетонов с добавками полимеров целесообразен для регионов с выраженными температурными колебаниями. Эта мера помогает сократить затраты на ремонт и обслуживание дорог, а также повышает безопасность движения. Внедрение инновационных добавок и модификаторов в процесс производства дорожных покрытий улучшает их эксплуатационные характеристики и продлевает срок службы.</p>
<h2>Технологии подготовки основания дороги для улучшения долговечности асфальта в жарком климате</h2>
<p>Прочное и долговечное дорожное покрытие начинается с качественной подготовки основания. Отбор и укрепление материала, из которого формируется основание, имеют решающее значение для стабильности покрытия. Применение геотекстиля помогает предотвратить смешивание верхних слоев с основанием, что обеспечивает большую устойчивость к деформации при высоких температурах.</p>
<p>Укрепление основания дороги оптимизируется за счёт использования высокопрочных материалов, таких как цементно-песчаные или известково-золошлаковые смеси, что значительно повышает устойчивость к трещинообразованию. Уплотнение основания должно осуществляться тщательно, чтобы минимизировать последующую осадку и деформацию, вызванные экстремальными температурами.</p>
<p>Система дренажа также играет ключевую роль в поддержании состояния дорожного покрытия в условиях высоких температур. Обеспечение хорошего дренажа предотвращает накопление влаги под покрытием, что снижает риск его разрушения под воздействием температурных колебаний. Применение перфорированных пластиковых труб и геотекстиля обеспечивают эффективный отвод воды и предотвращают возможное эрозирование основания.</p>
<p>Для областей с частыми и интенсивными колебаниями температур рекомендуется использование модифицированных связующих с добавками, которые повышают температурную стойкость и эластичность покрытия, что в значительной степени снижает возникновение трещин и других деформаций при высокой температуре окружающей среды.</p>
<p>При планировании строительства рекомендуется проводить всесторонние геологические исследования для адаптации технологий подготовки основания под специфические условия местности. Это включает в себя анализ грунта, водного режима и истории климатических условий региона.</p>
<h2>Применение модификаторов битума для повышения термостойкости асфальтового покрытия</h2>
<p>Добавление полимерных модификаторов в битум значительно повышает устойчивость дорожного покрытия к высоким температурам. Применение стирол-бутадиен-стирола (СБС) предотвращает размягчение битума при высокой температуре и увеличивает его упругие свойства. Это сокращает риск образования колей и трещин на поверхности дорог.</p>
<p>Использование эластомеров, таких как кратон, эффективно укрепляет дорожное покрытие, делая его более гибким в условиях температурных колебаний. Хорошо зарекомендовали себя также полиэфирные волокна, повышающие стойкость к термическим деформациям и предотвращающие распространение трещин.</p>
<p>Применение антиоксидантов в составе битума защищает его от старения под воздействием ультрафиолетовых лучей и кислорода, тем самым увеличивая срок службы покрытия. Асфальт, модифицированный с помощью таких добавок, показывает значительно большую устойчивость к повышенным температурам и длительному солнечному излучению.</p>
<p>Особенно актуально использование модифицированного битума в регионах с резкими перепадами температур, где традиционные материалы могут не справляться с экстремальными условиями. Также следует учитывать, что материалы, улучшенные с применением инновационных добавок, обеспечивают повышенный уровень адгезии элементов покрытия, что дополнительно способствует увеличению его эксплуатационных качеств и долговечности.</p>
<p>В зависимости от специфических условий эксплуатации, выбор конкретного типа модификатора и его концентрации должен базироваться на предварительных исследованиях и тестированиях. Это обеспечит максимальную адаптацию дорожного покрытия к особенностям использования в условиях повышенных нагрузок и температур.</p>
<h2>Методы укладки асфальта, адаптированные к высоким температурам</h2>
<p>Работы над дорожным покрытием в условиях экстремальной жары требуют придерживания определенных техник для улучшения сроков службы и качества поверхности. Чем можно улучшить упрочнение материала в столь сложных условиях, известно специалистам.</p>
<table>
<tr>
<th>Метод</th>
<th>Описание</th>
<th>Преимущества</th>
</tr>
<tr>
<td>Использование модифицированных битумных смесей</td>
<td>Добавление полимерных добавок для повышения термостойкости и эластичности покрытия.</td>
<td>Улучшение устойчивости к деформации, увеличение срока эксплуатации.</td>
</tr>
<tr>
<td>Уплотнение при повышенных температурах</td>
<td>Более интенсивное уплотнение покрытия при высокой температуре смеси, что способствует лучшему сцеплению слоев.</td>
<td>Максимальная прочность и низкая пористость покрытия, препятствующие образованию трещин.</td>
</tr>
<tr>
<td>Раннее начало укладки</td>
<td>Начало работы в более прохладные утренние часы для избегания перегрева бетона в пиковые жаркие часы.</td>
<td>Избежание преждевременного высыхания материала, что повышает качество и равномерность покрытия.</td>
</tr>
</table>
<p>Также, стоит учитывать ограничение длинных сессий укладки без перерывов, чтобы предотвратить перегрев оборудования и материала. Обеспечивается это путем планирования работ по прогнозу погоды, предпочтительно с устройством защитных тентов для обеспечения тени на рабочих зонах.</p>
<p>С целью повышения долговечности и устойчивости дорожного покрытия в условиях высоких температур, рекомендуется применение данных методов с привлечением квалифицированных специалистов.&#187;&#187;&#187;,</p>
<h2>Стандарты и нормы в строительстве дорог Казахстана, адаптированные к жаркому климату</h2>
<p>В строительной практике Казахстана внедрены сертификации и технологии для повышения долговечности покрытий в условиях высоких температур. Применяются модифицированные битумные связующие с повышенной термостойкостью, обеспечивающие устойчивость к размягчению и предотвращающие образование колейности на дорожном полотне.</p>
<ul>
<li><strong>Использование полимерных добавок</strong> &#8212; специальные полимеры вводятся в состав битума для улучшения его эластичности и сопротивления высоким температурам.</li>
<li><strong>Стандарты на смеси</strong> &#8212; регулирование пропорций щебня, песка и битума в зависимости от предполагаемых нагрузок и температурных условий.</li>
<li><strong>Нормы укладки</strong> &#8212; контроль за температурой укладываемого полотна, чтобы минимизировать риск преждевременного старения материала.</li>
<li><strong>Тестирование материалов</strong> &#8212; регулярное проведение тестов на растяжение и сжатие для определения и подтверждения качества используемых строительных материалов.</li>
<li><strong>Разработка проектной документации</strong> &#8212; каждый дорожный проект сопровождается подробными расчётами воздействия температуры на дорожное полотно, включая анализ термического расширения и сжатия.</li>
</ul>
<p>С целью увеличения продолжительности службы дорожных покрытий и снижения затрат на их обслуживание, проводится постоянное мониторинг параметров окружающей среды и состояния уже построенных дорог для корректировки строительных практик в зависимости от текущих условий эксплуатации.</p>
<p>Данные меры и подходы способствуют повышению устойчивости дорожного полотна, снижению частоты его ремонта и в целом обеспечивают более эффективное использование бюджетных средств, выделенных на дорожное строительство.</p>
<h2>Примеры успешных проектов дорожного строительства в Казахстане с использованием адаптированных технологий</h2>
<p>Один из заметных примеров успешного использования современных технологий в дорожном строительстве Казахстана &#8212; применение модифицированного битума для повышения устойчивости дорожного покрытия к высоким температурам. Эти технологии позволяют сохранять долговечность и надежность дорог в условиях частых температурных колебаний.</p>
<p>Также стоит отметить проекты по строительству дорог с использованием технологии геосинтетических материалов, которые служат для укрепления основания трасс и предотвращения их деформации и разрушения под воздействием нагрузок и погодных условий. Например, успешное применение георешеток и геотекстилей позволило значительно увеличить срок службы автодорог в районах с особо сложными геологическими условиями.</p>
<p>Внедрение крупномасштабных автоматизированных систем управления строительством дорог также способствовало ускорению процессов и улучшению качества покрытий. Такие системы позволяют контролировать все этапы строительства в режиме реального времени и вносить коррективы непосредственно в процессе работ.</p>
<p>Применение указанных технологий в Казахстане помогло не только повысить качество и долговечность дорожного полотна, но и снизить затраты на его эксплуатацию и ремонт. Благодаря адаптированным под местные условия технологиям, строительство дорог стало более эффективным и экономичным.</p>
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		<title>Как выбрать подрядчика для строительства дороги</title>
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		<pubDate>Thu, 30 Jan 2025 17:26:20 +0000</pubDate>
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					<description><![CDATA[Определение опыта исполнителя в реализации проектов соответствующего масштаба является первым шагом. Рассмотрите портфолио выполненных работ, уделяя внимание проектам аналогичных дорожных объектов. Анализируйте сроки выполнения проектов и отзывы клиентов, чтобы оценить репутацию и надежность исполнителя. Проверка наличия у компании соответствующих лицензий и сертификатов, подтверждающих право на производство дорожных работ, обязательна. Это гарантирует, что все работы будут[...]]]></description>
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" alt="Как выбрать подрядчика для строительства дороги" title="Как выбрать подрядчика для строительства дороги" /></p>
<p>Определение опыта исполнителя в реализации проектов соответствующего масштаба является первым шагом. Рассмотрите портфолио выполненных работ, уделяя внимание проектам аналогичных дорожных объектов. Анализируйте сроки выполнения проектов и отзывы клиентов, чтобы оценить репутацию и надежность исполнителя.</p>
<p>Проверка наличия у компании соответствующих лицензий и сертификатов, подтверждающих право на производство дорожных работ, обязательна. Это гарантирует, что все работы будут выполнены в соответствии с национальными стандартами и техническими требованиями.</p>
<p>Обсуждение и согласование деталей контракта также имеет жизненно важное значение. Включите в документацию пункты о контроле качества, сроках выполнения работ, их стоимости и условиях оплаты. Четко определенные условия помогут избежать возможных недоразумений и споров в ходе реализации проекта.</p>
<p><strong>Важен</strong> выбор компании, применяющей <em>современные технологии</em> и материалы, которые повышают долговечность дорожного полотна и сокращают время на проведение работ. Это, в свою очередь, может существенно снизить затраты и увеличить срок службы трасс.</p>
<p>Для уточнения всех технических аспектов и требований рекомендуется проведение предварительных встреч с потенциальными исполнителями. Данный подход позволяет лучше понять квалификацию специалистов и уровень их компетенций в конкретной области.</p>
<h2>Анализ опыта подрядчика в строительстве дорог</h2>
<p>Определение уровня квалификации исполнителя проводится на основе его предыдущих проектов. Рассмотрите профильные портфолио, содержащие результаты реализации инфраструктурных объектов. Запросите список работ, включая случаи ликвидации экстренных ситуаций и внедрение инновационных технологий.</p>
<p>Используйте рейтинги надежности и ревью других заказчиков, которые доступны в публичных реестрах или на специализированных платформах. Внимание уделите деталям о соблюдении сроков выполнения работ и качестве используемых материалов.</p>
<p>Оцените амплитуду выполненных проектов: от малых до крупномасштабных. Это дает понимание о способности организации управлять проектами различной сложности. Проверьте наличие опыта работы в аналогичных климатических и геологических условиях.</p>
<p>Необходимо обратить внимание на наличие сертификатов и лицензий, которые подтверждают право на проведение строительных работ в соответствующих областях. Актуализация данных сертификатов также имеет значение, так как это указывает на постоянное соблюдение стандартов качества.</p>
<p>Рассмотрите методы управления проектами, которые применяет исполнитель. Подходы, основанные на современных PMI или Agile стандартах, говорят о высоком уровне профессионализма и гибкости фирмы. Особое внимание уделяйте способности компании интегрировать экологичные технологии и материалы, так как это становится всё более актуальным в условиях глобальной заботы об окружающей среде.</p>
<p>Для обеспечения соблюдения высоких стандартов качества проверьте, участвует ли организация в отраслевых ассоциациях и обществах. Участие в таких организациях обычно коррелирует с соблюдением лучших мировых практик и стандартов в строительной отрасли.</p>
<h2>Проверка наличия лицензий и сертификатов у потенциального подрядчика</h2>
<p>Удостоверьтесь, что компания имеет все необходимые лицензии и сертификаты для выполнения строительных работ. В первую очередь это должны быть разрешения, выданные уполномоченными органами вашей страны на проведение строительных и инженерных работ, включая землеустроительные манипуляции, укладку асфальта и монтаж дорожных знаков.</p>
<p>Также запросите информацию о наличии у компании действующих страховок на случай несчастных происшествий и гражданско-правовой ответственности. Это гарантирует, что в случае происшествий защита будет обеспечена как собственности заказчика, так и третьих лиц.</p>
<p>Проверьте сроки действия всех документов, так как лицензии и сертификаты подлежат периодическому обновлению. Используйте официальные сайты и государственные реестры, которые содержат актуальные данные по лицензированным компаниям.</p>
<p>Запросите у компании копии сертификатов качества на используемые материалы и технологии. Это подтвердит, что все строительные материалы и процессы соответствуют национальным и международным стандартам безопасности и качества.</p>
<p>Обратите внимание на наличие у компании сертификатов, которые подтверждают участие в профессиональных строительных ассоциациях или союзах, это может служить доказательством профессионализма и надежности исполнителя.</p>
<h2>Оценка технического обеспечения и наличия собственной техники</h2>
<table>
<tr>
<th>Тип техники</th>
<th>Количество</th>
<th>Год выпуска</th>
<th>Состояние</th>
</tr>
<tr>
<td>Асфальтоукладчики</td>
<td>3</td>
<td>2019-2022</td>
<td>Отличное</td>
</tr>
<tr>
<td>Катки</td>
<td>5</td>
<td>2018-2021</td>
<td>Хорошее</td>
</tr>
<tr>
<td>Экскаваторы</td>
<td>2</td>
<td>2017-2023</td>
<td>Удовлетворительное</td>
</tr>
<tr>
<td>Грейдеры</td>
<td>2</td>
<td>2016-2020</td>
<td>Отличное</td>
</tr>
</table>
<p>Анализируйте не только количество и качество машин, но и наличие резервного оборудования для замены в случае поломок. Это предотвратит задержки в сдаче проекта. Также удостоверьтесь, что бригады техников регулярно поддерживают оборудование в исправном состоянии, что говорит о профессионализме и ответственности исполнителя.</p>
<p>Просмотрите документацию на технику, проверьте сертификаты и лицензии, подтверждающие соответствие используемой техники установленным стандартам и требованиям безопасности. Обращайте внимание на регулярность прохождения технического обслуживания и наличие актуализированных технических паспортов.</p>
<p>Подходите к выбору стратегически, сопоставляя необходимый парк техники с масштабом и спецификой запланированных работ. Хорошо оснащенный исполнитель гарантирует качество и соблюдение сроков проведения работ.</p>
<h2>Изучение отзывов заказчиков и репутации компании на рынке</h2>
<p>Проверка юридической чистоты фирмы также имеет существенное значение. Включите в свой чек-лист запрос документов, подтверждающих право на ведение данного вида деятельности, наличие необходимых лицензий и страховки. Это позволит избежать юридических проблем в процессе реализации проекта.</p>
<p>Существенным элементом является также анализ деловой репутации через данные независимых рейтинговых агентств и экономические отчеты компании. Прозрачность финансовых операций и стабильность экономического положения говорят о надежности исполнителя.</p>
<p>Не стоит игнорировать обратную связь от местных подрядчиков и постоянных клиентов компании, так как их опыт может предоставить ценные данные о профессионализме, исполнительной дисциплине и качестве обслуживания исполнителя. Особенно полезно обратить внимание на отзывы о послепродажной поддержке и реагировании на возможные рекламации.</p>
<h2>Сравнение смет и условий контрактов разных подрядчиков</h2>
<p><img decoding="async" 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
Qwzk/4VyWvxLNcKkQCrIA+Y+B+GKi8T3cmsJapbRlnkmIjUDk8VeGnTx6aturKI7BAGZRksxOW/I0p02rO5cJWZTey3W0AVj52SQwPAIHFZ2uWovbYapGuJVIS7Udm6B/x6H8PWtqBQJFO7JAwTUVwVsbvzmTfbTApMh6EHrW0Z2aTKlHqcdbHbMOcVqW+3EYY7VPc+tVdXsW0u+ManfC43wuf4lPT8exqok7jhiSMdCa0nG5MZWOiRf3gHrWotw0cohWNSOxJx3NYGhTCa68h2zgZX8Ota25ZoZHbIBdUGRyPmrJRcWW2pIlvrh22QxNslLgbR1Of/wBVQGG5WNfPMsAmJXe78MAPX60mqsTq4mcY8kDYOoIx6/jVK8vY7e0S2UZKsCRjB5X1/Gt1sZWG21o9y8jpbmYdBlsY96ZJbSW8u1o9m1Tu5qK21WS0y0SkFhg5wf0IqFrlpwWG4f3stnOafvXFpYvxzWkkaFrpYnC4I2k0my0Mm86ig/4CazNr7vlkAP8AvUrrLGxV5VB/36ANMrZ/9BKP/vg01Y7RDu/tOPn/AGTWSxbPL5NPUS4JL4A569qAL7iGWQwrcJN5pVBsznr6GoLfTZEuGjeVI4w5UOcnj1wO1VnmQYBYtj3p8N4R8oHy9iTW8aKl8TJcmtjtdP0eOwjju4o4dQUcl85x9B/k10UUtvqNscAMp4KnqteZWmu3mmXCzWknX76HlXHuP6119jqkcstheRRGBrzPmxZyBzjI/HmuOrR5HYOZvVk+paZJbKZot0sQ6hQNy+/uKyjMpxlhXY7x0PPtXK39jFDMUXO8O2cDjb1X+dTCa2bKUrlYzxgrulRATjLHApySAk/OPzrM1ABDHEE3scMRj34q2UCRrI4Ubv7vStepbjZXKjNgdvwoyAOSKYB8oLcE05SmcFgKhMkmPzROuf4AaiDDA4zVqKMlwFVyCmCQhx09aYtnclc/Z2UZxliBzVAJZxCe8ijPR3AP0ropNGtzcbo2aIHoByKoadp80d5DI6xAI3Pzkmt924wf/wBVclecoSVmZTepzl9pd1aMVV9ybsoQcdfas+VZipEin3yK6i9mc2zISDjketYzl374FKNdvdXFzHPTWQ3jaSM1A1m46N2NdEYQc5prW4UqxGQeRV+3XYtTZyy43fMT70xJfnGSQuf0qwLcnUHg6Kshz+daA0D7Ym6CdEYZGGB5+prqbWiRSbKsflojzIzYJwp3lSKqFnmmXJ+Ykc4wDV6awuLWFoJwNzDKFTnNU44ZfOVXRk9SykdKUdLl72NfSJ5IdYtW/vkIfoeK6G+LW1+riTcHXJ47isbS0Rru3Y8mNtw+tb+rRq0EMzJ8ytjGex9a57/vEE9zYjuehPRhkfzqZvU/dPFZdo3mWCHqQo/SrbNL5KMj8EYIPSsG3dpmVinq77LZxn+IED/P0rK1tyyW8J6LEDj3P/6qt6xKCoTIJ4J/WqevoY7mBsfLJCuD9K1hsjSC94xC5I2kdO1RuxDDirG12JCqW+gzR9kuGGVgkJ/3TXQJ6OxGyhxkVGrAEZq4ljenAFrL9dtRyaReqw/0dgCeMkUrMRCzkEgHg1XlYkbVPy+vrWj/AGHqLoAI4xk/xOKUeG78nJeBc+sn/wBamogY6Fg4AByTx711cMf2aGOHugy59+9UodBktZY7m4nhKxsDtXJJ/Sr00sTRhkkRix7MCawr30RLL+lPugm92/pTLiCOSKGTG0nAJFO0XHkyjr8w/lTpFDQRx5wfNK/1rkUnGV0Sc5Z6dDqF08VxGRlWZGXg4zwfepvJ1TRQRta5tM53oPmX6jtWjLbvFq8dwxcRGJk/d9VxjApzXTJNJDKjptw/mE4Yj6f4V6EZNx5jWOpRg16zuJdsZeOcrgEr1x29zWuqtetGVnZU2ZbBKk/hVR7G2vvm8iGfJH3sBj34YVlC9uYZbmJwWhjyA552r7noRz1qmrlx0Okt7qJXMaX6TbOqnluPeorvUCI5CtwilVJVR94nHSuS/tpIJAsUC7Aeobv61K146hZo7ViCflkZiVPtnFCj3E2bPh++nWEwXiyBiN6ytzznJWszUAttqMyqzGEgzOzHqPQfjxVPzL69bzoZBvhfgZxg+2ep+tZ13NIIvLdiZZm3SE9cDoKUaaUmwae9hLljNN5yvu3ctxwp9PyqAdcsu4+pNIuQ3DfUU5QXbYAST2FbJdSW+ho2Ory2URihWEgsGO+Pd0rauNZt7uwnTZcRvIP9WqhUyevI5P41zwtFWHzBdRqQQCNpOP0qS70+4g8tWuFd5OirnNTpcfK0bM2uWtvCFtoDHjsWH9KNOubzXBIEjGIzggHjkdxVjSPBcbbZtUZyf+eIOD/wI9voK6uKO1sIVigijhToFUYH4/41lJx2RNzjrbwtqUihZESEAkZd/fsBVoeF1hYJNdxs2M4yVropb1ZI8Qu4JIAdVyMntT4oHlVHuJCWHIAxke2R1pbasr2krWOfh0JLeXzvsMdzjjlt4H4A1YisNKnu95g+x3HTjhD9RxiuiVFRcKAAOgFQXMENwpEyA/7XQj8afOnoybu9zzbxXb31tqpjvWZkwTCckrtPYZ/lWH0r0fV7WG8snsJZVmUfNDKOWib+o9a8+ubaa1maKeMo4/I+49a1jsO9yCpNvmQZB5j6/SrOmadLqNyI04ReXf8Auj/Gt6SysoXkaFI1Kr5YJzj34HU4pgcoKXJHeuhNjYiMfuF475PNZt9aW8OWjkKk9EPNMCpFDcTELFHJIT0CqTUv2O9Bx9nmz6bTW34b8zMZlbauf3a5xn8K1pNpaXLbSXPXrQByiaa3lBp2kjY9jGePqfyottPZpJBNEzKAMFcgH3FdPNDugkUOD8pGCBzVewkEkDRFlyi8ZHWgRlf2VBs3HzU+uMVHJpUSkbZmOTj5hjuP8a2ody21uqgFSMvk+3akuE3wFCoJPSlcZhNp0YOC8oz6pTW06IHAuT+MZrYs5C+YX+8Blff2qfaAfc9s0XAwpdIkDlYp4pPfOKqzWU8Cb5FGz+8CDXT+UuRwuB71TnVbe7WTb+7bhgRwfWi4HP7CBnFWYrWaOba6EMBn1rauYY442bavPTj171IlvC0SyMiszKOfWgQQSs1jCyffRArL9Klh1BlHRhz6Vh3N01nqZeIHZtG5T3rVSaOeFZYzkN0rFydL0FsXrq6N5A6FiTGBkHtn/wDVWPfXgtmZOdzgdO3HNa9jGrpOg5ZgG+prl9Yz/aUinquBj0rKL9pU1A6HwvqF1NeeTaQIziMhGYZK5Iy1dZ/o+lW7xyyNLcyqcgc8nvjtXG+EbmWyS6eLAeQKm/GdvU12Gn6cA6z3bFnJ3BOpPu3+FXUXvXe35gUGQxOUPJXg/hUV4qyWrq44xmq2qSytdXRilkX5mZeapOZdSt4zLM4Xg7RgDI79KSpNm6qIi0549ZtW0ufHnxMWtWP/AKD+P+FZ/wBjQybApLA4IHUH6VahtY4d2xgsiy4V8cg9v1rRurZNTjF8n7u4DbLpB2b+9+P+etdSMSDRoI0fIAyDwc1JBIXu/JJ/dF0bHvluf0ppElnlowmevTrTYABNHODuXAIH5/41LWpV9DZuxGtpMwBJCHGD7Vk3+nQ/ZPtE0pTbyW2564GMVblaS4t32YC9M7utVpo1ZcTXrJu5MZXIFUSYcZtxeoH3PCTgkfKcetWtVtYrGYKgIBTdy2as/wBkxSDek5wx+8Y8D/8AVS3+mSSRmWa7ZgIxhivY44/WndCMYyIekf47qsx2zyrJm2ZpUI/d859+KPsEaLu+1EYHePH9al+17Wc+e+9/vSdzUuRai2U5LWfzCXjMXOfm4ApksqqoVU346s3ekmmckgzeYPpVy20W5uI98jrAOoDg5P4dquE7O9glFWMzJJyFVadvRSCzGRuw7U7yM3HlD861bTTYdpZ41Yj1qqmJjDbUyehn20M2pXKQgYTPzbRgKK62aQrqWnwRqESPaFA7Dd/9aiwtWiCt5YSM9O2arPcLP4ggYYCIyAZ9j+lcbrOtO/YSO2kPBI9DXO6mXkv5WV0UKozkE9yO30rWn1Ozg+/OpJPRPmP6Vxmo3rXUrzw7lQv0Izx9M+tY0Iy5rlRKumNLeT3EjMCVbdtYnnsPyrVSKaXDLtdQMY6AVkQXT2kj3CqmHO1g6bQe/Ymr9nqsextls/X5vJORmu2xd2QS7TIDHGSvoBU8M8sbrILfBHfaQK6J7y6ILLa5IUYVcVFLcajJEQtqMkYIZhipUbCM/wC1XJVPKZZUY5ZYxkjnvTHGoSh9qTbS3TGKnFpqInWZIYI5Au0lXx+dW0OrE/O8QPsadvMCjaR6hbzLILZ3KnPzVri6uZQPNsirY5KuP60zNwc77pFH1qNlYgE3yE+gzzWcqcJbg43K17qtvBO1tNciNwOVkQjqPUZFVEubeQbluoX9g4qh4ptVVoblHL7hsY7SPp/WsBdobbgEnqT2qFhovZkOJ2SOmG3ugXuQcgVNbS2yuY7iSMhTuU7sg1wzSAHgfSmvuyG+7nnCmk8L5gonQ38aR+I5cHh0DKB0JIrF+1TrcyOjvGxbkA4rW0nSbi7Fu8EDgkBzK33Dye/5flWXrFlLYanNBJyc7gf7wPetoxsa2SRYj1Ce4aOOZg6qThu4q6+pCSGa1liwwHDbup7cVhQb94Izwc8VpTpHvWXB3Nj8qJaP1Kh+RYtbxrW+jPl+aqqd6muia/e7g2JEoVsE4yTWNoMVu010btgN6iMA++ef0FdToUyT2IQFS8LGN9vcjv8AjXPOSi72Jm9SgkF+0BjhWRVOcfw0W+mXs1tGzSgYXnLknNdE+FHOAPU8Vn22oWkaPG865V2HHNT7STeiIMu20mZpbkGVN2F4OfeqmqwX0dvulDPHCcg7twA71rW+q2f2u6xKQPlGSpxWggiuIjHuSRJBhsHPBo9pNfEhp2dzlbKd0cTwPjjDD2rohbXEigrOSCMg+tcyqvaXctnLw8TcH+8vY10+jXHnWIBPMZK/h2rqgzWequINPuCPmuDQNLfHzXDk/WtDI9aN1aGRSGljbgyucnJOeamFhDjBBP4mp91G6gCL7FAONgNcr4pgSHUoQqKqtFlQBjkE5/pXYBq5vxtbl7CC6TO6F9p+jf8A1wKTAyNF1t9MeRLiFpIpCPmQ5K/hWpe6xbMhNrKjeY6spJxtbvkdq41wQ3GQT70qws0yocuSKwlRjJ3FY9DvJo2FqUlPcfL0bj2rKu0ZrmUscAqApB6Ec1U0uPyLWJUjJd+gA5Jp73CROTMoZVzkE8fjTUeVcpcVYfMjNakq3lgrsDZwXHtjrVGGNLOSOMsAXMiy8Y3DGVyOx9qfbXs148kjoAAOHHU/Sqt3tjlhmzg7ueOOhrSKYOxTggtprhEuH8tDGBv5O0+wHU1fjmNzZHTHJxbf6ohsZ64bFY4ysm7OdwD/AE5rTRUjuDOckhQSFIHHf69qqwXC3mNpLcQ7SDJ8zfMPlPt61QnhPnyFwQVGRT5riWe6JUCJgwOMYKgdOaS6mMm87iyqu0EjGfU1NrGjlczRktx1NaVjbKzfNJtAPLCqK8FTwCy8Z+tTRSMPlOR7U2TG1zaFm9teIYm3rMDtC9z6Vb0G2fUNbFw3+qtcHPq3Yf1/CsqLUJIFVsFtvT610miXcen2SxrAzytl5GzjLHrUWbWhVWWlkdSOlUJyzXG5ZNjZ2IT0xjLc9u9RLq5z80Ax7NzUyz2t8UQtgqdwQ8Z9qzUZR3RgPgtg0zTNjaRxhQM+/Hb9au7gOKYxAGaq3Vytuu5uWxwvqam7bCxLd30VqmZDlj0Udaxbi9muuGbCE8KvT/69VhJJNcbXBaRzx7mt2x0+O0JdsPIe+OB9K2tGmtdwKdtpc0oBlPlL7jn8qkvPDdpfW/lTO5xyDxkH29K1s/Nj2qKe9gtjiR/m/ujk1HPKT0A5X+zhZRS2duBA6nJUnl/fJ7e9Zc1nqOSTbyFBwHHK/nXRay9rrMPlTW2NufLkz86H/D2rmH0uezfMd1JGDwGViM/rWsU1uVe4xoCi/NcfMeoAziqZ0xpSxWcN6lgatSWFw7EtdsTjJ3en501LC5IGy5yD6Mau4DtJsQl4okdXVuMq2elQyQajE7lHkEYJIxJ0GavabDLFep50pcNnHzE4/OrjazrX2NrdpIZIXBXcU+cg8YyKBHPmfUe01x6/ezVjTI5n84PK8TMMbsfNVy5n1ObywVhKRrtVURVX/wDXRNf3RUBLBLd1x+8gwGz75zSGW44JI4I0ZwSBgkDGaZL5kas3XA4qiZL6X5nE7N3JYA4pu+f54z54k25AZgQaNBFVruV3Enygg5GOOakm1WSSUNEgHA3Bh370xrUBVKls45B/pTBbE8kkAdcDNFguSrqN052hVyegC1HPqFxKm1wpA9sGmhZbaVZInYSKcqR2q1PfPcxCG5PmKOdxA3A+xqkkxN2KkuoyPaRxEcqeGPcelOXUriOGCNGQ7geMfd5I9ag8kSOEU8nOM1DIypMrRrhRjqetIYl3K01wzuct0JrS0rzGiO3kIeQKoNJE0TM0YEjN19KlsrmS1uCw/eI/DVE03HQbNGa98lGZHdCODgdfasOR2mlZ2JLMc1Z1G68+cqoXYh+UjvUulaebqcGQYjXlvcelKKUVzNWBLU3fCOxl2Ix3qdxBQ4z9RXYieQR7VkTJ6BCP1rnPDllAFadFdQ5I5PJ57elbF26WkEkqoBhdoA461pyxtzNEdbGPNp08Y8y2feSMtE54z32msSS+ltm8i3QR/MSVl5K8e1dRa3cd0PkOG7qawvEkUa6jGVQKTC8khH8R7Z/KsITbdmbyiuhlxanN94om7duz7mrlhq72+oCeVQ8Ei7JlUYyv+IrHRw4GeD+YqVVbJ2YPqFNbmR09xA8c0od98YTfHIBw6kEg/wBKp2SyTSNHHtCYV8n+HPUY/CpdJmkutPbTpVYSplrVm43eqf4UWiXMTuyWwAYAKHYDGPX86XUY7VLiTTordo4zIoc59uKy/wC0rQjm2lPOfvCtS6iuJTCssyoryAbYxz09TVW6WxkSSytkAmd1TeTk9eT60bAlczJ9ZYu3kIEQjBD/ADZqxDrU1xbiIgvLn049sD8Kg1eOzF7+6k+bJWTI+6R7U2yhE8wjiUHJDGTfjgfeH40WBOw+COfUJCIzk8fePqalstMe6kdXlEYRip+XOcelFrMtvZTjzDE8m4xhT05wBnr61Lpm97qNGkTcpzgsQT06Y60WHzM17TS7WzIZUMkg/jfkj6elSaix/s+fy2+cqQM9ieKfDMZGkHllQjlAT/Fjv+dVtXnSC1BkzhnA4FD0WhLOeXTpmPLr+Zq7Dos7xkiVOT701NRtwejn8K14dWsliBKyeWDggDnPvXM5VeiM9Srb6PcyMEWVWVB1AOaj/sZ4mCtOy+o210A1qyi2bIXVcYHygc+mc1Q1PXIpJIlS1AUZ+Ytz/KpTrvoPU0NL0W18ktLI8wXopOBSy2FvbWJeKBVfzMEjuOay7bXLp7aaK0gAkAByMt3qaDUb+5VoriDYn3idmBn60RjU505MauMaCA9Ywp9uKh+wRMNoztznBxjNXS3HzKKRVUn0+hrsKNvK5+8549qRgp/if86Rl5/CkAY9M0WQXHgRjqCfqTTt0W3/AFa/lmowpzzk0uD2osgHAxDpCg/4DTGDF90cjRrjG1QMUbW7mjAA5YfnQA50FxH5VwRLG3VXUEGvNLxEguZ0T+F2UD2Br0pCmeGFef30SRXtwWZX2yNjHfmmkJsqxICAWUZpZoxt3ZGRzTSok5JOfakMIxu3MSO1UyUdz4T8yPSDDNG0bRyEhW67WAINc14vtJ4dXM8r745+Yz/dA42/h/Wu1jjIvGuFzh4lRlx3HQ5+hrJ8XQNc2FsgUKxuAoZjgDINQy1rocSrKqYOMfzq4k4eOPA4A71oQ+GZAp82dEYdQFLfrVK8tBZT+QsnmfLuJxjFZOcZaI6PYzgrtFjR2WXWPLbIDDIx6itby59OvFNrM4W4kKOMgcnkH+YrH0m0O6O+WXayMSFxkECtbULm3YTxNL5cuxXVT2f7wx+dZSfvaEzpyWrW5sf2XczDdNKBnrkljTLXRYRNcrJI553DGB1FXdMvBe6ZHNuUHHzEnABqvJqtlb3z7rhG3JjCfNz6cVg6s3oYp
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
65e/vZb+4Msjf7q5+6KfqmoS6hcF34T+Ffb1qkBgkn+VKEer3HKXRC9SKDjofz/rSEAZAFAznt0rQgUcnOaBkjpSdR0FBBA654oAUEg/St6wSCchLh368DtWACCfrWhayMEVlPzrz9ayqrQ3ouzNuex0+HreFT1ACVArIZFFsvmyqciT7n5itDS5bS6j2eUYpByUVyVP0Bpz6fbXDnFrJDIpwecD68A1zHWV3n+2WlzaXOGkMZZSvIBHOSfwrkc5xXdX1tHa6VdBCPMaFtz4x27VwvfHSt6OzOavuhM8//WpfrTeg4PSndTnrW5zCHGM0ZyelHXHNHBHWgCzZShJNufcV1NhcKqgM52t04rjkJRgfQ10GmXnlDYV3Bv1rmqx6nZQnpY6hCcei9s85qZSwOcjNU7WbfGGUD884qSS7SMZU7nPYVgk29DplJJXZw2r2wtNVuYh0EmV+h5H86qduRWx4jTfcR3PUuNrfh0rGJHGa71seXLfQXPalHXIpOh69aOlMQvNJ360YFLxzxQAY5o46dKT3xR91eD370AH60p69cUg+ho9f5UAAzxS+uKBnrQrEigANKTjj19KSl56449aAEBG3kZNOxn2z+lJ0xx9aQ5BBAz684xQAcjOM/j2oPpjFGR/FS565oAQ8jGKax6CncHNNyC2PTv6UAIQcdMA8fWn2iiS5RGk2KTgk9qYw4579DU1hCLi9jidiAT1A/HFAG/qLeVYvhi3y9T3qr4O2nULjkhxGGB9s8/zqxqsck9q0cSZY449s1hwNqGnMZLeN0lPBO3PFT0Gj0CeOG5jKTRI6+jDNUZNLto8vGHTA+6HO3p6Vyq+JtXh/1gU4/vR4qxL4ruVLxSQI3GMqcdRRYq6LWkYW0IB/jNXWIPasnQgSJZSDtYDBNaxHHX8KCRho5zS0AUxCgc0yX5XVscYIp/NRyFuMjgHmgB2aTqaFBAAPWl+tABihRzS8Uq4zQBy5JJ4ozSFTSZwaoQp5ozzjOaAevSgdc8UAKCaTmgfrSjr1AoGJ9KMkZIoHAo/SgBOc9D7UFQwGRmlHBz+lByG9u+KAAdOtJjI+tL7CjJ64A7cUAHSk6ng0d+M0pHNIBp3Z9OadySdoJxyaTA/yaQkY7mgBSRig89KM0m4liuOnegAyAAckinAtnkik5BxxilwcdsUAITz0P1NHJx60dRn86TjPvQAgbJ4J9yRS5GSB1+lGSe1B4GOcflQAE5G4nHPbtSY+YkfligMVJIx7+4oODgqTz3oAXryGP+7RyRgenakye/BpM+5FADhxmmkZHBIxQWbcWB+YnqT1oVSe2QaAHDgYz09e1ISDx+RFRyEIeRlqjMrntigCfHcYBoJPqfpVfzW9RSid1zgAgjBGP84oAnyCPU9+OKUj5sY79qiFwSgVjhc5C+9dBpFisC/a7lcn+AMPu/8A16mUuVXHGN2T6VYxWMBu7sASY+UH+GsjUdSkvJRubCA8D196XWNWa6lMUZ/drxx0NZTSFsHAyKiMW3zMuUrLlRY4H9KRsg5qASvn75/GkEjdQxrUzLPTnvR29RVYswOcmnI7kgDk0ATc9KXkAbuaOKTIzyBQAuG5yOPzq7YybGRxjI7N0b2qkSKTzhGSpAOcEbhSkroqMuV3OtiliV1liswkgwwO4gEEZ4461pjUozGrbvLBGc5yTXI2lzMturIwCk4z6e1XIrqNuGuMHPIBFY+yN/rD7Gnqt8JNNuI4UO1kOWY9f8a48jjmti9uN9pIFBKkYy3U1j5+taxjyqxjObm7sADg8c0dqMZFHFUQJkDrTsZ6UHNHHpQAh4HU1PDNKo2oRx3Y4qA8c/pSScrkdu1JpPcabWxu2V7OyFZLhmA/uHj86vC5REO4Be4A5LfhXIRyyI2UcKa07KOe5YGKNm9XJwPzNCgkDk2XL1ZbyGaUAgIu7H90Csf8zXUeUsNjJGGBaQYb3/8ArCuYkRonZXHzIcEVT8hDc9+lL16Ug4FB4/DmkAvT0o9aQEg4Pf1oJHU80AAIBGelDEGkJ4zx9KM7uRzQApPYUbsD603PPJ/AUd6AFzznHNKDtGRx6Gm9MZxzS7ucY4oAeMAjnP1HSjH49qBgj1oHFAAOwz+FKTnjFA46j9KCfagBMZPFBOD1pcUYwTgD1oAT68UgVm4HfkUpzjp/9ekznp09RxigBG44xxWpoIYTsQFGVAY/4VmAgHPXPrW5oQC28jkLuZuo6n60AaJ5Y0hAI5pwClmPc0Y64pDIfLB9/rUdxaQOx3RIfqoqxihxljQIhhgjhXZF8qj+EdKlFBU9aTGO9A7h37UpAIIppJ9KC+3Ge/rQIcuBxzxQwyp56im7geBkGmSSrjFADI5g0hVj8y8Z7GpqqOx3fIgY5wRjt71ZRlIwAcUAOpV60gYfSlXr1oA5hhzSbSADjk0v9KTPrVCFAwccf40mfm+lIzKo5zn0HNLk7c4IBoAU/pQTz60mQD2zjHXpSDqBnNADs0meev1pCOOv5UZOMCgAyC2AeaUnjNNyNxAHNLnAx1/SgABBxRkdccUhDbhg4o7ZBpDF4PvQxyTu5prNtGTnHsKFbeueRQAu7j0oyRwxyfpRnIyPwpCcjp7fSgBeQSP0oHAODjP40gAC8A4HfFHzZB4OOOBigAzn3IoDAnGefpSZ4zijOVz0oAdu469PTvQWPXH5GmkH/wDX6UmBjGee9AD85zx/jTe+ehpQGGc/jmkxkZHHtQAYPXJIFBZT3ww7UHA9c9eTTRjPAGTQApzngZHQ80oBOSATgc89KXsORik44PrzmgBM+mR9aOeD/KnblHJIzSDBGNwBHYnrQAMN3BGRiozHkjANSAjjO7bnnAyaQ435ByAeDjGR9KAI2hHr+dRHGeuasSAsuM/QiptPsTNJulHyL29aG7DSuXND00SEXVxwi8qp7+9JrWrGUm3gOFHDEfypuqagyAW1uwVAuCF7fjWPz61ko8z5maSaiuVCfhRzS4oxWpkFAJHQ0fhRQAuTnPU04SMPT8qZRQBL5x7gflS+f6qPwqGjHvQBN56k5KmpUVJ4nYqTtI57iqnepbeaSPKo+0N19DQBNCrRMyMvmxnqFPT3FaEWnSSgPAZEQ9MgAfrVBldX3TxkKR95BkH+lXNPvhAzKok8vqRjpT1EWrmBorGYzyKzAcY+o6msfq2a2Lm4iuYZBb8rt9MbjWKJEJyCPxpa9RjwMUucnpTQ2en86XqKAFYYoycUn+FLuGOQaAEHXvRnk8j8qC3TAoyNvJyenNAArMrAblXHQ4xmrVvqQg+SR9wHQgk4/CqTKrqRmoGUqpyppAb82tWkpU/ONvbb+tU7qaO5IniDYPynctUrIwrvE0RkDLgfNjafWrHlKIT5THA5KkfrVX0sFiNifajJ6c03oMfpS5HXNIAbB57UgHB+bNL0HNLgEDmgBDg8dKXAI6UDj+VBwABz7mgBDR654/HvQQSOKBktlj3oATGee1OGR7YoAABGQPwp2AenFAAOcn9Kdg5zTQecenQ9jSjnt0oAByPrSnsM8UoIxz6UhA69PegQYI/xpOp4PFLyOvNBxnOKYDWywwD/APWpMKX/AFNKCCSc0hw3OelIY5VLyKqgksccV09rALWAQqdwXPJHWuXiJWVSrlSDw3oa6S2lzFGZMq5GMdjjvSAnU8Z+tKCCKAMKOe1JQA4A56ih/vEn1pB1FNKkSu29ju7E8D6UAL5gD7BuJ6njilpoJyQQQB39acAOoP50AFNKg9qcCzZyuOcc/wA6TPFADdijtSGMMMH86fn2pf0oAq7CnHOR0x0I/wAakCrnKnjrStktlTu2nkA0IQQORQA4kAijPzcHFLik2s33GC/Vc0AcxxjA4pMk54xSMcDIGQRTgRk1Qhu4bfvcnjHSnDPam8Z4H1oHA6AZoAUY5560ZFIcE4HWjkDgUAI3bDbe/wBaArA5LE/0pF55brTiAeM4IpDFHNNKgk5XOO9Lkj6UMQWHv6dqYhAd/Y8HvQMHj+lLjJ460KC33RnHPHakMQHmjoOKUEhsrjjsRxSYIHTBzQADjNLyFpBjPBHvSjBwCP6UANIZcjcQrdRnrR8wX0oAwD/kUdgDk/0oAXsc8UinK9elHAGST1570EqOTlcmgBSQPQe1NKg+nTrRncMYzzjFGeTkUADbmOdzc+/WlJ2sOeKM/Njj8qG9Bn2oAUZYdPrigEZ96QEen40YyCTgYoAUnnk96afc9elCNuBwD+BoHX1zQADnODk0pIHJBpCDnGKv2Gj3epBjbogCgnLtigCgHzzgnPrQME4Ix+NLKhjYo5BwccGnRRmZxGi5J4FFwsTWVlLdlzGuFQbmJ7CrFzdpDH9ngbnHJ9Km1C8jsrEaZZNmTrcyDufT6CsRpFXjqai3MWnykmcjtj3FRPImcBQT9KMPIeeAelPjVVGQQfWrII0jLHLDA9BStFx8ufzqXBJyBQevTigCqQwPIIpDxVvAH3iPbvTDsJ+Yf40AV6KnMAzgEg+lJ5SgAEk0AQ5pyrk/McZpxhI6EU3a46igCUwqMYOfUmomGOhqbDKeRuA9O1BVXH9aAGRuxOBMyfiakfzJCsYmeQfXikMcYGQSx+mKWMDPCFj6Gi4EJDwyY3dP7ppmcnnrV+a3IhDyKRztGarGJc4PH0NAEIpwZh0Yin+RkdcUhi9G+tACeY/rml889TSGJge1IYnA6Z9vSgB/nAjHIpRKhzuz7VCUb0NJggcg0AWDKh4z+lRySBvlB49TUYz2pMUhli3KB8OeBW1bXWl/Z7lCziR4iqcE8/WudqxbqVG7uaAJQe5ozxjpQy4IPT+lGc9/amIXjdkc46ketBxwf600HHtTucnjigAyeuPpQDu6gjHekx75p2CCdpoAQjnAwSD3pQM/eAHtRt+Wk46j9KAHEAfh1FC449qUZ3Z6H1pO2Bn8aAHbcrRgnqKbgqcenb0oHBznrQAZ59geaXPoaM5+tB4HSgBQcZHX6U1mx+PX3pcg+57U0k47Y74oAAOAfX2pVG4EMcY6Z9fSmg4GKOMBcUAXtIdftrJIBhlPtjFbxOEOK5W1kWK5XzVYoeDtPNdQTlR7kUgH5opvNLmgByH5h9aD1PNImNw+tIWGKACikyO1GcHmgBSaOtJRQAHOOOPrR1NBHNLgmgBn3x2znnHrUW1klPJYtg1MEC/dAGTzioZM+eCf4cUATIwJw3BxyPSnp1PNNJ42miMBeM9B1PNAHLjnoRjrSE4OWYAelBPHI/KkwN4wwqgFOGHOaajHGFzjsTS9x3oPAzzzSEKSB6+9GQOev4UmOCMnHU5704AE8UwG856UvNAIAHIFHQ/UUAGexPAoySADj60Zw3bNIWwSCOtAw4Oc96MEqSSdufwoQjd1waF43FRjPXtmgBByx6fnS4C56kU0HA+VQAe/pS9hg/rSADkjAPT2oLZzxwPWm7QWz+maduPbPP40AGSFGOPcUhAyGx07E0mNp3KMnPIpRyM45HFAC5B5Xbz1A7Usbsr7lBRgOOM59aMZ9MfSkyASCD/hQAbTgHoD056UZxjA5xSEBQRnj0J6/hSKCDjkcdqAFJ7NkexoxwO+eaQjgfM3507BwM9enFABnBwQRSbQx/mSaTHzZx9asWTJHdK8kaypH8xjY8N7H2zQBHGjyttijLEf3R0qz9gZULTMFHtzWhfa352HihWP+HYgwg+lY73U0pZT0JyQKAHsBFIvQn3NWjrN0to8MB8pXwrLHwSPrWanPAUMe5PakZhk5/CgBxR52UKpZivOM1Pn7Iny/wCtzmojcNHG6o5USKM4OM89DVZpvcufU0hj3LySMwAG8knHAoWNVGTyaco74/xoxlsDOc/jTEOB9utIB+H070qjoMYPr60HGc9PagAI4ycelGRg0oUZzwf600H5gxGB1xQAu0bc5zzwBR8pXkDOaaQcg7iMUp6E8e4NAC4AGTkelJn35xS9sjGKRsY6cZx7UAKckY6fWkyOp9aAOOB+lBxnjNACFR6CjAAxgfhxS8kDAzj+VJjJyD+VIBVDA5B6dc9MVYW9wQAkaj3ziq+M9Vx9KcPukN0PQn1oAWSeWZlaRgQAcALgD8KjXPP5UrDbjpSYBxg9R070AKOD/OjpjJI5/KmgYGM/nzSgHPBpgOI2sVJH4UnJBPHFGMDI5o59M/hQAg546fhQQOD696COBjH4UvOMg/XFIBMDHzcdMUjRAthhTugJOaXG0Ag8n8KAIhGoPQEe/NSgFRjqO/tTuM560hAIHf6d6YAHJOf19aaABjjFO24+n5UbT3yMUAGOM46Uo64B56YpCR0PII6Uq4xgdRwPagAwBwMfSjbzzyR69qO3FP44waAG5IYjPHt3o6A8d6G6dKX3JFABgYODQeDknNJjB56e1Lke9ACZxnINKO1Bzx+tJnnIzn0oAUEY5HJpMZIwORzS5BA5P40Z5ORj2FACdxn9abtBYfXrmnZGefyxTSNxz26cDPPvQAZ9yR9KTHoTkfpTv4eQPTFM+UD5XI/CgDQ0uDz58ncEjOdwwOe3vW2Sd6j69KydC35kwRswMj39a1sfPnHQUgHUUnFGcmgByffX60nbpQn3hTaAF4pCB60d6M8UAKOR1pKT6UGgBwanhxjoPxqIGlzxQA5znoMVFMMASduh9vepSRjmonIKkHkdCKAH7gTmlXGetVoW2loz/AcfUVOpyeKAOZYZODkcetNRQh9KGweh6dqXmmIEJ+8TjPtS8gnBBHYYpBk8dDS7sjB7cUwDqDzijGCD1+lIfQjBFJyV4HHtQAmFU5VQSetKCSRwcelCk47flQcjtjNIYEYPpQCCOQeetBJHHcetKcjBUj6YzQAE885zSEk9FzSMTkdyO3SlGdvI+tABx12kc9KM57Y7cUDOSck9vpQBhsjt0NACNkHglfwoA5xn9M00u2drKvXru4pzAYyNwH86AFHvx6e9KOW54po4xnoT1xS9ucg9c0ADDIOTx0o56glh9aQHPOSPrSMT9R6UAKWG7A4/rSKGIyw+me9GcjBGP50oG04BGB0NABwDzkCm9+mSR3pd2RnjmlUADaT/APWoAQMDj25puCwJXqOQakwM5BAwc0wjLZ/nQAwu2QGXH0p7MBgHJPTP/wBalYDGOcfWo/J3A5bgdqAAyxg5OT7CmGV2PyLtz6VIkQUZA5+maeMjpge1AFfymY5Y/X1qQIicjP1NSdgT0HBx2oAzkCgBAARgdqdg8AnB/Whsk5OSe5NBVkHzAgHtigBOQCFGSe5pUYruwOGGDntSBgyk9Me1GBnB7n17UALk4wxFIR1I6H1p6EhWB+6SM+ophA9Dj0z0oAOcAZ4zSjlh/hSAZ6E80rHOSMDPbGKADHcHjvilyWbBOR0xTSGwCAOevpQVyc4BHtQAHJGOOO4oAPTAB+uMUcA8A4HPIoGcZx29KAECjnkjPoetLk7uecUnQYwfegZUjbz+lACk4Oc8fWkwOcjj60pwCeP0pOB0yR24pALnnPWgZB4bj6UhPoeh6jrSqSpzn8qAAZK8elJwPoenNOGAc0h3EdT7UwFJ9eRSEEAY5HTNABxg8Drg0pPy4BOO47CgBBkDoAPWjHHpj1oGAc5AzSAKOpGM4zQAvUnNLw3Gf1oxuxnOOgI6ml24bB65oATkc4zS8Z64z+lKT045pCB1x0oAMkZPWnEjb1z/AEpAxC46j0NGTjnBzQAmOT39eKUcjI59aBnoBk0DpjnB7UAKOmOfxoBHQnHsKOeo4/GkDnJByMHoaAHcHv8AhSA9iPyo5IwMYo3cAgk9vXFACrj1pMf3ScmjnP8AWjcCee1AAfUZJ9KXGV46fpSA/L7UrcADPHXNADQcnilxg+/rRz0HNGQOo/OgBMHhe46U1VJy20deacTwcHJpMnZj1oACdjYI5z19KbjueD9OMUHockfTPWngbjswN449j+PagDZ0+ynhKMZ0MJBIRBwc1fHVj71WsILmAETziRTjYAPu1ZTO0E9+aQxwJXkGkJ4paafpQA5OvTsf5U3A9acvJ/A/yptAhPbJpMHvTqCKAEx7UHpR0oHSgBBz0IpeaXBPakK45oAUHjkUEgDpQvoDSkZoAqEj7YdvTYM/WpkY5wwNR3CeXJEwI54x9P8A9dTR884oA5lox1PUcUm7nHPJI5NFFMQ5RlcnnFIy8Eg80UUwGId3Xsc0srFduO/FFF
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" alt="Сравнение смет и условий контрактов разных подрядчиков"></p>
<p>Оцените подробные сметы, предложенные разными исполнителями, учитывая следующие аспекты:</p>
<ul>
<li>Общую стоимость проекта и точное перечисление всех работ.</li>
<li>Сроки выполнения каждого этапа работ и все даты завершения проекта.</li>
<li>Штрафы за задержку выполнения работы и гарантии восстановления после завершения проекта.</li>
<li>Условия оплаты: авансы, поэтапное финансирование, окончательные расчеты после приемки работ.</li>
</ul>
<p>Тщательно проанализируйте условия контракта:</p>
<ul>
<li>Проверьте наличие гарантийных обязательств со стороны команды исполнителей.</li>
<li>Определите критерии качества, которым должны соответствовать выполненные работы.</li>
<li>Устанавливайте требования к используемым материалам, обеспечивайте их соответствие стандартам качества.</li>
<li>Предусмотрите условия для проведения независимой экспертизы и контроля качества на каждом этапе работы.</li>
</ul>
<p>Проведите анализ рыночной ситуации:</p>
<ul>
<li>Сравните предложенные суммы среди всех исполнителей, привлекая независимого эксперта для анализа реалистичности смет.</li>
<li>Обратите внимание на опыт исполнителей в идентичных проектах и их финансовую стабильность.</li>
</ul>
<p>Изучение отзывов и портфолио предыдущих заказчиков будет полезно для оценки надежности и профессионализма команд. Проверьте обзоры, узнайте мнения других клиентов о качестве выполненных работ и уровне ответственности исполнителей.</p>
<h2>Обсуждение условий контроля качества и приемки работ</h2>
<p>Условия контроля качества и приемки выполненных работ должны быть четко оговорены в контрактных документах. Рекомендуется включить в договор подробное описание используемых материалов, технологий и критериев проверки качества на всех этапах выполнения работ. Это обеспечивает прозрачность и предотвращает возникновение споров относительно стандартов выполнения.</p>
<p>Необходимо определить методы и частоту тестирования, которые будут применяться для проверки качества использованных материалов и готовой конструкции. Это может включать лабораторные испытания образцов асфальта, бетона и других компонентов, а также инструментальное мониторинговое измерение уровня укладки и плотности дорожного полотна.</p>
<p>Особое внимание следует уделять механизмам контроля исполнения, в том числе регулярным визуальным осмотрам, аудитам процесса и финальному приемочному осмотру. Это поможет не только выявить возможные дефекты, но и оперативно устранить их, обеспечивая долговечность и безопасность дорожного покрытия.</p>
<p>В договоре должны быть указаны конкретные сроки и условия приемки выполненных работ. От инспектора или инженера, представляющего заказчика, требуется провести тщательный осмотр и подписать акт приемки только после того, как будет установлено соответствие всех параметров установленным стандартам и нормам.</p>
<p>Положения об ответственности за выявленные после приемки дефекты также должны присутствовать в контракте. Это обязывает исполнителя устранять подобные проблемы за свой счет в течение определенного гарантийного срока, что существенно повышает надежность и качество проводимых работ.</p>
<p>Кроме того, важно предусмотреть возможности финансового удержания или штрафов в случае невыполнения установленных требований к качеству, что стимулирует исполнителя соблюдать высокие стандарты работы на протяжении всего срока контракта.</p>
<h2>Уточнение подходов к соблюдению сроков выполнения работ</h2>
<ul>
<li><strong>Внедрение программного обеспечения для управления проектами</strong> – Использование специализированных инструментов позволяет контролировать все этапы работы, от планирования до реализации, обеспечивает сохранение данных и их актуальность для всех участников проекта.</li>
<li><strong>Анализ статистики предыдущих проектов</strong> – Оценка истории выполненных работ помогает адекватно устанавливать реалистичные сроки и предвидеть возможные задержки.</li>
<li><strong>Гибкий подход к управлению изменениями</strong> – Способность оперативно реагировать и адаптироваться к изменениям может значительно сократить время простоя и предотвратить задержки в сдаче проектов.</li>
<li><strong>Жесткое следование Gantt-диаграмме</strong> – Визуализация шкалы времени всех проектных работ помогает обеспечить точное следование графику и адекватное реагирование на любые отклонения.</li>
<li><strong>Регулярное проведение совещаний с командой</strong> – Обсуждение текущих задач, решение возникших проблем и поддержание общего фокуса на согласованных целях способствует ускорению работ и предотвращению замедлений.</li>
<li><strong>Проведение промежуточных аудитов</strong> – Систематическая проверка хода выполнения проектных работ на соответствие первоначальным планам и бюджетам помогает избежать длительных корректировок в последних стадиях.</li>
</ul>
<p>Следование этим методикам помогает обеспечить соблюдение установленных сроков и повышает общую эффективность ведения проектных работ по возведению трасс без ненужных задержек и финансовых потерь.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Какие экологичные материалы используют в дорожном строительстве</title>
		<link>https://aktaustroi.kz/kakie-ekologichnie-materiali-ispolzuyut-v-dorozhnom-stroitelstve/</link>
					<comments>https://aktaustroi.kz/kakie-ekologichnie-materiali-ispolzuyut-v-dorozhnom-stroitelstve/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:26:19 +0000</pubDate>
				<category><![CDATA[Этапы строительства дорог]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kakie-ekologichnie-materiali-ispolzuyut-v-dorozhnom-stroitelstve/</guid>

					<description><![CDATA[На передовой практики возведения дорог в настоящее время стоит акцент на применении возобновляемых и менее вредных ресурсов. В значительной мере внимание уделяется использованию переработанного асфальта, который после старения и износа проходит этап переработки и снова входит в строительный цикл. Это не только снижает количество отходов, направляемых на свалки, но и значительно уменьшает потребление нового сырья.[...]]]></description>
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
oSriUQNFHDk5ORk4FAFi2S/nufLeRpJcY2u+cgetaD2cwaOSZMHdtzuBzR4dlZPEEEbMzRqjkL0GcdfauvvvLnspownzFSV+o6VnKVmXGCauYOo2cjaWHhUk7U6emBmufvXZpVLHEhQbj36V3mnXED6crOcrtJHuP8AJrgNSmWa8mcYKljwKmimm0x1GmkyoTx9a7Tw5cQxWFsrSFSxB64ric10OkWVxf6ZG1um4xsVJZgAPpWlRXWpNJ2Z2UOoQFyDcCTnjaOBXMeKXW402JlJISV/l7HJFVzFDaXPl3cxhnj5KHIzketW5baLUbRoYbmFW6g7wQawUeV3Rs3dDdK80XUZgKRW8lszGJBhW+Xn8j610F3qLQaIbiMKXCr8rH3HpWFpulPpqOz3BZm43D7oHcVS1DWhDmK0m89l4Jx8gH9abjzS0EnyrU3tU1V/IEduY0ix80j8Ae1cxNqw8wvHl3D5EmAB6Yx71no73kubiRnznA7flVgW0JZY85x95s8A1cacY7kOo3sXI/E99E8jJFBl23EkE49qG8VaowwJIU/3YxVRLeJASdhx2OKe/kq6sjRj1AxR7Km+guaXcefEWqMD/pAOfSMf4Uw6tq0r7/tM5fGNyrg49OlL9phTOSSM54FOGrQIu1IXb68U+SK2iLmfVkD3Gpy/enuTn1fFQvFeOcO0hOP4nJqaTVC5G2ADHTJqI30xPAUDvxVpW6Cb8yAK8fzMfbrnFTxadd3MYktrZ5FJI3AdTXQ6boLBY7i6jMrMA3lYG0Z9fWtjbIp/1Dqo4wF4x/hWcqlti1TvucT/AGTqXU2kuPpR/ZeoZ5s5sZ9K7IvISzLExPYlSAaY8hB+aJh/n0pe1Y/YrucedM1EnJs5Tj2pradfnj7HKD/u12IkVcgqRnnpio/OUv8Ae+YZHLCj2r7B7Fdzkf7PvwObWXj/AGa7n4dwzQWV6Jo3jJlBAYY/hqjJLk8xgj+IBgPpXQ+FmDW9xtPRwP0qozcnYl01HUl0T/jzb/f/AKVoVn6J/wAebf7/APStColuxrYKKM84zRUjK8X/ACELj/cT+tWCAQQQCDwQe9V4v+Qhcf7if1qxTYjidU8A+ZctLptykUbHPlSg/L9CO1aeheFf7PvPt9/dG8vB91jnC9s88k10eKMYquZ2FZCEBlKnkHgg96gvLOO8szav8sR28AdgQcfTirFFQURfZrfyfJ8iLys58vYNv5U7yo8Y8tMEEY2joeo+lPoouIrzWFpcIyy28R3DBOwZ/OpvLQY+VeDkcdD606igCJbaBWdlhjDSffIQZb6+tPMaE5KKTx29OlOooGVruxgvBGJVBVJBKRtBDkAjn161I9tBJEsUkETRr91CgIH0FS0UCIntoHkWR4YmdPusUBI+lKIIRIZBFGJD1faMn8akopjGeVHtC+Wm0DAG0cD0oeGKQMskaMrDDAqDkehp9FAEawQqgRYowoGAAoxj0p+0Bi2BuPU45NLRQBC1pauxZ7aFmJySYwSaalhaJHHH9njZYySm5QdpJycenNWKKAIzBEZvO8pPNxjzNo3Y9M0gtoBI8ggiDycO2wZb6+tS0UARvBFIpWSKN1IwQyg5HpTkRI1CRqqKOgUYAp1FIAooooAKKKKACiiigAooooAKKKKACiiigApkx2wSHrhCcfhT6juObaXP9xv5U0B5DHKs8rRlgqMNxGSQOc4z1q419caC0X2a7gn3ruCochCfX3qjb6bdOcwE4xksw2j1A5ov7W1tURA0v2koDKGIKgnnrXQZFi2vZbyRpb2fzTjgOm4Yz0A9ajeWCEyRSebFISW4QEew+nTkVDaRz+WsnmiJVIC5YAn/AOtVp2OoAyTs4hjXG5Ux9M5x9OKAN/QNVspIWtbcCOdTu5UAS5+9jPT/AOtUt9p0F0klxbny7qNzvWTBMhHXGe2M4rjpLcLhtwt8LkKwPJ9Aa0l1SRIWS7gE20ridCQyD8/rQA5tDkvLkKimEMu9TKMEr6+/NWU0DTYEUvdPLI3QIRn8AOtU3vjq99BahpEtEP3mb58Y5ye30961Jms9Mu4ZgdrxjnA3buOMk88ZFAGE0sMF2Ps8jIwB3M4+8c+n0qyxa5wfMMxIycr8p6/1qhdCO6v5pIyiLnI8oEL+vSpreWCBXVpDJJnEatygHqT347UAS39uboqIEkeQKOMfKOx+lZbySxkxuNrDKnI5q9d3QkOzeSoA+UcDPt/9emW80MtygnUGPOCy/ex7+tAFa3srq4TdFE7JkjIGeav/ANoJHClu8bBFXaVBGGH1+tTyLJaSMlnJKka/MUVzuGOh9O/So2htVctdvukIBCjnnIz09u360AJ9ts5URcCKUfKHJJCiob2ZW2QRypIOmVzjmtk2mnIIR5sSsVLO0RHII9TWJPNb4CwW6xbG3Bs/M4oA0Y0gFl+7kKyIAME4VvU9OPWsWeBj+8jO5SegH3a07aI3XlfM32fJPB5Uj2981eaF5plWC1Eyp0YISXJGCzDjn0A9BQBjW1xcGcQm48vGcNjdj2FdNHp9m9kLia3imTjLljkHH685Nc9NZtabZbiCaMNx+9AAbtmtG1M1vbxTJOWt9xEYDFFDe59MUAT3dlZ5KvA0TOMhwpGM+2O1Zs1vHZSNB9n82Xg7WwQPQ1pQTyzGQRkxx26+YVL7gh/2fpk9TWLNd+bPcT+bKrttCMrdvQ/hQBe020iupIo5gFiAJeItgKemc/8A6ulQzxW9jdSRTr9pCHjYevoCTyB9K07S60zTrIkyqZg3TdvZuPyA+tZm0ubiQ4nEhzKY1Lbe/DdPrQBa0pYobyK4jdmTkBWXDfd5OM9M8Vuf2kqqduVbqOox781z9u8S+W8fKgZJBz1PQ56etXgVdBsbcXPAHt/Kspq7NYPQoXtzJbSSeQxEUpJ57E9ayWfjGeK6VTwSy8A9TyaDZwk8whfYjBqlOwnC5y+c1o2urXdrbpDb/Iq+g6n1rZWzt9oIVefanfYk3BRGMknjpihzT3QKDWzMaXU7m9Cx3qebED0UAMPoao3EIWQ7VIU8rkV0ptowdoUFvb1qnc2ZlhxsYhT94DpRGaFKDMWAjfsYna3HXirK2pEjH+EjGO+aa9lKDxG5HsKYjvbM+eGIxg8n/wCtWnoR6j/MW3UxqgLdC+efcCo/O9EWo8k+/vQFZjgDmgVx5lYnoB+FHmyYxvIHtQInPRT+VPFrIf4TRoGpGZHIwXJ/GkzU4s5OMr1p5sWUkNgY9aLoOVlUZJwASfauh0HRWeZLm+TZEvzLG3Vz7+1UodOcEMjgHsVNX44rqIj945yPXNRKXY0jHudSboFiO3rSi5UjGaxI5HReWkz34/lU0dwq8A/QYNYGxpm4Xpj9Kc021vmAX61QE4yc8cZ54qUShgRgfn2pDLJkVlwuM/WmHkFgmT9Bmk3Hsowe9Pz2J6UCGbFJ+58x64UVsaIAI5cLjkfyrKYgjDMfb3FauijEcv1H8quHxEz2ItE/482/3/6UupXLR7YkOCRkkdcUmif8ebf7/wDQUanbszLMAWAGGA9KxxPNyvlCla6uVjHEbd54XlVkIGW/i+lXbS8U2xed1XYcFicZqlczwTRqkSyLt4VeMVatbFGtitzGG3HOD1X0+hrnpfxPd2NJ/DruTWm6SSa5ZSokwEBGDtHc/Xmn3lylnZzXMn3IULn3wKZas4aS3kYu0RGGPVlPTPv2o1K0F/ptzaE7fOjKA+hPSu3qYdDgbJ7rxVNfXN5d3ccduoZILVd3BPQL3p+g6/JpuuLY/aLiewkcRgXK4dCe+O3Pasq0ht9NuZoNWnvrG4Rhg244IH48+xrRtYn8U+LReW8LR2qOjO57BcdT/eOK3drEHd3t3cQ3lvbW0Ecskyu2ZHKgBcex9aZb6on2aSW9CW7RzNCQrFskenGT+VTTW7yapbXQK7IkkVh3y2MfyrPn0q4JEqFWdLqSYIJCm5WGPvDoRWOhRfOp2QMP+kqfOGY9uTkZxnjpz60q6lZvM8S3CF4wSw+nXnvjviqVnZXNhdCW2t4SksarIhlOYyCSSDj5s7j+NRR6Xd+VDbP5IitfNMcgY7pCwIGRjj73P0osguzYiuYZmKxSq5ChyB2B6H8aiOo2izyQGdfMjBLjBwuBk5PTpVbRrCbTYzAzK8ZCsGzlg2MMCe444P4VBJb3drY6jAY42t5BNIJAx3fMCcbcdc0rIdy9HqtjLHK6XSFYgGc9MA9D9KP7Usvs4n+0KI9+zJB+96Y65rKbTLu/tkmkWKF1giSJFcndtYN8xxxnGPanraXiXUJiskXa5nkL3LNubbtHzEdQOfyp2Qrmsl7bSBSkysGj80YPVP730pj6lZJJHG1wgaQAr7g9Ppntmsm20e4mghFwWhaG2e3xHIRubdweOqmnx6PMkwEkazwyLEHHnsgUoAD8o+8OMiiyC7NBL/ddiIogiaRo1l80fMwHIA65yDn6VPNd28BYSyqhVN5BPRc4z+dZcGjSx3cdy8iuyXTyKOyI27ge5JGal1PTJrq/ju4XRWhjGxX+6zBs4YemPyNFkBbbU7Jbn7O1wgmzt289cZx9fanNf2iwpMbhPLdC6tngqOp/CsmO2uru6vIRHGkBvVkeQt83yhTgDHqOtMi09roaokDgxYeG2LAgKWO5/wAA3H4UWQXNeLU7KbPl3KnBVTwRy3Tr606bULSBWaWdVCv5ZHJO7GcYHfFUL3SprqeRg4CuYOjEEbCSee3XimJplzaXIubcrMyTu4WWQ5ZWUDlvUY/KiyC7NCTUrOKKKR7hdkwzGVy24eoxTBq+nszqLpcoMtwRtHvxVK30+9sXgmgWGaQI6SIXKhdz7sqcdB0qa806e4j1MK0Ya7RFTOcAgYOaWgXZorNG0rxK6mRMFlB5XPTNPrP07T2sru4lL7/OVNzH7zMM5J/OtCgYUUUUhhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTJh+4kz/cP8qfTZRmJxjOVPHrQB5tNqDS4me0hlcYTY7Nu/Fceg61VntFmiF3HGG8xsCHZtxgcj0GPz6Vuw6LbPLnNwlwGBW3lcPlfc+mc1WbSb+DUVWzhkWMSFgsrKyA+v09K2U0yORmOFtXKo1rbhdmSxmIwR6j+97CiQxLEk/kW7KVO1DK2T6Egn9K19S0ezt7tUS0nlncAkQ/KCSeSOvSr9lplnboLifTZYI7Zdyu8igs3fIPel7RD5Gc1CQiGdPLySCWQdB3BU/z9veqrW0byyJEIyVIJOdox+PeuytNM06/tZpLNTFPMu87n3j8PSqSeF5/LkE8KEMco3PB/DmnzoXKzAttPmSVngtmAK5XzWByPYDr659qc1vcXDSLFIZxgFw3yKo9ST15zXX2ugEb3DvZyjBJtxl2z1BJ7Z9K0YdOjgtkjj3ykOd2Y1BbPX2/Klzq2gcp53/Z0LCR1kk2KwByPz6dqdeaPJI8s0cytEoyHk4z/ALI9T9K9Fk0mxUEmd0EgKsu/OQe3t+FZSeHlS4XzJpDbwv8AuShLNg9mz1/CjnHynHNol/ahBNZPvPJLDKgHvUqg+XE0ltHI2MRq2QPbIHQ+9dfqWmy6pLmHdAsCfLLMhO/PcAce2MZrJttKW6vjCJXiAGG6o6p2ODyR2pqeguUpXUd1aIt1fCVGZhtZjuQjH3eDz9e1Ed5aSJuuLowzDJDI3mdccYIrpU0a2sYk866SaEuAIp8tHu9fbJqvdWsTuiz6ZZsofashVgrA+mB6+tTzdyrdjmHks4pWa523JchyYwAxGOM9hn6HrVKHT0uZkAk2CVsRqwJwfQ4/mK6m1sLVC0V5LFLLnac2TYUdBg91rRufCtuYHEMgRtnBQbQnTJGO/FVzonlOTsrWW11qJYrqC68vhvK/hUdTjHOKvXGuRxPGkTSSxbSrMmN0me+O31roLKzW1twsslndZB3vJHsYp3JOOTn86hufD9vdEtb2727xnZuVSA4wCD2z9RRzhynLnUY7yWOJI3KRE5if7p46knpTZ4Zo082IgxFdx2thS3YgHHT0ro5tCt4rIzT2dxJM5wzQ/e/75HGPSmx2elJKJryyu4AxwvnSFeQOuKfOg5Wcyn2mfav2fJcZUjkvj0HT8DUzpDdEzKgWYIVbBwd3Q5XHSt5bFY7aWb7XDDaueZH+8jDscdT3zxUR0m2dlVtRi8uc5Tyvkc8evQ9ee5o5kHKzBewURQqmyRcfKwjO1ucHJHJPTjFWbcSWcDw3+kS+TJJuAVCMH+tbEekJpEkKi7eXzDuiB+5G2Mbs9c9gKpTHU/PlaclZNxBkA/1h7E5447fWjmuHKTObCe1AtURjwcgbSvY5H9fWo5QUG1EJz0CHr+NJDppjn+0vETyVaTbsVTj+71JPrVl/L3dlYc8k8VEnqXBaEMIYRhyGycEgdKkZiC33gAcdOPypTGnmhTtwecspHP1zUwh3bQpYJ1BH61BZXWFZecuDj5uOQPYVKUAPE7RoBlt2OfqT0pQrgkqJGAGdwwPwpkp8iQFrbag5Ziw+U5/nQMSOYyFfkz3+VTUgkjZT8rnOegxkjsT60iSJJyjld54LgEj2x3p4lLvh3DlRggJjBzSAaGiOVcEHk425BqNbe2mAJg27hkBkwT6VYZ4/OXAIyBlscDmql5bST/8AHvcPBjAO0HBJ7f545oTBlhtKhYOVjwB6AdaZ/ZcQjDoAOO65otLVbdI45XLsDw6gjnv9frVp4C7Id0gCnO0Nz+IzRdhZFSPT41Xa/khjgDOQT+dKliFJUbW9kHT8atr8rbZG5POT3/8A1Uu5kQ7Vwe2G5Iz1oux2RUa1dSGwSvXHT+VNUKFYeWPptIya1EAycGQYHrxSsS6uBnd6bc0rhYyDFjiODnB3HoR+fBqTyiVDMqhvU9R+VXUMbo6yorMDgsOASfaho4y3l7QwIGSBgE4p3EVVAI2KzrnndtIPHP8AkUkaTEgm5Zs4PMXT2qcxmZdyuUA9sH/63SnS2xCqpy652nBAx7/ypDI3JLFmMW3nOUxz70yDUImcW6FHIXnbwM0y8Ty5AxhLSMBjZzikido9+yMOo7HCEn8ulMRbWb5CSn3f7rZyaDeQ5Qb2DFTkdcex/wDrVXjnKRlWZAMdhgZPQipEk8wFWVGPrjA+tKwyyLkNgxyqc9Mjmt3QGLRTEuH+Ycj6Vyu8FBuL7GJ+6CSwz3NdH4XK+RcBVCgOBjOT071cNyKmxLon/Hm3+/8A0rQrP0T/AI82/wB/+laFEt2QthoRQ2Qq59cU6iipGV4v+Qhcf7if1qxVeL/kIXH+4n9asU2IhuLS2ugBc28U2OnmIGxT4oo4IxHDGkaDoqKAP0rC1Lxhplhcm2US3UynDCEZAPpnufpVvR/EFjrBZLdmSZBloZRhgP607MNDVopM46kClBz0wakYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFI4yrfSlpH+63HY0AYcM0XzLEFc42/MvP0qJr6WaURwbN0f3sqTt7YxUX2VopzPB8jkfMCox+FSRRzMhFw0bgjoExQiiRtRlgddlvJNKx6hQqovc/1p9wItQRZJ4nlTJH7lsgj/AGu1GV/iQYAx04pyHy0CxIkaZ4QLgH8KA0M2xWyhWSa2tzpwib/WhQ29c8j2Bq2vivSJGkj+0MMEKA4xu+lJfQiWCW2lMcC3A4ZO5+lcy/g+4SVXF8rOvK71ParVupLv0O7E0cnJYnHIBGKRpVlIBhZucex96rWP2oWqLdssk2Pm2dCasSyTImdp9eetICsmnrHcTOkqpHJ1jAyQ3qCen0p6acjXBuTJM0ijglzgfh0qtd6uttArCNvMZu8R2jnkkim6ZrkV/LNCJDI8Zw2xTtYeo9KLLcLstLILgTKUuEKYy5GN4HcHvmoXtInuHuPLKS+X5cTc8ZHf396vSuVTeTtA6kDPFLsRzlmzx029R2osFzNis5Gslt7iSNQPlVEGMj0yc5PerdlHHbxpHEv2cRt0wD5g9/8AGnzRR4U7FkCcjI6GkiubcyBHlVGA6GgCRL+2M3kGdHn5Kxg/N9KWC4ZoBNOjW5Ocq/BX61WeOye52r5YkfnKkBm+pp5s7MjdLFj2YlgPrzQBMURzG3ysMEjHT1JFQXd20ZjSGOR3+8fL
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" alt="Какие экологичные материалы используют в дорожном строительстве" title="Какие экологичные материалы используют в дорожном строительстве" /></p>
<p>На передовой практики возведения дорог в настоящее время стоит акцент на применении возобновляемых и менее вредных ресурсов. В значительной мере внимание уделяется использованию переработанного асфальта, который после старения и износа проходит этап переработки и снова входит в строительный цикл. Это не только снижает количество отходов, направляемых на свалки, но и значительно уменьшает потребление нового сырья.</p>
<p>Дополнительно, стоит отметить набирающую популярность технологию использования пластика. Отходы пластика, прошедшие необходимую переработку, преобразуются в добавки для асфальта, которые повышают его прочность и долговечность. Такой подход позволяет сократить загрязнение окружающей среды пластиковыми отходами, а также повысить качество дорожного покрытия.</p>
<p>Разработка и применение геосинтетических материалов также заслуживает особого внимания. Они используются для укрепления основания дорог, предотвращения деформаций и улучшения дренажных характеристик дорожного полотна. Применение этих материалов обеспечивает более длительный срок службы дорожных покрытий, снижает необходимость их частого обновления, тем самым сокращая расход натуральных ресурсов.</p>
<p>Проблема утилизации резиновых отходов, таких как использованные автомобильные шины, находит свое решение в дорожной отрасли благодаря их переработке в мелкодисперсный каучук для использования в асфальтобетоне. Такие добавки не только повышают износостойкость и эластичность дорожного покрытия, но и способствуют уменьшению шума от движения транспорта.</p>
<p>Интеграция всех этих подходов в дорожное строение способствует развитию более устойчивой и менее нагружающей окружающую среду инфраструктуры. Они влияют не только на качество дорог, но и на улучшение состояния экологии в целом.</p>
<h2>Экологичные материалы в дорожном строительстве</h2>
<p>Применение переработанных отходов для укладки дорожного покрытия значительно снижает воздействие на окружающую среду. Одним из наиболее распространённых примеров служит использование измельчённых шин, которые добавляются в асфальтовую смесь, повышая её эластичность и долговечность.</p>
<ul>
<li>Битумные смеси с добавлением пластиковых отходов помогают решить проблему утилизации использованных пластиков и улучшают характеристики асфальта.</li>
<li>Использование дорожного покрытия из геосинтетических материалов увеличивает срок службы дорог и снижает потребность в их частом ремонте.</li>
<li>Внедрение стекловолокна как укрепляющего компонента повышает надёжность и морозостойкость дорожного полотна.</li>
<li>Применение вторичного бетона, полученного из строительных отходов, сокращает необходимость в добыче нового сырья.</li>
</ul>
<p>За счёт повторного использования материалов сокращается объем строительных отходов, что положительно сказывается на экологии и экономике. Также, внедрение новых технологий в реконструкцию дорожной сети уменьшает потребление энергии и других ресурсов.</p>
<p>Использование в строительстве автодорог ячеистых блоков из расширенного полистирола не только улучшает теплоизоляцию полотна, но и уменьшает его вес, что сокращает затраты на транспортировку и укладку материала.</p>
<p>Внедрение вышеупомянутых приёмов демонстрирует переход к более ответственному и устойчивому подходу в области автодорожного строительства, акцентируя внимание на существенной экономии ресурсов и минимизации воздействия на природную среду.</p>
<h2>Применение переработанного асфальта в новом дорожном покрытии</h2>
<ul>
<li><strong>Сокращение расхода природных ресурсов</strong>: Применение переработанного асфальта уменьшает зависимость от новых материалов, таких как битум и щебень, сохраняя природные запасы.</li>
<li><strong>Прочность и долговечность</strong>: Исследования показали, что покрытия, содержащие переработанный асфальт, могут обладать такой же, а иногда и большей прочностью, по сравнению с традиционными покрытиями.</li>
<li><strong>Снижение стоимости строительства</strong>: Использование переработанных компонентов обходится дешевле, чем покупка новых материалов, что может существенно сократить бюджет проектов.</li>
<li><strong>Уменьшение объема выбросов CO2</strong>: За счет сокращения процессов добычи, переработки и транспортировки природных материалов удаётся значительно уменьшить выбросы углекислого газа.</li>
</ul>
<p>При применении переработанного асфальта важно контролировать качество и состав исходного сырья. Систематический контроль и сертификация помогут обеспечить долговечность и безопасность нового дорожного покрытия. Регулярное тестирование состава сырья и готового покрытия дает возможность предотвратить раннее разрушение и продлить срок службы покрытия.</p>
<p>Таким образом, внедрение технологии использования переработанного асфальта представляет собой рентабельное и экологически ответственное решение для инфраструктурных проектов. Оно способствует не только экономии ресурсов, но и повышает устойчивость окружающей среды к негативным воздействиям.</p>
<h2>Использование геосинтетических материалов для укрепления основания дорог</h2>
<p>Геосинтетические материалы, включая геотекстили и георешетки, применяются для повышения долговечности и надежности основания дорожных покрытий. Они способствуют равномерному распределению нагрузки, уменьшению вероятности деформаций и предотвращению образования колейности. Роль геосинтетиков заключается в укреплении слабых участков грунта, за счет чего происходит снижение требований к толщине слоев покрытия и экономически эффективное использование строительных ресурсов.</p>
<p>Применение георешетки обеспечивает стабилизацию земляного полотна, предотвращает смешение слоев грунта и увеличивает срок службы дорожного покрытия. Наряду с этим, геотекстиль в основании дорог выполняет функцию дренажа, предотвращая насыщение конструкции водой, что важно для регионов с высокими уровнями осадков.</p>
<p>Геосинтетические изделия улучшают эксплуатационные характеристики дорог за счет армирующего слоя, который противодействует появлению трещин и дефектов на поверхности. Такая технология позволяет существенно снизить количество ремонтных работ, связанных с дорожным покрытием, и увеличивает его срок службы без потери качества.</p>
<p>Выбор конкретного типа геосинтетика зависит от характеристик проекта, включая тип грунта, ожидаемую нагрузку и климатические условия местности. Спецификации и правильная инсталляция материалов осуществляются с учетом данных параметров, чтобы максимизировать эффективность и долговечность дорожного покрытия.</p>
<h2>Роль промышленных отходов в производстве дорожных барьеров и бордюров</h2>
<p>Применение промышленных отходов, таких как золошлаки и стекловата, в производстве дорожных барьеров и бордюров способствует не только утилизации отходов, но и созданию изделий с повышенными эксплуатационными характеристиками. Использование отработанного бетона и стекла позволяет снизить расход натуральных ресурсов и себестоимость продукции, при этом повышая её прочность и долговечность.</p>
<p>Инновационные методы обработки, такие как ультразвуковая обработка стекловаты перед её использованием в композитных материалах, значительно улучшают адгезивные свойства готовой продукции. Это приводит к увеличению срока службы дорожных ограждений и бордюров, а также к уменьшению их склонности к разрушению под воздействием внешних факторов.</p>
<p>Процесс переосмысления отходов в качестве ценного ресурса требует тесного взаимодействия специалистов в области переработки и производства дорожных конструкций. Внедрение стандартов на использование подобных отходов мотивирует предприятия работать экономически эффективнее и экологически ответственнее.</p>
<h2>Вклад биобитума на основе растительных масел в уменьшение загрязнения окружающей среды</h2>
<p>Биобитум, синтезированный на основе растительных масел, представляет собой перспективное решение для сокращения выбросов парниковых газов от обычных битуминозных покрытий. В процессе производства биобитума выделяется на 40-60% меньше углерода по сравнению с традиционным битумом из нефти.</p>
<p><strong>Отличительной чертой биобитума</strong> является его способность быть полностью биоразлагаемым, что обеспечивает меньшую токсичность почвы и воды при его утилизации или разрушении дорожного покрытия. Также он не содержит вредных полициклических ароматических углеводородов, которые часто встречаются в составе обычного битума.</p>
<p>При использовании биобитума <em>снижается энергопотребление</em> на этапе производства и укладки, так как он требует меньше энергии для подогрева до рабочей температуры. Это приводит к общему уменьшению энергетических издержек и улучшению углеродного следа в процессах укладки асфальта.</p>
<p>Альтернатива традиционному битуму также <strong>поддерживает сельское хозяйство</strong> за счет использования при производстве масел, которые могут быть получены из вторично обработанных растительных остатков, не конкурируя с продуктами питания. Это создает дополнительные рынки сбыта для фермеров и способствует развитию биоэкономики.</p>
<p>Использование биобитума стимулирует развитие технологий зелёного производства, обеспечивая продвижение подходов, благоприятных для окружающей среды, и устойчивое развитие транспортной инфраструктуры. Внедрение таких решений помогает государствам достигать экологических стандартов и сокращать зависимость от ископаемого топлива.</p>
<h2>Технология укладки дорожного покрытия с использованием водопроницаемого бетона для предотвращения луж</h2>
<p>Применение водопроницаемого бетона в строении автодорог уменьшает вероятность образования луж и повышает безопасность передвижения. Основная особенность этого вида бетона заключается в его способности пропускать воду через себя, благодаря чему осадки беспрепятственно проникают в грунт, не создавая застоев на поверхности.</p>
<table>
<tr>
<th>Этап</th>
<th>Описание</th>
<th>Преимущества</th>
</tr>
<tr>
<td>Подготовка основания</td>
<td>Основание должно быть тщательно уплотнено и выровнено.</td>
<td>Обеспечивает равномерность укладки и долговечность покрытия.</td>
</tr>
<tr>
<td>Смешивание компонентов</td>
<td>Компоненты бетона смешиваются в строгом соответствии с рецептурой.</td>
<td>Гарантирует высокую проницаемость и прочность материала.</td>
</tr>
<tr>
<td>Укладка бетона</td>
<td>Бетонная смесь равномерно распределяется по подготовленной основе.</td>
<td>Создание плотного и ровного покрытия.</td>
</tr>
<tr>
<td>Уплотнение бетона</td>
<td>Используются специализированные виброплиты для уплотнения.</td>
<td>Повышение прочности и предотвращение расслоения покрытия.</td>
</tr>
<tr>
<td>Выдержка и затвердевание</td>
<td>Бетон должен выдерживаться в течение минимум 28 дней до полной нагрузки.</td>
<td>Обеспечивает полное затвердевание и набор прочности.</td>
</tr>
</table>
<p>При использовании этой технологии также рекомендуется применять специальные добавки, улучшающие характеристики бетона и его устойчивость к замерзанию и таянию. Это позволяет сохранить функциональность дорожного покрытия в различных климатических условиях и увеличить срок его службы.</p>
<p>Реализация данной технологии требует внимательного контроля качества материалов и точности выполнения всех этапов работ. Поддержание стандартов качества на каждом этапе укладки обеспечивает высокую эффективность и долговечность дорожного покрытия, а также предотвращает образование луж на дороге, повышая безопасность использования.</p>
<h2>В данной структуре каждый заголовок  выделен для освещения конкретного аспекта использования экологичных материалов в дорожном строительстве, от переработанного асфальта до инновационных технологий укладки.</h2>
<p>Переработанный асфальт представляет собой одну из наиболее популярных альтернатив в обновлении дорожного покрытия. Этот метод не только снижает отходы, но и уменьшает необходимость в новых сырьевых ресурсах. Использование старого асфальта, который проходит процесс дробления и очистки, позволяет сохранить качество дорог при одновременном уменьшении экологического воздействия.</p>
<p>Геосинтетические материалы, такие как геотекстиль, проявляют себя как эффективное решение для укрепления грунта. Они улучшают стабильность дорожного полотна, обеспечивают хорошую дренажную систему и продлевают срок службы дорог. Благодаря своим прочным и долговечным свойствам, они становятся оптимальным выбором для многих проектов.</p>
<p>Инновационные технологии укладки включают в себя методы холодного рециклинга. Этот процесс позволяет обрабатывать и укладывать асфальт при более низких температурах, что значительно снижает расход энергии и количество выбросов углекислого газа. Это делает его привлекательным для тех, кто стремится к минимизации воздействия на окружающую среду.</p>
<p><strong>Альтернативные связующие</strong>, такие как биоасфальт, на основе использования возобновляемых растительных масел или жиров, предлагают экологически безопасные и возобновляемые решения, заменяя традиционный битум. Такие инновации могут существенно сократить парниковый эффект от производства и укладки асфальта.</p>
<p>Использование <em>пористого асфальта</em> для дорожного покрытия обеспечивает лучшую управляемость воды на поверхности, предотвращает образование луж и скольжение автомобилей. Кроме того, такой метод уменьшает шум от движения транспорта, что повышает комфорт жителей в прилегающих районах.</p>
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		<title>Как технологии влияют на современные методы дорожного строительства</title>
		<link>https://aktaustroi.kz/kak-texnologii-vliyayut-na-sovremennie-metodi-dorozhnogo-stroitelstva/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 17:26:18 +0000</pubDate>
				<category><![CDATA[Этапы строительства дорог]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-texnologii-vliyayut-na-sovremennie-metodi-dorozhnogo-stroitelstva/</guid>

					<description><![CDATA[Применение интеллектуальных систем управления проектами позволяет существенно снизить временные затраты и повысить точность при планировании автодорог. Использование программного обеспечения для 3D-моделирования и автоматизации рассчитывает параметры будущей дороги, минимизируя возможность человеческой ошибки и требуется для точного расчета материалов. Безэкипажные строительные машины, управляемые дистанционно или программно, становятся стандартом в отрасли. Эти машины выполняют работы с большей точностью,[...]]]></description>
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alt="Как технологии влияют на современные методы дорожного строительства" title="Как технологии влияют на современные методы дорожного строительства" /></p>
<p>Применение интеллектуальных систем управления проектами позволяет существенно снизить временные затраты и повысить точность при планировании автодорог. Использование программного обеспечения для 3D-моделирования и автоматизации рассчитывает параметры будущей дороги, минимизируя возможность человеческой ошибки и требуется для точного расчета материалов.</p>
<p><strong>Безэкипажные строительные машины</strong>, управляемые дистанционно или программно, становятся стандартом в отрасли. Эти машины выполняют работы с большей точностью, чем человек, и могут функционировать в любую погоду и в любое время суток, что ускоряет ход строительства и сокращает периоды простоя.</p>
<p>Внедрение <em>GPS и ГИС-технологий</em> усиливает контроль за стройплощадкой, обеспечивая командам последние данные о местности и ходе работ в реальном времени. Это облегчает быструю корректировку планов в ответ на любые изменения в проекте или условиях работы.</p>
<p>Инновационные дорожные покрытия, включая смеси, способствующие самоочищению и водоотведению, продлевают срок службы дорог и уменьшают затраты на их обслуживание. Новые материалы обладают повышенной износостойкостью и адаптированы к изменяющимся климатическим условиям.</p>
<p>Анализ данных с датчиков на дорожных покрытиях позволяет оперативно реагировать на проблемы, такие как повышенная нагрузка или износ, гарантируя быстрое восстановление безопасности и комфорта вождения. Это обеспечивает непрерывное соблюдение стандартов безопасности и качества.</p>
<h2>Применение геосинтетических материалов в укладке асфальта</h2>
<p>Геосинтетические материалы, используемые в укладке асфальта, существенно повышают долговечность и надежность дорожного покрытия. Они выполняют функции разделения, дренажа, армирования и фильтрации.</p>
<ul>
<li><strong>Геотекстиль:</strong> Последовательность укладки геотекстиля под асфальт помогает предотвратить смешение несущих слоев дороги с грунтом, обеспечивая стабильность и увеличение срока службы покрытия.</li>
<li><strong>Геосетки:</strong> Использование геосеток армирует асфальт, улучшая его способность сопротивляться растягивающим деформациям, которые вызывают трещины и колейность.</li>
<li><strong>Геокомпозиты:</strong> Сочетание нескольких геосинтетических материалов (например, геотекстиль с геосеткой) повышает их эффективность и улучшает долговечность дорожного покрытия рабочих характеристик.</li>
</ul>
<p>Важным аспектом является правильный выбор материала, базирующийся на условиях местности и интенсивности движения. Например, для дорог с высоким автомобильным трафиком предпочтительно использование более прочных геосеток.</p>
<p>Также следует учитывать влияние климатических условий на выбор геосинтетиков. В районах с частыми осадками и перепадами температур особенно важно использование материалов с хорошими дренажными свойствами для отвода воды и предотвращения разрушения дорожного покрытия из-за замерзания воды.</p>
<p>Процесс укладки геосинтетических материалов требует кропотливой подготовки: не только тщательный выбор материала, но и обеспечение его правильной установки. Несоблюдение технологии укладки может привести к снижению эффективности всей системы.</p>
<h2>Использование интеллектуальных транспортных систем (ITS) в планировании движения на стадии строительства</h2>
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uZguGBGDTLdGMZK4ZieT0JNWA+yHYwBCEbgtMS2HmsY5FKn5sMeRWLlpYqSH22Y153g9g3JomY7XGM8Z247+oqWOMwuQSNr84J6GoZ5HitygPzD+XtWW7FYjSNBahpyGb7wXpx6GmW14jybAoUt1b+lEyytHCchvx5PFVpIZHmCxRMDgZ6datRT3E0aMx4JQqABjnr9c1K8W8x7WKsvPuazokuY2KSRjYvUH/PNaVtFI5Mkh6jAA5AqJKxSKqxsbgOQW4J+bpup8+BFh2LO+AVXt7VNI5dnUM8aDgYwAT6VEISuHwxzjJxz+XeqTBxuXo22Q+T8iKo5UdqgKBWGzk9xSmSJImZGK57he/wCPeq7h9yFRl15BfuPWpS6g3fQV9ghceZt25OwDvVSzcwMAyO5YfdzhVH+NWEP2gsBheBxgYB+tVJJ3inx5m5YzxngZ9a1jroJq2pOXaedTGrLsG04Pyn8alS7tUCwA4UghWB5JFVLu8nkhMbPIM8EYwKZZSSQqqw2pDMBl2zg+lHLoK5NcrlDcoGATB2sMjnv+NSW1w13GkEoMYJ+XaCuRUyXiPM7yqDtACuj5AP8A+umSXsyywpNIAjcg9SMe/aluiiv9imRZZo+EDY3E4J7dKgkmlgBS3UhGPJ6bhWvPqtrCrAbfLTk7cnP+c1QN3DdSKwk3McbfM4Hv9Kab6oaRdsJ4vNVfs4hYxYAXvk9cd+lWSYG2Bi0bEnYfp39qZcSQCJWljU5GAVGSKgM1okiNJO8rxjjPHWsH7zuhjdZ8oKAuNy5JHrx396z9Ot/7QhdXIRlbI5xxjpV67SK8mW4jVxkADb/Eff0qlDO9vdO6oJFxj5fw5/StYfDZCXmXZrhJ9kLs7Yx06fSpLdY0nlWOPYGUHOfTip41iIyoRTtDcdB70LKt1MrBgAikY9Qfb14raSutDJbFR0IiUjlupp2T9lkYJglTzntSXI8lX+bcoPTvUSzr5LCMnlPTpxS1sTfUbduzRR7myxx1GKsNbukSlCCW7CoZ2LW6gkHGDitJXVUCvtyeuDTu0jVK5gXalJvmbO8ZxirOn3SQAiSMHnII6irOowIwDoApAH4/SqIEke3djA5PGa2upRJehdkRbhmYrj09arqjLKAnGeOKla7jMZCqc+3fFWYRC6xzMhDhchM9Pc+tZ8ziTuyq4aKaPcpb1B705JFnJPCyYyBjg1cuZovJLv1UjAqK0eKOEowBcOyg9zzUuXu3LskivMI9/wAqKwIO44xk46VBGAqBmX5s/Lnoc1LPLukXnGD0NRMrKSNuQPTtW1PYzlsmX9OiKhpJAQg4X5up+lPmmJcMvQHB46VBFMPLAkIIz9MU2JiJDERuUfpQo3bbBytoTzuGt8Hr0IHFRz2jn955oYAfdPX6USqMvwMnJHNRMWYEeZxjoatabA5IWKAKpZlUruGcHOBVqVxtBwc9qi3iNcZ5I5461Gj+Ym3JI6ZPFS/ed2Z3JSRtO5QDnkgZrPumJlJBUhf5mr0gCQ7RwuO/86o3aKqIeA46j1rWnuDJkmAXG7duGSxNSueFO7PPOfSqIkOCoBUelXlgAjjPLOeSD3pySiOLJ1cKzYHGep7CqnnJ9pcFCfbNW3IwyqMbRzWexe3uPmwWPpWUI3Y2x0qKzAr0yCfarsrsFVhgepPeoGWSWNcYfJ+bFRTEM8Z3E9gPatLXHzaE8rBwScnpx61TZOoxirrQs7KDwADnH6VEybpMZ6jNOLSHJFeICJ93OR6U+e4EsokVRnp0wDUzZQ7tyhgvb/CqYKgD5c5Hei3M7iWmgrkBAykg5HFSbVBXarMc5Y9qVlKwuMZAYUgds7lGeQcetSwYshj24z8o9v5VXkjKEmI4z0U96uTFJLUkqQ1VgcoAWJ44qYjkCSPjcE4A+uKsxBjDGqg/Nye1VFJ3bWfaD61f01I8ld2WC9SP1qalkiUrsWSMKVUAnHeq00Yck5x2Oe9TXMjggbgoI64quFlYo8gO31JqYK2pbfYaItnKsR9O1TJKXIVjnPb2qC4Ee8EMA2MAEcYpHk8kYRh6girS5iGWywDhM7ccYPelZ2zhScg8+1UPMZypPJByasRS/vmJzhh+R9K0dOwkyZpXYMqyEBzg4PWlZwm1d/QVWYg+3PY96dPksAhzt60uS4D1mIj2b+GOSvvUsdw8U6urFSP7tVSFxk5Hbil7lQQ/r7UOIXZPcXRkUu2SwODk9KbYamLe6HGExjB5FQXMEvO1WYEdh1qulrKIhKYWKHvTioW3C7vc9AstRt71R5cgLYBIq0RXn8UuxV2MRjv0resdceOMQuokIOAScYH9alxsdEal9zoaKqLqMRVCwKll3YqzFIJYw4GM9s9Kk00YtFLRQMSlopaAExS4qOaaO3iMkrbVH61nf27AdwaGVR0yCKBNpFXVtRmBkiwY0VwcnIJGORXPXmoXM+oNLklyRjHQAGrF7O8k7P5jHvl2yaqwoceZkAHrxgipv1MJtlie5lkZBIzN3wTTUQZZmIGf1pyYLuCo56Z6GnFlEJJ42nnnNZNiRXjUb3KYbB5JNTW4OWHPrntUUAiG7bGJN5/vYIrQEPdieOw6AUTdi4xKqMsUpOyMke3Iq2k3mx4TPPGSKjmGH+UKMc9OKlgAXJMwOD/Fx+ArKW1zVKxRvrVwzkdMZPFQWvzxNGfkK8jHUnNaczbd5wGOOlZcTmSYgquH64+hrSN2iramtDAjg7wDtPUHvSPbxp823dwQMtyBUNukiwRxs5Tdyxb+dPvFaER7W4UYLE8g1zyvcl6kM0bPEoJCR9QVzx7kmnG3M9usm/ayN1fkEVEt35dzskzJGWwD2rSa4jWEMqgqSOAeOTQ+aIJXMlomRsqfmU9ffFCSiNy0kP7wjJbaadehXLhWEaq24MDUbhyBtbJAwRnjNaWutSWi9HMhclHQuQPc1YUsUUhG2E/dArO8pFdJFLKVUNnHHvWoI1SE4+8eSSc1lNJFxRSeZbediWIzyCOSfbmrNupkUvuZc9Ae2aqXUSKNsaMxbnIGce1FrKVEZw+COQe7ZI/pTa00FHqXWjcImQhCtkgnr71WlWQNvZi/dTjFWWjZwCSy88AdqikKLHxNliecjr60kw5SiFVgDtG0NzzzUr2IZQ4Qrg9TycewqOKVAcsOQSAewq58g2IHI6nLHOattop
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
TJphCYOZw5IyOgx9KwqQjLc3hJrYme/hSYyW7SMgGQJGORz29M11MWm208MU9zYxm4ZQzlhzkjnNYug2ltNqck8iWyeSAyxxZ2g5OCM9sfrXUPdW64Vp4lye7gGs7WZV29yudF085YWcYb1XI/ka4zUbhdPuJ08w+U0uFjH8I5BH6V6EJoBGx81OB61wUwR2uzOAI3XduKgsMkkbc/0rWnHmM5SsZb6jYIQ0SXEjA8rJgL+nNdf4JjaW0mvR+7jMjYT1wAB+XNcJOhSRjGHMfZtnb+Veh+HYDaeF7OXBw4LOo7gsTn8qmehcXzMxfG4Egt5I2B2Eo341qw67p84WOIy7sY5TFY3igpPKkgPAnkx+QqhaTtbSbonKjuR3renBSV2Y1JcrOmk1O3J24lx6+WcVGt/DndukCj/YNZTardElfNABPsakS/uCuWmT2BUV0chz850ELxyxh0OVPINO25+lU9Olee33yNuO4jI4FWiR2FczTTsdCaauMbr75pyjgUjg8fSnj7qdOladCOpDcWxnt2jDugfALKcEDvXCXS36zyxN5jCNyvB6YPp616H1TmuX8TWEaz/aVt42WT/WMQSd3r1rLc022JPDV7c3E8jyFBBbxZ8qQA7uuAM+/XGKsXOqaQjl30e3YE8nr+dY+hXEtlehbZkjE2I3DIW3D0HpXero1jFGsYRmUjHzEHHfjisamjuzSLuit/alpFokM0QigtwoZQo+Uc9BVGbX44/KhF1tbYGIVScZ5GePStk6ZaZhRmcBMiNd4HXrgViQ6fbXMmpGaMOEnOwdhk9/WsqkI1NGzSM3HoQvr+4Hy7lDtGW8wlSfYccmlGuQHn7U/wD3yam/sLTWtyZLSFc8ggYJ/EULomlx9bOKT+f8qzeEptDWJkuhF/b0H/P5J+TU069D/wA/kv5NVe80iym1COFbNIojGz/I+Dke4H6VVSXTbKzDzaatxO5IITA2oMc8jrml9Uh3ZX1hvojQOvxj/l8m/I1E3iKRXDLeExZwRubf9cYxitaDSNJubeKaKzhaKQBlOeo/75qrq1jo9hp0t7PYpt3AeXCQOSe2RxRGjTTsDqya2RHFq0942be7Yh3KhScEd+npit3JJG35FPJOOW/DsK5HR1sLmW6urWGSOOO5h8pScEKxwy/SugGpaG2ofZobl3mOR5e4lCfTJ71aoqF+Un2rfQ0iuxTge+TULEhcsMZPHqRTUhjt12RNMV64kfcBTj14BJxwDSsaJ3QwTFWwq59+wPpUqStnJCgn1pvlqfvHaF5ODj/9VNZyXAUMo7HHUVLKRYBB4B+uOKqvZwl2CLtII/XmpIpCcbxluvXOKmRSHZ8D5scfSjVCKElrN5sTK4Ijbdgd+CP60XMr/wBnzliT+7bqfatMpkdCKoXVp5qsrHAYbSQccGqUhcvYmEW2KPdtGFHQ+1VJ41fUYSDk+Ux9OcinoTAgBkGDwMnI/Oo3ljfUY9xx+5YcfUUw8iQFVbDflVbTmU6fCDxwece5q3tUjJJI9lPFVdMeJbCLem7j+ppW0DqR3jIs9ocAfvT1/wB01MsjEFiuFPQg53Cm3bK11ZbVwBI3Qf7JqyEUDnAJ6GhgluQST7HijMfErYDDjGBmpWkl2ncSB0BzVO7Vjd2iruVt74z1+7VpE2Hdvfceo3Eik7CQgk3A7iCM7TkdfrUgUcDHOOB2qrLKbeAzfMWDbcA4zlsD+dTTO6AttY7cZx3pMpFSSK9eF0yFOeMYxVqNZRCqyONyr8xQd6EKv97OPpQ8GDgNJt6gKev40XuFhDuaM73/AF5qzahRkB8HHcVGyssXA8wkcBjuIPpn0ohjmwu+OMfL90Dp+OaloFdFLU9RhtZEjclpGIAVetKwu2P+ojTB/jfJ/QVz2o3GmlllhN3JJvXDyYVQcit2XVbC3Vw95GpPIAJYn34r01CJ57nIklYQKrztjPHyqTz7CnNdW8FurFJZWZs7Nu3Ptmpraa1mjU/a4QdpIAkGfx54ouJIFjiaJomZXViy5PA61hUcW7JXNY36shF3qc2BBbJbL2Z/mb8z/hVe8sJXhklvbuSdlAOATtq7canAsgQPvkI4SMFmH4Co2i1G9VlFsIYm/iuG2nH0FcylO+isaNL1JYbKyt0+ROfUjJqO9ljMDxI4BI6Hr19Ksrpu5t9zcySsRgrGNi/41aihhtx+5iSL3AyfzoVNt3bC5QjW7lBMcLIp6PKdo/xqWPTzuLT3Ltn+GIbR+Z5q4XBOeSfejk+1aqkkK4yG3gg/1cSKf7x+ZvzNSF8nPJPvQI8nHJNLgLVpIAG404L603fngCq730SyGJGaWYf8s4huI+vYfjTEYGs3M8epTWlvdMsjvlIdvBBHXJOKz21G5hPlbLeVwOWT5vzI4ra1C/gZiJ1t1I4wqLNJ+f3V/M1mtqKQndb28cBPSRlDOfp2H4Ct4NpGM2n1I7ewu5lM8/7mEnO5ztX9eT+GasoLOAbVEty/+z8i/wCJ/SkuoLhb5EuGa56NI4O7A789qnt7NzfC5si6qpOwEZA7ct0/LNU5X3ISZEl3cXHmR25SJEXLLHhOPr1JqOOzeaDbsaOcvxxn5foOa2oNKjRt7kBicnZxn8ev8quxpHEu2NQo9qh1Oxap9zKj0lpRF9oC/ulCqzDnA9hx+ZNaMVpBDjC7mHQtyf8A61S5JpVUscAEk9hWbbZqkkBajmnhFX77c/3V6/nSHGcgYHpnNSMbioLPrcf9dTU5YCsua/TT7O4uZclBMeB1OTTFc1C4UVWmutoVlXcpcKWzgDJxn3pY4zIivId2QDt7Cm38ata7XAZTJHkHofmFMQqzq4DJHLIp6Mq8H86eLkLwYLj/AL9E1ZCfJvdljiH8bcD8KzrzWI7c+XbFlbvIVy34DtQDdi093bQxs87lWXrFgh/xz0rIv9XnuI5Ut4yIoxyYz8o9ye9Z5Se4vUlnKtHLsY88/wAXU/nV17cxveQLFtSXAG3ooxSclElu4RWypdPHcN5rNbFl3joe1SxIxaOPYOi7gP8Adwc1NBG0ki3DodwXZk9wKuxokbfdGTXNOrqbRpNhCiW6qWxtxj5u9Y/iCSBvsw2qcZzIuMgccH1q/rEjJYlwxXDjDBsGubvLp7iGMyMXIJwzHJGO361VCF3zDqWiuUrMg/eocHac8UtuQyEHBI6UgblXPQ8Go4SVk9xxXbfQ5bFjaGXOORUTgG8cY4Kg9KnU/rUDH/TW9dlQ2WkNMQwRjn6U0xqGGV4PtVkkd+9RswKgccdKokqqu0tgYIORUtnFbvC0kyucNyQM7ffFRvxJn1q5abBAV4xnnnnFJu2pUew8fYwpIaRhgCPegOfXPPHNQm4g8wIsRduwVMk07Z+72KMsM9B71ahc6dpKPbHEs5JaReGxkgDPYcfjQnZBZNkaSowIaAAqcMrptP0IqpeQO82QgAXnlgAARx1qdreW3YfaCzs7ZLHv+fNIYXe7gSTJLxYHrjkVrFJmTfUfd2FpBqdpbQTyG1mUGU+YAQT6DvXeywJb6bb2seQqKFX6AVzj6TPealY3WPKW2RFO4gltvcYrb1PU4bVBLcBtqqThRnOBk/yrHaRvEzLjR7a8kCO0gGWlypHUnB/lUE/h+zjUAPLk+4/wq3pE3m29vLuLb4NwJ6n5jU0rF5j37CiM3fQUop6syF0O335V5PxPSpxotr3aQ/jWkECjFA4qvayI9miG1tYrWPZHu2k55NOIAHB5p5z65pmD0HWknd3ZTVlZDSfmIIp5JJXjoBUqWkjZ3ALn1qeO0RcF2LEfhTlVikSoNkAhzbb9xJPQfjTJIXAKgYYcjNXwqjhVAH0oAAJwMfSsXXv0NFTt1Mso7yCZVfOwLg9OufzqfXL19N05rqNAzK4XDAkc96vMCUOOc8cnFcT4gspZLOR1vC/lyApE0oPbk5J6j0pR98p+7oRW2p3OsavbNfyJEls6tuCbcDOenvW9ZzJAmpzyMzr5oYEY+YHNeeRTyLOsoZnK/wB45yPSta7ull2BZVZWxlQvynirUdSW/d03Oph1aC5J8mOaQKRnaAwH61clmjjQu8iogGSS3Arz1LqaLBjfZnuOKJ72dRJGxYAgbQfT159atqJGp2l5Olu0VwjLK5jYIN3Bz0yewqjcxSReH7BlCtPISWDD1HP9Kx1leGS2kBLRtw6nncMZrqLmJJbG3a5AWJAMMr4wrev8qznG8oozm2rNMeLi+i07TZrRfOLY81MfLs289OmMVYvLG38RaN5aSyRoX3ZA5DDPBH41XkuooNEidX2xglAVPOMniucutYLtGmmRSQqASwcnLH8DWNOF/kXSl7mpbtrD+y11K0eRpPLnhBkUYOM5yB681V1qeK31eLUbH77E581R1Axux702WaRITLOzf6QUkyDnOFI/mKxzPJczSTOBycAelbctmaxaszu9A1OW+08z3JXeHZPlXAOMdq1kmRhsj6r14rlPCzQpA3mRylzLhnQZVc4AB5rqhGWIS3wiH7zAVz1NGdFPYU4XPOc/lTAjlzu6EZIJ/nU+1U7k47CmsAwBdS3+wOn41nc0HFCV+/he+O9KRtGWzj3pu/c4LJ24wc4pX8xuXO1f7ooENjZJQOC1SBABtCgDHTPAqNYsnLMVHtxTm2qeACewJoAQxRs2WVG+ozik+yoWBCoG6Zx2pEudzMuwjbxntmpSynG7jP5UaiIsiFgMMzDPGeKg08wpYQJJAQ6rgljjnJq8dp7g/wA6rSwAtneR7CncVivd+WbywIAwXfgN/s1K45yrBcetVZxKl1ayIjlVZssAePlqz5pYqsnf1XNULYp3Df8AEwtBvwf3nI+lWXUkFg5b3xUcuz+1bQbSQFk7ewqwrpJneGQ5xgHjFEkNGbqQC2YGNv71O2P4h61cWYOxK7iScZByDUGrmMwwqp34njGN2e9WMRnIPygDoBSa0QLdiksW27dq9yOuPaolWdG/1oJHTdyV+tOJCsqqD15yePpVPTwjRXB2As879e4zSUdAb1LqtKFwZIt5zlinB+lTW7yRry5HvjrVLe4Gzcu336/SiHzJx96RMd+AKVijiTHIq5niLqgOxGzgmmQ5RXmgwrsMAddnqOa3DcnU2hWdY1jCu37lMdP8iqVlbiHVJ7WVAWAPBH0/XFevbseXcpQQtLayvAhUqA0hB6H29q6S0mSXQog08UMjxYyz4way9L2Q6hc2zsAFJOSeCBnNdZ4XtpYtEijuLXynVm27lGWUnIP61lNWRpB3Zfso0htkMYiXcNxaNcA596ezc56mpCoHUgfjTfkA6r+dc9ja5H8xo2eppxkQfxD86Y0yhSxdQo6kngUwJPL2j5sL9aNyDoC314FUDqMbg/ZY3ucdWThB9XPFZl3rkcZ2yXILf887Tn85G/oKSi2HMkblxdpAoM8yRKegJxn6DvVO41ERKGKLFGefMuDsz9F+8fyFc4uq3M1wsNjGltJKdoIO6Rj7u3P8qr6ja3VpdJHIDNNKoY4yx+laRppEOfY07rWUYEBpbn/f/dRf98jk/iapX897Fbp9pVoopMlI0UIn5D+tWryytb5oltYniCDBRBuZvqOg+pNacenzSbDPJgIAFz87gfU8D8BVXSJs2YtxZxvBB9jlxuX94znA3H07n8K1GsZtQaNpoI1WMbVJG1cf7vU/jitSG2ggO5E+c9XPLH8al3elS5lKCK8OnwxKN+ZCP73T8B0q1kDpTMk0tRqyrC5JpKXFKBQhgOtPLkjAwq+gphYCmFyelMQ8sBTC5PSm4zTgtACAEnmud8SL/wAU9Mf+nn/GulVSWAAJJ7CsHXED+H5kVszG5+WMDJ4bvQBuWQaa1hKDJMak+g4FVNaubaGwlQM0sg2sTGcBMMOfeqYvdQaytbcWsgAiUGNQR0A645/Oq/8AY811YTSSQz/aM7UXb79aLxWrYtWQXk8+pOBfBpY8/u2IK8/hxUK2FsOkZH0dv8a3ntLkxWkYtZWETA5I6UltotxNO3mr5MY55OT9K5as23eLOily294xRZw4H+s4GB+9b/GryXTqf4TgY57+1a//AAj6YAMxyO+3rS/8I7Djmd8+wGKwbm+ppzUyiuotgDykA+ppx1BTyUU/nVpdERj8kjFP7x7/AEpW0L+7L+JrNxkaKdMpPerKu14I3XOcHkVETamRXFjCrL025H6CtD+wyD/rz/3zR/YhH/Lf/wAdpXmuo70mZ0qWc4/e2Ubc5+8aZ9l07O77BHn/AH2/xrU/sY/89z/3zS/2M3/PY/8AfNHPPuH7oyzBYDn7BHx/tt/jWMLmyXXBKsEctvKmxYzkeWffP0/Wurk0IyLtM7AZB+7VNvCcT3hna7fOc7dgxmtqdSyfMzGfI2uUaps+CLCEU7FmTk2UI96vpooHDOx981INFjxy7/nWXNPuaXpGYy2JCj7FC2PY8VHKlsIH8q1jiORnaPvdua1/7HhA+8/50kmkQBGLuQoGSaFKd9wvS7HMyywG/aBolG9duVJHIAP8sVYa3geFImT5E+6Ax45z/WpRol1cXYu44VEbDKAtg/U/hVr+yb4f8sAf+BitpVJaWZEYwW5nSx20b/aZEBcEfM7E5PaqUjyNeWMiIHdY/u5C9+lX9Q0LVbqSNUtwsSHdkuDk/nTTpV3bm2mulWARuqctksD6Y9O9duFlZXk9Tlrq7tFG1BcXrRoP7NwMdftC1leJ55vsgDwbAYpckSBsDCjP610FuwaEAEEj5Tg5wfSsLxZ/x6sOv7h8fi8Yq+ouhZ0tWtra2VyGZbbHHT71TKC8nTNVrJCIraPn5UcY9PnNXwCo6U1oSxCRnGTmo234JBNKxbOaQsSeRVJCuKC3SgnuOnrS8k0YPBx3zUdRjxcy5+9ke4qK/wBU+w2TXUpTauOOmST0FOQbpANpbtgHrWB41w00NouREqhhjuaU5QT5bF04Slrc2xqVxc2kc+niObzGGN3AC9z9RUscs5mn3zEruGwdMDH+Oa5/w/q0yCOzSwWcBfk8lgp4zkkHir0OpKLmZ1V/mfyxHIRncOCBjoOeSab5eVOwuVqVjY6yc7jtGSSc8+3rXHGF7/zPtAZ8sVZSwUKT0PTP9K6SGRoLglIJ3iKblPYfMc4zWBqrXFlMksJDjO0q0Klhz0Oc5oWwupQ1PSI7KLzxAWjxgnzQvNRTRrJHpsYYDKHcCe596fKWuhK/2eTe+T/qsDJ/+vTls1ZQL1jD9lbyW2JvO8DODzj9afzE9CpepFbSiBU3eWMZD9T+HWrN7KlyY8yZVY0BB3DGBj0pIIx5Msi7fMDAKpwcj8qJlmdOYgR0+XAzWkY9zOT10H3lnbwXkcUMxnym7zC2Qp6VeR7t4cS73VITCTtwAOwP5VhSsZIy8cYTd0C9q0dK89oX8zcAqkNk4znp9aqcVcymtLi3N3P9l+yiULArb8bCTn6is5rqB8+UsqEBc73LZ55xV24tbqSNsI4jC79w6YORnj3BqlHZ3FuC6vt4+8OahJLYumkol/U3xplqioSoMm0HnAz/APXNZkEa+X+7YkepHetua0L2NtDOSGVW+ZTgkE5ycdc1TUS21n5wtJSkPymUABQfrUyNU7nUWWnSWum20M0ybVw5KrznOcdelaltcsVdJDhhyMDqPWuQ0W+dIbiO4kmeaQAgFzhVzzgVoXtzHdFktsq0alkL5BbnB/8ArCuWUHzWOuMlynTAxlR5bK2RkAHg1UWXz4/MhYbeh9M0ywlT7GtuyKkkaL5ik5P5+v8AKplCsPlwRnHy8AYrNqxaZLBJGqKA25yP1qUcHLMST+Qpg2KFOFLHpjtVe4fzBtkJVM846fif6UgLbOCAASw9u9VJi4mCgk5/gQcmlFw20+WhEa8Bz1P4VLCQF3ICzP1Y0AMmIC7UXLgZIz0+tRKZIyiD51HBx2qY7JH2qMrk5OO4pHkQYVjgtwoxyT/ShXGSq2FIEecUZwRkBcjpVJi6tlN2ScHtmpwvylmcAk/NzTsInEig8vTJFIUlcBepHak27MMCP55p6sTzhSR1HelsBmzs6anbE8gJJ/F7DvV9bqOUhCMEDvUhWOQZbIH14HvUf2Uh8pgqOzHn8DVc19ybWKeqf6uzClTm6TpVzbI54EZx7dKz7/aGtMnB+0pkHggc1p+Xu+ZePcGm9hLcgClJOdzA+4wKy9LQNZ72YrmR2z/wI1ssJkB
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" alt="Использование интеллектуальных транспортных систем (ITS) в планировании движения на стадии строительства"></p>
<p>Интеллектуальные транспортные системы обеспечивают мониторинг текущих условий на дорогах и анализ больших объемов данных о движении транспорта. На стадии возведения новых путей коммуникации ITS способствуют минимизации перебоев в транспортном потоке, планируя оптимальные маршруты обхода.</p>
<p><strong>Детальное моделирование движения</strong> с помощью ITS позволяет предвидеть и предотвратить проблемы с загруженностью дорог в период проведения работ. Программные решения для анализа трафика помогают регулировать временные ограничения, устанавливать временные светофоры и определять приоритеты для различных видов транспорта.</p>
<p>Системы ITS включают <em>сценарное тестирование различных стратегий организации движения</em>, что позволяет оперативно принимать решения на основе полученных данных. Это обеспечивает бесперебойную поддержку поставок материалов на объект и уменьшает время простоя рабочего транспорта.</p>
<p>Применение ITS в плановой переорганизации транспортной сети вокруг строительных площадок способствует снижению задержек, повышению общей безопасности и уменьшению воздействия строительных работ на окружающую среду. <strong>Целенаправленное использование актуальной информации</strong> об изменении трафика в реальном времени помогает учесть все возможные изменения условий.</p>
<p>Эффективность ITS особенно заметна при реализации крупномасштабных проектов, требующих сложной координации и временной перепланировки основных магистралей. Организация сети временной навигации для водителей и уведомление их о предстоящих изменениях через мобильные приложения и информационные табло способствует сокращению времени поездок и количества ДТП в зонах работы.</p>
<p>Таким образом, применение мониторинга и аналитики в рамках ИТС на этапе подготовки и выполнения строительных работ демонстрирует свою способность к адаптации и обеспечению устойчивости транспортной системы в изменяющихся условиях.</p>
<h2>Влияние автоматизации и роботизированных систем на процесс укладки дорожных покрытий</h2>
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" alt="Влияние автоматизации и роботизированных систем на процесс укладки дорожных покрытий"></p>
<p>Применение автоматизированных систем в укладке асфальта позволяет достичь более высокой степени равномерности и плотности покрытия. Роботизированные укладчики асфальта и дорожные катки с системами управления улучшают качество и экономят время. Ошибки человеческого фактора сокращаются за счет точного расчета и распределения материалов.</p>
<p>Использование GPS и GNSS в системах управления машинами позволяет выполнять работы с предельной точностью. Это обеспечивает точное следование к проектным требованиям, предотвращая лишние расходы материалов и работы по переделке. Данные технологии включают в себя не только навигацию, но и возможность онлайн-мониторинга за выполнением задач.</p>
<p>Автоматическое управление процессами укладки сокращает время, необходимое для выполнения работ, что особенно критично при больших объемах накладок. Продуктивность труда строительных бригад возрастает, как и общая скорость выполнения проектов. Роботизированные системы способны работать круглосуточно, что несравнимо с физическими и временными возможностями человеческих рабочих команд.</p>
<p>Безопасность на рабочем месте также улучшается благодаря минимизации ручного труда, который часто связан с высокими рисками для здоровья. Автоматизированные системы значительно снижают вероятность профессиональных заболеваний и травматизма, связанных с укладкой асфальта. Помимо этого, снижается уровень утомляемости рабочих, что также положительно сказывается на общей производительности и безопасности.</p>
<h2>Интеграция BIM-технологий для оптимизации проектных решений в дорожной индустрии</h2>
<p>Применение BIM (Building Information Modeling) в индустрии дорожного строительства значительно улучшает точность планирования и управления проектами. Эта система позволяет создавать многомерные цифровые модели, которые содержат детальную информацию о всех аспектах проекта, от начального дизайна до сроков выполнения работ и операционных расходов.</p>
<p>Одним из ключевых преимуществ BIM является возможность проведения анализа столкновений объектов на ранних этапах проектирования, что минимизирует риск возможных ошибок на месте. Это не только сокращает время, нужное на разрешение проблем, но и значительно снижает затраты.</p>
<p>Внедрение BIM способствует повышению взаимодействия между всеми участниками проекта. Информация, размещенная в единой базе данных, доступна каждому специалисту, участвующему в проекте, что облегчает координацию действий и принятие быстрых и обоснованных решений.</p>
<p>С помощью BIM можно также автоматизировать сбор данных о текущем состоянии дорог, что позволяет оперативно получать актуальную информацию для текущей эксплуатации и будущего планирования. Такой подход повышает общую надежность и безопасность транспортных магистралей.</p>
<p>Для дорожной индустрии, регулярно сталкивающейся с необходимостью адаптации под изменяющиеся условия окружающей среды, BIM предлагает инструменты для создания адаптивных моделей. Это включает в себя учет различных климатических изменений и возможного воздействия на дорожное покрытие.</p>
<p>Также BIM значительно упрощает процедуру получения разрешений на строительство, так как все визуализации и докладные материалы могут быть точно предоставлены в соответствии с требованиями законодательства. Это позволяет ускорить процесс одобрения проектов и начать работу в более короткие сроки.</p>
<p>Заключительно, интеграция BIM способствует улучшению качества и долговечности дорожных покрытий, оптимизации ресурсов и продолжительности строительных процессов, что несомненно выделяет эту практику как необходимую для внедрения в стандарты дорожной отрасли Казахстана.</p>
<h2>Применение дронов и беспилотников для мониторинга и контроля строительства дорог</h2>
<p><strong>Регулярные облеты дронов</strong> значительно увеличивают точность и оперативность сбора данных о ходе работ. Беспилотники оснащаются камерами высокого разрешения, которые делают детализированные снимки и видео. Эта информация помогает обнаруживать нарушения в разметке территории, неправильно выставленные барьеры, а также другие потенциальные проблемы.</p>
<p><strong>Анализ топографии местности</strong> с помощью дронов в реальном времени переводит процесс контроля застройки на новый уровень. Беспилотники осуществляют замеры и создают точные топографические карты и модели местности, благодаря чему исключаются ошибки при планировании и реализации проекта.</p>
<p><strong>Оперативное выявление изменений</strong> на объектах позволяет беспилотникам выступать в качестве незаменимого инструмента. Дроны предоставляют актуальные данные о состоянии строящихся объектов, что позволяет координаторам проекта своевременно реагировать на любые изменения или отклонения от первоначального плана.</p>
<p><strong>Сокращение человеческого ресурса</strong> и времени, требуемых для инспекций, является еще одним преимуществом использования дронов. Обходы территории дронами минимизируют необходимость в присутствии большого числа инспекторов на месте, что также снижает общие расходы на проект.</p>
<p><strong>Обеспечение безопасности на стройке</strong> через мониторинг протяженных и труднодоступных участков дороги обеспечивается с помощью беспилотных летательных аппаратов. Они способны доносить критически важную информацию о нештатных ситуациях до того, как они приведут к серьезным последствиям.</p>
<p>Таким образом, дроны и беспилотники представляют собой мощный инструмент мониторинга и контроля, который облегчает управление проектами по разработке дорожной инфраструктуры. Их применение позволяет повысить качество выполнения работ и гарантировать соблюдение всех норм и стандартов.</p>
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