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	<title>Земляные работы &#8212; Компания «Актаустрой»</title>
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		<title>Какие технологии помогают ускорить процесс подготовки площадки</title>
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		<pubDate>Thu, 30 Jan 2025 18:17:17 +0000</pubDate>
				<category><![CDATA[Земляные работы]]></category>
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					<description><![CDATA[Оптимальное применение БПЛА (беспилотных летательных аппаратов) значительно сокращает время обследования территории. За счет аэрофотосъемки и создания 3D моделей местности, специалисты могут анализировать обстановку и планировать работы без длительных выездов на местность, что экономит до 40% времени на начальных этапах работ. Использование модульных конструкций предоставляет возможность быстрее собирать необходимые установки и сооружения на участке. Такие модули[...]]]></description>
										<content:encoded><![CDATA[<p>Оптимальное применение БПЛА (беспилотных летательных аппаратов) значительно сокращает время обследования территории. За счет аэрофотосъемки и создания 3D моделей местности, специалисты могут анализировать обстановку и планировать работы без длительных выездов на местность, что экономит до 40% времени на начальных этапах работ.</p>
<p>Использование модульных конструкций предоставляет возможность быстрее собирать необходимые установки и сооружения на участке. Такие модули могут быть предварительно собраны в контролируемой заводской среде, что сокращает ошибки на месте и минимизирует общее время строительства на 30% по сравнению с традиционными методами.</p>
<p>Системы управления проектами, реализуемые через специализированное ПО, позволяют автоматизировать распределение задач, мониторинг их выполнения и координацию между участниками. Это поддерживает непрерывность рабочего процесса и снижает время на управленческую деятельность до 50%.</p>
<p>Применение лазерного сканирования и георадарных исследований обеспечивает высокую точность определения параметров грунта и подземных препятствий. Георадар позволяет избежать непредвиденных проблем при земляных работах, уменьшая риски задержек и дополнительных финансовых затрат.</p>
<p>Внедрение международных стандартов и сертификации системы управления качеством ISO в процесс сборки инфраструктуры ускоряет приемку работ регулирующими органами. Стандартизация также упрощает интеграцию проектов с требованиями законодательства и сокращает время на прохождение всех необходимых процедур проверок.</p>
<h2>Использование ГИС (геоинформационных систем) для планирования рабочего пространства</h2>
<p>Геоинформационные системы (ГИС) предоставляют мощные инструменты для анализа и визуализации данных, необходимых при организации рабочего пространства на территории. Четкое понимание расположения объектов, их взаимосвязей и потребностей в инфраструктуре способствует правильной организации работ.</p>
<ul>
<li><strong>Пространственное анализирование:</strong> ГИС обеспечивает детализированное изображение местности, что позволяет обнаружить участки с наибольшим потенциалом и ограничениями для работы.</li>
<li><strong>Выбор маршрутов:</strong> Используя ГИС, можно определить оптимальные пути перемещения между различными объектами на рабочей территории, что обеспечивает лучшую координацию действий и сокращение времени, затрачиваемого на пересечение территории.</li>
<li><strong>Анализ ресурсов:</strong> ГИС способен оценить доступность ресурсов в разных частях территории, включая электричество, водоснабжение и телекоммуникационные услуги.</li>
<li><strong>Воздействие на окружающую среду:</strong> Планирование с максимальным снижением вредного воздействия на окружающую среду становится доступным благодаря использованию ГИС для оценки и минимизации экологического ущерба.</li>
<li><strong>Коммуникации и информация:</strong> ГИС позволяет управлять данными в режиме реального времени, делая доступной актуальную информацию для всех участников проекта, что повышает их осведомленность и способность к быстрому реагированию на изменения.</li>
</ul>
<p>Использование ГИС улучшает качество предварительного планирования и мониторинга развития рабочего пространства, тем самым снижая риски и затраты, обеспечивая более стратегический и разумный подход к реализации проектов на территории.</p>
<h2>Применение беспилотных летательных аппаратов для аэрофотосъемки территории</h2>
<p>Беспилотные летательные аппараты (БЛА) представляют собой инновационное средство обзора местности, значительно усиливающее скорость и точность земельных работ. Эти устройства способны проводить детальную аэрофотосъемку заданной территории, минимизируя необходимость физического осмотра и предоставляя ценные данные для планирования работ.</p>
<p>Применение БЛА позволяет получить высококачественные фотографии и видеоматериалы, критически важные для анализа местности. Дроны оснащаются камерами высокого разрешения, что обеспечивает получение четких изображений даже на больших высотах. Эти данные помогают в оценке территории, идентификации препятствий и определении наилучших методов выполнения земляных работ.</p>
<p>Беспилотники способны работать в различных погодных условиях, предоставляя данные в режиме реального времени и давая возможность оперативно вносить корректировки в планы. Это снижает время, требуемое для проведения предварительной оценки и подготовки рабочих зон.</p>
<p>Для максимальной результативности аэросъемок рекомендуется использовать программное обеспечение для обработки полученных изображений. Обработка данных позволяет создать точные топографические карты и трехмерные модели местности, которые используются для дальнейшего планирования и управления проектами в сфере строительства и архитектуры.</p>
<p>Следовательно, применение БЛА для аэрофотосъемки – это выгодное решение для точного и экономичного мониторинга земельных участков. Включение этого метода в рабочие процедуры обеспечивает значительное сокращение времени и ресурсов, необходимых для полевых исследований и планирования.</p>
<h2>Автоматизация с помощью специального программного обеспечения для управления проектами</h2>
<p>Автоматизированное программное обеспечение для управления проектами значительно повышает эффективность работ по организации рабочих мест, оптимизации задач и ресурсов. Специализированные системы, такие как Trello, Asana и Microsoft Project, предоставляют управленческие инструменты для мониторинга выполнения заданий, распределения ресурсов и сбора данных в реальном времени.</p>
<p>Программы предлагают функции для автоматического расписания задач на основе доступности участников и ресурсов. Это позволяет минимизировать задержки и перераспределить ресурсы более эффективно, освобождая время для фокуса на критически важных аспектах проекта.</p>
<table>
<tr>
<th>Функция</th>
<th>Применение</th>
<th>Преимущества</th>
</tr>
<tr>
<td>Мониторинг задач</td>
<td>Отслеживание прогресса каждой задачи в реальном времени</td>
<td>Повышение прозрачности проекта, оперативное решение проблем</td>
</tr>
<tr>
<td>Автоматическое расписание</td>
<td>Назначение задач на основе доступности ресурсов</td>
<td>Оптимизация рабочего времени, сокращение пересечений и простоев</td>
</tr>
<tr>
<td>Интеграция с другими инструментами</td>
<td>Связывание данных проекта с email, календарями и другими службами</td>
<td>Упрощение общения и увеличение скорости обмена информацией</td>
</tr>
</table>
<p>Внедрение специализированного программного обеспечения в управление проектами позволяет не только упростить многие операции, но и предоставляет аналитические инструменты для сбора данных об эффективности работы кадров. Анализ таких данных способствует более глубокому пониманию узких мест в работе и позволяет оптимизировать дальнейшую стратегию развития проекта.</p>
<p>Систематичное использование данных средств управления способствует более успешной и организованной реализации проектов, что приводит к более быстрому достижению целей без лишних затрат и времени.</p>
<h2>Технологии быстрого монтажа временных дорог и площадок</h2>
<p>Для укладки временных дорог применяется инновационное оборудование, которое позволяет автоматизировать и существенно ускорить укладку дорожных плит. Системы позволяют компоновать элементы в нужной конфигурации по заранее заданному плану, минимизируя физический труд рабочих и сокращая время строительства.</p>
<p>Поверхность модульных дорог обладает антискользящими свойствами, что обеспечивает безопасность передвижения по ним в любую погоду. Это критически важно для сохранения рабочих показателей проекта, особенно в условиях непогоды. Также, специальные добавки в материал плит улучшают их эксплуатационные качества и продлевают срок службы даже при интенсивном использовании.</p>
<p>Возвратность инвестиций обеспечивается не только за счет повторного использования материалов, но и благодаря возможности оперативной реконфигурации дорожного покрытия в соответствии с изменениями в проектных задачах. В результате, вложения в модульные временные дороги окупаются за счёт снижения общих затрат на строительство и учета потребностей экологии.</p>
<p>Выбор между различными типами и размерами модульных плит должен базироваться на анализе грунтовых условий, прогнозируемой нагрузки и продолжительности использования дорожного полотна. Комплектация модульной дороги дополнительными элементами, такими как бордюры, стоки для воды и укрепляющие агенты, позволяет адаптировать её под специфические условия использования.</p>
<h2>Интеграция систем массового сбора данных для мониторинга прогресса строительства</h2>
<p>Внедрение автоматизированных систем дистанционного зондирования чрезвычайно эффективно для слежения за динамикой строительных работ. Дроны оборудованные высокоточными камерами и сенсорами, проводят аэрофотосъемку, что позволяет получать актуальные изображения территории. Эта информация автоматически анализируется специализированным ПО, предоставляя детальные отчеты о степени готовности объекта.</p>
<p>Применение лазерного сканирования и фотограмметрии также способствует точному измерению объемов строительных материалов и изменений в конструкциях. Такие методы значительно улучшают точность планирования и контроля, снижая риск ошибок и отставаний от графика выполнения работ.</p>
<p>Системы геолокации на базе GPS в реальном времени позволяют слежение за передвижением строительной техники и логистики материалов. Эта информация помогает оптимизировать расписание работ и минимизировать простои, увеличивая общую производительность на строительной площадке.</p>
<p>Использование интегрированных ПО, совмещающих данные с различных датчиков и источников, даёт возможность создания комплексной информационной модели строительства. Это обеспечивает быстрый доступ к необходимым данным, улучшает коммуникацию между различными подразделениями и повышает обобщенное понимание текущего состояния проекта.</p>
<p>Таким образом, обеспечивается непрерывный контроль за прогрессом строительных работ, что способствует более четкому соблюдению сроков и бюджета проекта.</p>
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		<title>Как выбрать оптимальную глубину заложения фундаментов</title>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:17:15 +0000</pubDate>
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					<description><![CDATA[Фундамент – это основа любого строения, требующая тщательного подхода к определению его глубины установки. Рассмотреть следует не только тип почвы, но и климатические условия, а также будущие нагрузки на здание. Первым делом, анализируется тип почвы на участке. Песчаные и скалистые почвы позволяют ограничиться менее глубокой установкой, в то время как глинистые и торфяные требуют более[...]]]></description>
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2WzYZqANPPNFcrBer/wi8H228uJHmkKp5H+tbn7n1qG0vp/7G12IPcRrbKfK88/vEyucE0AdgaK5LTnls76No5Z5S2meeY3kLbn/Goy00egR62uozS3hYMV3/IxLY2belAHY0hAODjpXG+Ib65066mSCWWVbkJI0ascwEEfoemKtNfXNv4e1DVY52e4kOQuciDH8OPX1oA6ggcEjpS1x+kz3j3dhcQR6jL52PtDzf6tgR1Hpg1BHrFzFpGqxGK9lbzpQtwgysY7c9sUAdxRWPFqclvFYwm0urgyxKTNGuVGR3Na9AC0UUUAFFFFABRRRQAUUUUAFFFFAEU80dvC0szhI0GWY9BTkdXRXQ7lYZBHcVwuoSS6lpmt3Nzcyh7eQxpAr4UKCOSO9WJI54H/ALNsr2YrNYeeMvkxuvTHsfSgDtM8UVzGj6jLrmpWckU7iG2t8zqOAZDxg/zrNTVryKw10bbqUiVwkoPEf+FAHazQRTlfNjV9h3LkZwfWpOa5O9kmnsdBtluZVknZTIVfDMuOeaXTLtbSHXTd3k/kW8pRWLFmUe3vQB1dFcCL+5sdU00WkuoJHcMA6XhBDrnqKtJf3Vr4kvr2a7Y2EFyIHjZuEBHDY9qAO0orirHUNQtpddllnaV44vNhUnIAPQj8Kn0d9Q+02FzB9suIJ1/0lpXBXnuo7YNAHXfhRXE/2rdw2GuKI7qYrM6pMpyIx/TFGorJ/Zui3C3t0klz5ccm2QjcD1/GgDtutFcxrDW63kNgk+pSTRRk+XbvyB/eYmrXhbUXudEWW7n3MJWiDuQCcHAz70Abuarx31rJO0CXETSr1QMCRWZ4sedNMXymdYTKouHj+8qZ5xWE8eix3WqmMwJGsKGF42+YNjt3znFAHcdOtHSuUg1SXSDDcanI+25sw2GP/LRewHuCKiu5ry18MW1088zTT3aSEKfm2sfuj8KAOwzR3rnLLUZb7xRGDFdW0a2zZimGAxz1xWeFkaJb4XNwZG1PygBIdpTdjGOlAHZ0dq5DxFdxG4vXt31GSaBMFoD+6hYDPP8AWm3OoXSarp135snlJZrNPGDwQeCcfjQB2OaK4+x1C7l8QTXvmu9pLbSSW8WeCq4AOPeotIur64eyvETUJJZJP3xbHlFSeQPpQB2uaK459Wnt31yLyr24/esEeLkRfL69qm1OAtoWnXf2m4WZvKRmWQjIPXI9aAOroqva28VnELeJ2OORvcs361U12BZLTzG+1sY+kds+GNAGn1o9q5RL6OXw9Yi6u7qSWRyuy34kcg/dP0o0q8k+xaxFuuUjgTdGLg/vEyucUAdWenNIBgYAwK5OwWWy1Ow2XE0hmsGmdHkLAtgc4NRJPcxaZaaut9LJdzTKrwlvlYE4KAe1AHZAADA4HoKWqEeos+ptZ/Y7lVUZ84r8h/GrwoAWiiigAooooAKKKKACiiigApaSloASiiigDE8Q6BBqttNJHCn2wptRySPzxU+n6TDploxtYEFy0YDMWJ3ED19Km/tS3+1XdsA3mWsYkfjtjPFRw61bTPYqqvm9QvHx0A65oAr6HpU9pc3d9e+ULm6YFli+6oFX47C2iu5rpIgJphiRs9aS41CG2vrW0cHzLnOzA44HNZV/f3b6hdpZXUUUdtGBP5q8R553D147UAPn8L2k1za8Ys7cMRBzyxOd2c06Hw1bWuqx3lqfLUIySRklvMz7mtGwvYr2wju4iTG65BIxnFZ9j4lt7y5ihNvPCJiVikkX5XI7A0ATDw7pY2j7KMI/mICxIU+w7VLLo1jOLkS24YXRBm5+8R0qWzvoryS4SIHNvIY3yO9VptdtIYbuVw+20kEb8dz0/nQBPbaZaWrytDAFMwCuOoIAwB+VRWuh6dZ3X2i3t9kgzjDHA+gzill1i3ha8DB82kYkk47EZ4qO5122t7a3lEcsz3Ch44ol3MV9cUATLpNmsFzAsOI7olpRk/MTTptLs5rGOzkhBgjwVTPTHShNTt5dMbUIizwqpJAHPHUYpi6xbMtky7m+2/6oAe2eaAH3ml2l8YzcQ7mj+4wJBH4iootB02F52itVQ3CbJME/MKrP4oskkkXy5ysMnlzOE+WM+pPpV6/1OCwtkmky/mELGqDLSE9ABQBPa20VpbpbwLtiQYUdarNo2nNdfaTZQ+d/e21DFr1rLY3FzslQ24zLCy4dfwpdN1uDUJvJ8ma3m2eYI5lwWX1FADtZiuZ7BrW1t45fOGxt7YCA98U8aVbHS4bCWMPDGFAHTkd/zqEa9aHTft4D+T5vlfd53ZxTL/xDBZzyQpbXFy0QzL5KZEf1NAFu406KWWW4QbLl4jEJeuBWSPCFmunpCjutynKzbzw3rjOK2Rex/wBn/bcHyvL8zGOcYzWbZ+JYbq5t4TZXcIuf9U8iYVuM0AWptEsbmVpZ4d8jqFkIYgP9QOtPfSLJ2RmgGUhMC89EPUVSl8T2UUkqeVcOIZDHMypkR47k+lWr7WrazWHar3Ek67oo4V3Mw9fpQBNFptrDNFLHCFeGPykOei+lV20DTmnMwhZGLbiEkZVJ9cA4pr+IbJdJl1EbzHEdsiY+ZT6EUuo+ILHTbKK6uHO2VdyKoyTQBbFhbi7a68v980flFs9V9KbFp1tDYNZJEBbsCCmeuetV7rXLa2ht32SyvcLvSKNdzEdc0Ta9YwafFfO7eRK4QEKcg+hHrQASaOjXmnyI22CyBCRepxgflU9/plrqG37SjNt6bXK/yqKx1mC9MyLHLFJCNxjkTDFexFNsNbhvbh4DBPbzKu8JMm0svqKAJZNHsJbNLRrZPJQ5VRxtPqD60waFp4imi8j5JiDIC5O8jpmo7bXre4vRatBcQlyRG8qbVkI9KkbWrUWt5c4fy7Nisny85HpQBYFjbrdLcrEBKsflBvRfSqy6Dpi3f2lbRRIG3Dk7c+uOmal/tSD7Va2/zb7qMyJxxgDPNQLr9k1td3ALGO1fYxA+83oKAJW0axZZ1MGfPcSSHccsQcjmpU020SWeQQrm4GJR/C31HSq2l6zHqU80Atp7eWEAssq44PSo73xBHa38lnHZ3VzNGoZhCmcA0AT22i2NrdfaLeJo3GcAOdo/4DnFSR6VaR2txbJFiG4ZmkXJ5J61Vudft7eSOFoLhriWLzFhVMsR6VJba5aXUlqke/NyG2ZXoV6qfQ0AaEMawxJF
GNqIAqj0Ap9Zb67arbTz4cpBN5DEL1bIHH51ZfUIY9RisWDedKhkXjjAoAt0UgpaACiiigAooooAKKKKACiiigDC17w7b6ja3DwQIt7Iu0SbiufripbTSV0qxZtPtojeMgB3scEj39Kkl121hN0siyB7VlDpt5IJwCPUU/8Atm1AvGbcsdmcSSEcE+g9aAIfD2kHSbSQSFDcTuZJCn3QT2HsKsppVnHDcwrABHdEmUZ+9morDW7e9EoEc0MkS72jlTDbexFImuWr2NpdhZPLupBGny85JxzQBVk8MWs+orPN80EcIiihBI2Y75zS2vhq1tL+eSID7LPFseBstuPqSa0F1OF7y6tlDGS1UM/HHI7VDBrdtMLAqH/07Pl5HTAyc0AMHhzS8wk2uWhOUYuSVqaTRrGQXQe3BF3/AK7n71P1LU4NMWJrgNiVxGu0Z5NZeoajdpqd5FaTxhIYQZRN8oiz/ED3+lAGpBplpbyySwwqryIEYnnKjoKjtdE0+0ujc29v5cnPRjgfh0qTS72O902G5jkaRGX75GC2OpxUH9u2v2CK82yeVLL5S/LznOKAJ10qzSC5hWHCXRLSjJ+YnrSSaTZSRW0TwApakGIZ+6R0pW1O3S/mtHJWSGLznJHAWqqeIbR9PhvlSQ28svlbsfd5xk+1AFm70qzvLhZ54Q0qcBgcEj0OOoqIaDpwtY7YWwEMcnmquTw3rTW160XeCHLLcfZwoXJdvb1FNn8Q2kF41uySsqMEkmVMojHsTQBqlQRggEHjFUotG06G5a5is4VlPVgo/Sn6hqMOnQJNcBvLZwm5RnGe59qZcatbW9xPC+4mCHz3IHAWgCpqenz6nqNtFLbxizgYS+YTksf7uOwrRurG3vIkiuIwyI4dR0wR0qlY6/Z3lzHCiyx+au6FpEwsnrin6jrdtp8ohZJZZdu8pEhYqvqaAHalpiXySsjGK5eEwrMOqqTzWe/hDT/sQihVkmVRtl3sdrf3sZ61dvdbtrSxhu0V7hJ2CxrEMliaRNftG0+4u2WSP7NxNE64dD6EUAEmg2M7mSeLfIyBZCGKiTjqQDzU/wDZNluDeQMiHyBz/B6Uv9pw/bLe2w2+4iMqHHGB61RXxNaPdxwxwztFJJ5S3AX92W9M0AX4tMtYZoZY4QrwxeShz0T0qKPRLGK8F1HCUkDbgA5259cdKdq2qR6VAkskUkvmSCNVjGSSaq2niKC4+1iS3nt3tEDyJIuDg0AXk021jW5VYsC6JaXn7xIxSSabay2kVq8QMMRUouemOlU7XxHZ3M8MYSdEnx5UrxkJIfQH1pbzxDa2l08HlzTeV/rniQssX1NAFiPTiutS6i8pbdEIkTso6mn3+mWuoBRcox29Crlf5VBda7Z2s1lGzFheHEbqMil1LWrXTbm2t5yTLcOFVVH60AOk0awktI7U24EUZym0kFT6g9c00aFpwhmiEHyz4835zl8dMmo77X7SyujA6SybMGV41ysQPTdTr3XLe0nSHy5ZpZI/NRIk3FhQBa+wW/2uK58oebEnlofRfSoItE0+K9N3HbKJc7s5OAfUDoD701tagOnLe28U1yjnaEiTLZ7gj2pYNZtrjTpLyNZSsZKvHs+cMP4cetAGjS1l2uuW9xZ3E5jlha2GZYpFw6jGelPfWLaO1s7gh/LvGVY8Du3TNAGjRWc2s2iJeu5ZVs22yEjvjPFQSeIbVbS1miimna6XfHFGuXI7nHpQBsUVV069j1GyjuolZVfPysMEY4q1QAUUUUAFFFFABS0lLQAlFFFAHKXljNc65rDJPcQKLdcGMYD8Hj3qjcMIYPD8s73FtGsLBniU7lOPpXb47ikxxyAaAOTs3u7nUdJnuRLIizTCOR0wxTHBb0py2c114n1aKSM/YmCO/H3yF4HuK6zFJigDJ8Oqw8OW4KFSEb5SMdzXN6GTLeaXHG1xNJDK5kikU7IRzyOK7oD0oxjoBQBxElzLb6jqS2txdpfNc5igRMo/Trx0qXUUm/svXGeJt5uY2wBnPTOPWuy2j0H1ox7f/XoA4a51m0d9YZPO/wBJt1SP90eWAxVieGSzl0q+lkuYYBZCF3hXJQ4B5GOldltX+6PyoI4xQBl6BBbrpIEJnaKVmbM4+Zsnmsrw1BN/atzDNzFpxaKE/wC8c/y4rppELxsquUJGAy9VqtpunR6dCyI7yu7b3kkOWY+9AHIpcv8A2frNgtvJI9zctHEUUnJPXJ9q2tVhlsY9KvBG8ws8JKq84Urgtj2rVsNPi09ZVhZiJZTKdxzgn0q329qAORlMt9a63qKQSLFNEI4QR8zgd8Uvh6VZdWge3luLoC22TSTIR5RGMKOPXNdbjjFJgDpx9KAOEj06YeHfOaW7BF5nyMfL9/rj0q/qVtNPqurfZJZ7aIW2ZjGvEr4OB+VdbikxQBlKrHwoFCEN9kxtxznb6VmxxyZ8M/u3woO7jp8veunxijAFAHFW+ovaw63bC2kkea5dYSqkhmPGDVx4n0O80y5mjeS3jtfs8rqCdh65xW/Y6fFYef5TO3nymVtxzgn0q1jIwQCKAOOuIZ7jRNSvXt3T7bcIVi287AQMke9R3GltLDqnnQPLHYRmOzBB7jJI9a7YjijAoA465ilsrjTr+WW6ggazWGR4lyYyB3GO9M1RY7bw3ZNZrPKGvVkAmHzMck12eOOaq6jp0WopCkrMohlWVdpxyKAMi3umudbu9TWCYQ2tuIh8pBds5IA9qr6bcS3etz3dkJ54/szDfOuNj5yEWupA9sUuOKAOKtZrq9vtJknkupZ45z9oRo8JEcduKLmwmlsNdmE11HiZsQqPlfp2712v5UmOtAHL30V0+o6IluCu+3KSPt+4uBn6Gq8lukOl63ClrIFFwvkqo5zxgj8a7CjHtQBz2iW1zb+IdQFxLLOTDFmV1xk46Cp7NHHi/UXKsENvGA2ODW3ijFAHNaldiy8XRTGJ5IxaNvKjJUZ4rPMN1a+GG1FYmS4ju2uo1PBCscYP4V1X9nxf2n9v3N5vleURngjNN1HTRqBjWS4lSJTlokOFk9jQBi6jaunhCOMq/nSMjyFB8wZmBJqSOxltvFFqTcXM6tbON8nO3kd66LHAAHSlA70AVLCxe0aQteXFxvOcSkHb9KuUUUAFFFFABRRRQAUUUUAFFFFAHE+IopdXmuZ445IobPbEHVTumYkZH0FT3lvPNo11pkcUiz2UqyqVHM6g5z9f8K63HFGPzoA5rS2t7y4uLmKe+nnW3KN5y4C/7PTrWbZ2E0Oj6LM0102Lhf3DD5V5PbtXcY9MUmOMUAcxNZS3Ov6s4nurdRCuPK4D8frWdMPJ0vw/JM9xbpGX3yRqdyccdu9dxjmjAxggYoA4q5lvLvS1MwnmjW+TyJHTDNHkckVfaze68VagksbG0MUZfjhyOi+9dNjPpRigDI8Mqy6BEGjaM5f5WHI5Nc9FYTLpNnOJroj7dnyCPlHznnFdxijH5UAc3c2kt14uljZXFq9qvmkDggHO3PvUFrK1v4aa2jtGd7i4eGOIqcAFup9gK6vFGKAOH020l0a9e8YTXMcNyYHDAkqD/GtSSQpHc3un39xfRR3E5aNYlysqt74rtMdeKMZ7CgChqFilzostlliPK2qTycgcH68Vg2TTXXhTUr+6AE00LJn/AGVGP55rpr61a8tmhWeSDdwXjOGqL+zIP7JbTRuWExmMnPOD1P1oA53TnfVP7Et1gkjFogllcqRjAwAD3zVq8nbRddu7h4JJYr2IbWVS2HHAX8a37S3W0tordCSsSBAT1IAqbrQBxd7bS6f4Y05ZhLFJ9pEshQZMWSSfypyLJJ4d1p1jmdZn/dyuv7yUcc4/lXY4z1waMZ4oA5izs5LXXtOaSa5nD2jA+YMhOBx7VnwQSF4ZYhOtoupbYrcrwF7t69a7fHNGKAMbxGjsNP2KzYvEJwM4HNULuN/7W8QMVYIbRAGI46V1BqK7tku7WW3kJCSqVJXg4oA5a3vZNTtdHsY7SVJUdJZSVICKvfPvT/tb6LNqdo9rLI08hktiqk+aWHQn2rpraBba3ihTJWNQgJ5JAqbHNAHGz6VKp0WydWzHbylmx9xtuR+RqpHb3t5BDqeoQyG6a8jSMbfuRg813uKQigDjL6IWWp6nDeTXsUF429DAmRJkYK9DzVm5uY9M8Q6e2yV4o7FgcAlgB0zXVYz2qq2nRPqaX5ZvNSMxgZ+XB9qAMKzm/s7QjJd/aLf7ZK8haJcmPJ44qG1l1K18MPPBG4Z7gsZCmZGjJ++R/errsdiKMUAcbaeZI+tSRm6nR7QeW864L8HpxTf7Onh07Q5DPdS/vYv3J5VPw9q7PFAH0oA5QWcl1qWtpPCxtFPmKCPvvtx+NQW1vPJbeH4ojLb3flN5kirysfp+ddnikI9KAMnwsrJoUCuGDKzA7xg/eNbFIBS0AFFFFABRRRQAUtJS0AJSGlooA5+9utYi1mGyhntQlwGZC0ZJUD155pur6pfaezsbvT1WNQfKfO+T178Vp3Gnedq9tfCUqYEZdmPvZrMuvDAnluytwmy6yW8yEO6nHZj0FAG5azC5tYpwMCRAwHpkVm+ItRuNOhtmt3iQyziNmkXIAPels7a+g1NIi7fYILZUXp+8f1/KpNa0k6rDAglEZhlEg3LuBx2I9KAM067epoOoXeIJJLV9qSp9yQZHNWtQ1vZpK3VjJDM/mRo4ByFyRmm/8I7nR7uxa5+a6bezKgCqc9AvYVD/AMIuWim33IWSTZ/qogigKc9O5PrQBJqd3q9tqdtBBPa+VdOVTfGcpgZ9eafq19fWezbe6fDiPJ8/ILt7DPAq7e6d9rvrK580r9lYttA+9kVTvvD4udQlukmjHnLtdZYRJj3XPSgCGfXLmbSdNubPyklvJliO4bguc5/lUL67fW+kahcTGBprS58rcqnbjjJx+NW7fw/5MOnwG5Lw2TmTG3BducflmiXw8JLG9tjct/pVx55O3pyOP0oAfDqN3NZXeoKIvsojLWwxy2B1PtmqK+Irt/7JRYkLXOz7Q4Hypu6Ae9aKaMYTdR285jtrmMgw7eEcjBYen0qOLw+kWnWVnHMQLaRZC+3lyKAM268Q30OoX0ayWu22mVEgcEPID6HPWtrVbm6gto5IJrW3yfna56Aeg96zrrwy011eSrdRqt225t0IZ0/3W7Va1DQheSWsqT4e2XaBMvmIwx3B7+9AFFPENz/ZLXDG3LxXYgeRfuMueWH4VI2rapcw3N/YLamxgLbA2S0wXqQe1SL4aVbKW2NwCslyLggRgDj+HHpTpNBmHnQ2l+9vZzEl4BGDjPUKewoAi1DU9R8qyurGW3EF2UVVkQkgt71fvb6fS9Ia4ufLmnXAAQbVZicAUXekpNa2dvE5hS1kV14zkL2qzf2cV/aSW0wOxx1HUehFAGfPdapZaPd3V21u00ce9FRThfY881E2uTNqunWccalJv9fJjgNtztHvVj+y7yXTrmzutQMyypsRvLAKj39abDoK26acIp2H2Iljx/rCRjJoApX+salFeXhgaDyLaaOPayHJ3YzzmrY1xINdu7K9nghhjjQxljgsT1pv/CPu9lNFLdlpp7gTvLt646DHpxTb/wAOvd6lcXS3ESieNUZXgDlcDqCehoAt22oyza/dWRCeRFAkiEdSTWdqetXcGvvYx3VlawrErh7gHknt1q9pmirp1686TM6tAkIVv9nvmob/AEB7rVmv4riJWaMRlJYBIOO/NAEMWvXc9lYrFFE15duyoc/Jher/AEqbUr3U7G3sYxJbtc3E4iZ9h28+gzTv+EeUWFtCly6XFs5eOdVHyk9Rj09qlm0qe6jsvtV5vktphKXVMbsdsUAUJNW1SCDVFYQTT2OxgVUgMp5PGfSrjapcS3LfZRG0CWfnMep3n7op0ttBp0uo39zIzQ3IG5AmdoAx261B4SsDaaUWdGDTOWw/XZ/CPyoAi0zxBJfSaVGrwM9yjG4RTyhA/Sq03ia8j0e4nSJJLlbiSNAF4VFP3jWw+jWw1O2vLdI4DDu3LGgG/I7mqsXhxIrC/thO2+8ZiZccqD2FAFfUNavIbuCJLi0t0e1ExaYcE+gq9/aN3PoUN6htraSQAs0zfIo9feobvw+81zBPHcRZhgEO2WEOD749aV/DobTbW0+0sWtn3hnUMrH0K+ntQBWTX7o6JqVwWtpJ7Ntokj+4/Tn9as2+ufatYs7W3nglikhZ5dnJDDH5Ui+Gwunaham4H+msGJWMKExjgCrEOhwwanbXkASPyYjGyogG8nuaAKE3iG5iTVAIlklgm8q3RRy3y5JP0p9xrV2trpm1oYXu03PNIPkTjOOtWYNBWG41G484mW8zhiP9XkY4obQlkt9PtppfMgtOWjKDEhHSgCbw/fT6hp5muGjZ1lZN0QwrAHrWnWCNNvNOs4rXT3yJLrzHbAGxCckVu0ALRRRQAUUUUAFFFFABRRRQAUUUUAYcN1ql5qd5FBNbxQW0gXDISx4z61VbV9XeTUpIEtmhsJSpUg7nAGT9K2LLT/sl5eXHml/tTh9pH3cDFYNnpV1e3OsRm5ktoJroh12f6xcDoe3pQBox605vDu2fZpbT7RAehyOoNQJrlzAdLOomCBbpHaUngL/dAqLXbSC7utP0u3EqyxMM7FwFixzk/h0rUvdHhvL61uJcNHbqy+Uygq2RQBTtNWutTn1OKymt9tuy+TIBuBBGTmjQ77U9Q01r6eW12srBEClcEHGSfSrmn6RHYXd7NEwC3RBCKoUJgY4xUEOgrHoDaU87lSTiReCMnNAFXTvEEv8Aa0en3c1pctMMpJanhT3BroxXO23hcw6naXzXKBrcY2RwhAwxjn3rS0lb7N1JfEjfMfKjPOxB0oAyZ/Ejw2+qB5bdbi3lKQI3Vhx271PqWuSwXFrZwy20M8sXmySTn5UGPT3p0vhmCWG/DsjS3chdZWjBMf0qa/0NLuSCdWRbmFNm94w4cehBoAl0LUjqdh5rGMyI5RzHypIPUexrHufE11DojTpEkl35rgKB8qorY3GuhsLVrSzWFmRmGcskYQfkKyk8NImk3tl9pYvdsWaUjkZOcD2oAfLqV7dX62OnCFHSFZZpZQSFz0AFMkvNVm1qawtZbeNYYUcs8ZOSeverFzoztcx3VndNbXKRiJm2hlcD1FTW+mtFqs180xZpYViK7e470AZH/CQ3cWm6fcXBgUzXRhlbGFCgnkflWje6sUm082TxTQ3M/lO2c9u3vVWbwyZNPt7ZboBoJzOGaMMDk9CKfB4c8p4Xa4+aO5+0EIgVScYwB2oAYbnWjrLWC3NoAIvNDmI5xnGMZqYa19m1iWzv54I0SFGVz8u5ieauf2d/xOv7R8w/6nytmPfOao6h4fe81Ga7W4iXzoxGVkgD7QO4z0NAEr6pN/aV5BH5ZiitBPGw5yef0qjoeuXt7cWiSvbTrPGXcQjDQkevNXLTQVtC4S4dla1FsAw5HXn9aj0nw4dPngka5V/IjMahIghYHux70AQajrV5p92zPc2DxiUL9nUnzNp46+tN1PxFPDeXUdvLaRpaAblmPzSnGSF9Kc/hMNG8QuU8tpfMDmEGQHOcbqs3fh8S3klzbyRRtNjzBLAJASO4z0oAi1PUtRSxt9QsZLYW8wQbJEJILH1rZtRcJbgXckbyjOWRdoqtqWmm/sY7bzBHsdGyF67T6dqXWVvH0yWOw/174UH0B6mgDK07V9SnubJrhoPIu5JFCqhDAL0Oc96NS1u70+5ZnubBo1kANsD+82k4zn1o/sbUrSTTZIrtblbRwoj8sL8p4JJzRL4UEiTRC5QRySeYGMAaRTnON3pQAavrd3bapLbwz20MaWwmXzl++c/dzmrl7qd3HoUN3HEkdzKUGx+QpY4qLU/D7X189ytwi74RCyvCHwPUehqzcaQZ7WztftLiG3ZWfIy0m3pk0AUV1u7so9UN/wCVK1kFK+UpUNuHvTtK1u4m1OOzuZbSbzozIptyfkx/Cf8AGrUmhxzy6iZ5WeO9Cgr/AHMdKXStIlsJS0k0LqF2jZbqjfiR1oAyn8UuukmUS2xvRceX5X+zux09cVoT6xNbX+oROiusEaGJFHzMzdqhfwtA+nG2Lp5xm83z/LG772cVdXR0GtS6m0jM7xiNUI4XHegDLXxBetpWnyOsMM127K8sg+SLB7+9aOg
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" alt="Как выбрать оптимальную глубину заложения фундаментов" title="Как выбрать оптимальную глубину заложения фундаментов" /></p>
<p>Фундамент – это основа любого строения, требующая тщательного подхода к определению его глубины установки. Рассмотреть следует не только тип почвы, но и климатические условия, а также будущие нагрузки на здание. Первым делом, анализируется тип почвы на участке. Песчаные и скалистые почвы позволяют ограничиться менее глубокой установкой, в то время как глинистые и торфяные требуют более серьезного подхода из-за риска сдвига и деформации.</p>
<p>Значение имеет и уровень промерзания почвы, который варьируется в зависимости от региона. <strong>Чем глубже промерзает почва зимой, тем ниже должна быть расположена нижняя граница фундаментной системы</strong>. Это необходимо для предотвращения поднятия и деформации основания сооружения под влиянием морозного пучения грунта.</p>
<p>Не менее важны будущие нагрузки на здание, включая вес самого строения и воздействие переменных нагрузок (например, снега или воды). <em>Проектирование основания должно учитывать максимально возможные нагрузки</em>, чтобы обеспечить долговечность и безопасность конструкции. Особенно это критично для объектов с высокой этажностью или тяжелым оборудованием.</p>
<p>В решении задачи по установке основы зданий подход должен быть всесторонним, учитывая все факторы, могущие повлиять на долговечность и стабильность сооружения. Выбор правильной глубины фундамента является залогом безопасности и долголетия любой постройки.</p>
<h2>Анализ типа почвы на участке строительства</h2>
<p>Основа успешного возведения любого здания начинается с тщательного анализа типа почвы. Этот этап влияет на последующий выбор методов укрепления и материалов, которые будут задействованы в проектировании структуры. Пренебрежение данной процедурой может привести к серьезным деформациям и даже повреждению здания.</p>
<p><strong>Исследование почвы</strong> начинается с определения её типа, включающего в себя: плотность, влажность, гранулометрический состав и предельно допустимые нагрузки. Например, супеси и суглинки ограничивают возможности застройки из-за своей склонности к сжатию и пучению. Чтобы оценить эти параметры, проводится лабораторный анализ образцов, взятых из разных глубин и точек участка.</p>
<p><strong>Стратиграфический разрез</strong> почвы достигается благодаря бурению скважин с последующим извлечением монолитов. Эти данные позволяют составить точное представление о слоях почвы, что наиболее важно для предотвращения оседания постройки и обеспечения надежности всей конструкции.</p>
<p>По итогам исследований разрабатываются рекомендации по устройству основания здания, включая необходимость устройства подпорных стен или использования бетонных свай. Применение геотехнических усилений, таких как георешетки и геотекстиль, может быть рекомендовано для стабилизации менее устойчивых типов почв.</p>
<p>Точный и детальный анализ типа почвы является залогом долговечности и безопасности возводимого объекта, и, следовательно, не подлежит пренебрежению на любом этапе подготовки к строительству.</p>
<h2>Учет глубины промерзания почвы в регионе</h2>
<p>При проектировании базы под сооружение необходимо определять уровень промерзания почвы в конкретной местности. Этот показатель варьируется по регионам и зависит от климатических условий, типа почв и наличия подземных вод.</p>
<p>Для определения глубины промерзания используют геологические изыскания на индивидуальном участке. По результатам изысканий подбирается способ застройки, обеспечивающий стабильность конструкции в условиях мерзлоты. Рекомендуется выбирать уровень загруженности ниже точки промерзания на 20-30%, чтобы предотвратить деформацию от морозного пучения.</p>
<p>В регионах с высокой глубиной промерзания целесообразно применение утепленных оснований или установка системы мелиорации для отвода подземных вод. Такие меры помогут минимизировать риски, связанные с изменением объема грунта при его замерзании или оттаивании.</p>
<p>Также важно учитывать изменения климата, которые могут повлиять на тренды в глубине промерзания почв в долгосрочной перспективе. Регулярное обновление данных и контроль за климатическими изменениями позволяет корректно планировать параметры основания зданий и сооружений.</p>
<h2>Определение нагрузки от предполагаемого здания на фундамент</h2>
<p>Анализ нагрузки, оказываемой зданием на фундамент, начинается с оценки общего веса конструкции, который включает в себя как постоянные нагрузки (вес самого здания и несущих конструкций), так и временные (снег, ветер). Расчет должен учитывать тип почвы, на которой планируется строительство, поскольку это влияет на распределение и величину нагрузки.</p>
<p>Следующим шагом является определение нагрузок от элементов здания, таких как перекрытия, стены, кровля и несущие конструкции. Для этого используются типовые коэффициенты, учитывающие материал и размеры элементов. Сумма нагрузок от всех элементов конструкции дает оценку общего давления на фундамент.</p>
<table>
<tr>
<th>Элемент конструкции</th>
<th>Материал</th>
<th>Предполагаемая нагрузка, кН/м²</th>
</tr>
<tr>
<td>Стены</td>
<td>Кирпич</td>
<td>18</td>
</tr>
<tr>
<td>Перекрытия</td>
<td>Железобетон</td>
<td>25</td>
</tr>
<tr>
<td>Кровля</td>
<td>Металлочерепица</td>
<td>0.5</td>
</tr>
</table>
<p>После подсчета статических нагрузок следует учесть динамические эффекты, например, от эксплуатационных факторов (люди, мебель, оборудование) и природных явлений (ветровые нагрузки, сейсмическая активность). Это требует применения дополнительных коэффициентов безопасности.</p>
<p>Финальный этап – сопоставление расчетных нагрузок с характеристиками прочности и устойчивости почвы на месте строительства. Необходимость укрепления почвы или изменения проекта фундамента решается на основании полученных данных, с целью обеспечения долговечности и надежности будущей конструкции.</p>
<h2>Расчет необходимой глубины заложения фундамента с учетом уровня грунтовых вод</h2>
<p>Определять глубину закладки основания зданий нужно с особенным вниманием к уровню грунтовых вод. При высоком уровне грунтовых вод рекомендуется использовать меры по устройству дренажной системы или выбору водоотталкивающих материалов для основания.</p>
<p>Для начала следует провести геологические изыскания, которые позволят точно определить уровень грунтовых вод на вашем участке. Если грунтовые воды расположены ближе 3 метров к поверхности, необходимо также учесть тип грунта. Пучинистые грунты, например, могут требовать более глубокой закладки фундамента и дополнительных мер по изоляции и дренажу.</p>
<p>Безопасное расстояние между нижним краем основания и уровнем грунтовых вод составляет минимум 0.5 метра. Это предотвратит взаимодействие воды и основания здания, минимизируя риски подмыва и разрушения материала. В случае установки защитного слоя или гидроизоляции, этот зазор может быть уменьшен.</p>
<p>Рассчитывая глубину укладывания основы, учитывают также глубину промерзания грунта, производительность планируемой дренажной системы и материалы, предназначенные для использования в основании. Следует помнить, что устойчивость фундамента напрямую зависит от качества выполненных исследований и правильности инженерных расчетов.</p>
<p>Окончательное решение по глубине вкладывания основания всегда должно соответствовать строительным нормам и стандартам, а также рекомендациям из геологического отчета. Пренебрежение данными может привести к серьезным проблемам в будущем, включая деформацию или разрушение здания.</p>
<h2>Согласование глубины фундамента с нормами и требованиями местного законодательства</h2>
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
Ui+JS1rp7L5ZnmkCzrtbCAnqP/ANdaEWiwx5Bubp18loVVpMhVIxwPpTv7Gtja2VuWk2Wbh4+RkkevHIoAxf8AhKp3iNxFFEYxIB5O1i5T+9npVn/hJNsWo7/LEkLEW67W+cf7Xp+lXRoNqhxFLcxRGTzfJSXC7v51KNJtxFfx7pNt8xaXkZBPpxQBlnxLJDMFmhV91rHKiR53O7Y4HtzUUfimZ4rZSkMc0xYs7BtiKDgcDk9DWtDolnFeQ3WHaSGNY03HgbRgH60yPw/ZxQwpG8yPAzNHKrgOM9ecUAO0HU5NTjmE8YSWJ8HapAZT0Iz9DVSy1i9nsLm/lFstvbmRWVVbedo4xzjqR+ta1jZpYwmON5ZMuXLSvuJJqoNCtRp72QknELymVsPySeo6dPagDJi8Q6pJFKRaweYluJ9uG+7uwe/pzTdV8QzXNrOLBD9nECmSZPvRsx6fh0Nbn9mW8M8tzFGzMbfyBDkbSoHA/HpVDw/on2fSZ4L+EBrhsOnB+UdOR+dAFbTpJNNksLeWytP38DSxyqDvUhSTknv0/OmL4rme2tNkCNNIwEzYOxMtgDr1xzWvbaHbW8ySmSeZo4zHH5r52A56fnTE8O2MditqnmhVlWUtuG5mHTPtQBVk8RGKPUxJ5Ynt5WSBNrYcA9/8ilj8RGO723UX7gWscxaJCxBYAnPtzWgNIt/Ivod0m29cvLyMgn0qCXw9ayMW865TdEsLbXA3IoAAPHtQBHo2uNqmrXluojNtCMxuoILDIHOaqza9qEN8kBhtnLXHlGNd2VGe7HA//VWlpmiWelXMs9p5g8wYKs2QBnPFRS+HLOc4mmupIvMMnlPLlcnr+FAFA+JZ4ryNJFtpY3mMZWEsSoyADuPB69vSn6p4gurXULqG2hjaK3KIzOp+82OM59/0q1/wjNjuTbJcKkcnmJGHG1TkHjj2FSvoFm9tNC7TMZpBK8hfLsQcjn05oApHXb25OoSWMMHkWQ+Yy53PgnPTp0P5U288Rz25ikEUXlXNsZYgfvBsdG56Z/n7VfuPD9pNNNIsk8Pn/wCtWJ8B+e4pX0GxaSVsSASQeQqhuI09F/z60AZn/CUPseUQo0cMCtJ1GZGIAUegyevPSiPxJceYodIZEkhZw0aONjgEhWz9OcVonw/Ys6FhIQIRAy7sB1HTPv05HpT49FhjyDcXUg8kwqrycKpGOBigChH4jMsOmhBGbi4lVJ02thATjj/JqtL4rmjtJiIEe4SV1wAdqICAC3PU5ra/si2+zWMG6XZZOHi5GSQe/FQr4dsVtbqAeZi5OXfd83XOB7ZoAz77xHd281wscUCiFY8LIDuct1I56Dr9K0r3Vjb+H11FUHmOiFUPI3Njj6Uk/h6yufOMxlZ5doL7hlQuMAccDipptHtri2tbaVpGhtgAE3cPgYG71oAxm8T3MEU4uLeLz0kWNVGQASpJzn09KJfEt1El2vlwytGitFIiOEbkAg5571rS6FZTm6ModjcyCRvm+6wHBH50kmhwSwXMU1xdS/aAodpJMkYORjjApiKkmtzXN/Z2mmtbs0yEyNKrYUgZwKi/t+8hgvLieO3MdrL5JVAwLv2wewrYbT4XvbW7LP5lshjTnggjHNRpo9oIbuFleRLuTzJAx7+3pSGZp1nUYBb+fbwObuBpIRFnIIGQCO/bp60W3iKS4lso1RA0sTtOCpBVgCRj24q/aaHbWtxFMJJpWhXbEJXyI/oKnudPhuryG6kZw8KMigHjDDBzQBir4nZtMtZVERu5ZQske1sBScZB/LvTv+EgvJ7e9vbSCD7JaMAQ5O9hnr7cYrR/sS1/s2Cw3y+TBIJFO4bsgk88e9RzeHrKWSYhp40nYNJEj4VjnPSgCJdVvLrUnt7RbeONbdJ8ygk4YA44PvVVPEV7NYT6lDbwfY4JApUk72HHOeg6j8/atqDTre3v3vIwwd4li25+UKMYwPwqm3huxYuoadYZHDvCJPkYj1FAGrG4kjRwMBlDY9MinUigKoVRgAYAHalpAFFFFABRRRQAUUUUAFFFFABRRRQBNb/eb6VPUFv95vpU56VSArXl/a2Sqbu4jhDnClzjNY17q1tp88l1FfxT20n+uh80M0ZPAZP6j8af4tigmsoYplJLP8hV9rA47Dv+PA6npWLpnhSC8g+03V3OtuMsCJMAn1BI+6PXv16UwLOi6lFeWtnG97Fa2dqozmUK8zjt6hR+tdJ/a2m/9BC1/wC/y/41wEulWRvPJ003TRlsLlgWkb1AI9OntycDGdiTw7ZaZarNd3M7XJyVjVl2j2OV6DuxoA6tL60ePzEuoWT+8JAR+dOF5b/8/EP/AH2K8ye3ifxDaCZVuC2z5WVUP3x/CAM5B6HnHJr0caTp2P8Ajwtf+/S/4UAStcwFSDNEeP74rnvDbiGaLz5o8tYpt6KMb2wPwFa76FpOxx/Ztr8x3H90OtY+iWVtdXFr58Ecoj06MKrqCBlm/wAKAK+sXcEXi+OfCSuLIiI/eCvu4OB1PoB3pirNauWdjJqUp54DGEkfkZCOnZR7dX6/Z/2Lqf8Aa1paWqQiDyt5ITy3J+8Bjk46Viw6+Io5HQxLKW2+b9oyyIeu3I+8e7f/AFqAN3Q40g8TiHIaUWreaF+YI28HBbu3qfWut2iuL8Jypda2ssYiXy7UqVSfdty3p2/Hk9TXbUAN2j0o2inUUAV7uzhvbdoJwTG2NwBxnBzj6VMFAGKdRQAmPejHvS0UAJj3oxS0UAJijFLRQA3HvWPcjHi+xH/TpN/6ElbVYt1/yN9j/wBek3/oSUAbDD5Tz2rI8J8+GrL/AHD/AOhGtdvun6Vk+Ev+Rasf9w/+hGgDXx70YpaKAEx70Y96WigBMe9NkTfGy5xuBFPpKAKdrbGz0yG2LbvKQJuxjOO9JVqYfujVWpYBQelFB6UgFNJSmkoAKKKKACjKryzBVHUk4xRWN4ntp7myh8qJ5oklDTQocM64pgO0PWW1R7pJUiiMLYUK33xzzz9P1rT8+HYr+bHsY4Vtwwx9Ae9ef6RZz3d+qWqSRkS5aTqI4+cqf8O9aVjZSPrq6PL81nZzNMqluccEA/mv5miwHXefD5fmedH5YON+8Yz9aJJ4YjiSaND1wzgGuN+xX58KSJtbYbgn7P5B3k5+9nrj8KluLiHVdQu7pI5ZoktzBb7IS2WI6k9uTkd+aLAdY1zAqqzTxKGGQS4GR6ileeGMgSSxoW5AZgM/SuFDSXVokcdlkQWxg80QlyXHO0f3evWiezvLmDTkSC486CGQkmInGGZlGT9B+lFhHdiaIy+UJYzIP4Nw3flSLcQs5RZo2cZyocE8deK4hLLU575rqRHW4u4ZCD5ZAUkFcE44yB3qewsJ2nsV2TxTQ7ixFrjb6hnz82Rxn3osB2BuIBF5pmjEZ437xt/Omi7tTjFzAc9MSL/jXH/Yb4+FraNkYxeeP9G8j5hyeSfT8O9a7afGniljHYxmBbXKjywE3545xgGiwzbWeFpPLWWNn/uhgT+VSVwn2e7+1WjCyeCRLkllihYbQWXnf/EOv+TXY2d99rnuI/s08PktjdIuA/JGV/KgC1RRRSAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAmt/vN9KnPSoLf7zfSp6pAQXNnBdBRPErhemf5fTpxSzW0c8RiljV4zjKnocUl3e29lGJLqZIlZgoLHqamDBhkdKYFWDTrW2lMsNuiSYI3d+Tk1S1PSftdwjxrlnYb5HfIjUei9/YdM8mtjtWRr99JZW6bJEjV873J5Ue3p9e31oA5jxEYLbxJp0dpgiBVD/LnnzBnLdj6n8O9d8K8y1O3lg1a0afCiUIYkLlcDzR/D3z1wfqea9NFACN90/Suc8OOBeW6dzp0Z/J2/wAa6NvuH6VznhxVN5btn5hp0YH03tmgCfxc6LYWwlkeKM3UYaRBkqOeg9e1JDaQIsBFpGr24zHauw+VSf8AWMcfexmpvFBmSwingjEkkE6SBWYAHB9yPWsiLWhEXQ6fcurfNI7SxFpm6EMN2AtAFjRBA3ia5mtYX8qW33ee55lO/qB/d7D6V1FcvoEtxea/NdSJKkX2YIqsUCqd2cAKTxjv9a6igAoopKAFopAeaWgAooooAKKKKACiiigArFuv+Rvsf+vSb/0JK2qxbr/kb7H/AK9Jv/QkoA2G+6fpWT4S/wCRasf9w/8AoRrWb7p+lZPhL/kWrH/cP/oRoA2KKKKACiiigAooooAjm/1RqrVqb/VGqtSwCg9KKD0pAKaSlNJQAUUUUAFAODmiigCpYaba6cZjaoy+c258sTk8/wCJpbbT7e1up7mJWEtx/rCzk5/wq1RQAdaq6dp1tpcTRWaMiM24gsTzjH9KtUUAV7KygsEkS2VlWRzI2WJyx61YyfWiigAozRRQAZPrRRRQAZPrRmiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAmt/vN9KnPSoLf7zfSp6pAYniNRJDBH5MjGRijSohbykIw5wO5GR+NWZbG7U7rC/aEcbYpIw8YAGMDoR+daVFMDKW51iDInsre4Hrby7T+Tf41XvdR09vLfVILm2WFgw86M+WW7ZIyD7Vu1heIhM72kcBZndyBGrct7jsMf3j0HTnFAHKaxqqavr9vJC4KbYwiou4480H5z/Ce/H0r0gV5z4j0yC21XToZhD5jom4gmNR+8AwoHXAz1575rsxpHkjFneXcA3Zx5m9fybNAGk/3G+lc14dYjULZex01D0/2zXSniM5PauZ8OsRqNquflOmISP8AgZoAteMRE2kxLcNshNzFvYLkgZ9O9UpNNsRNEItMtvtATMMTphY4yB88vv14/wD11oeK5JYdMj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" alt="Согласование глубины фундамента с нормами и требованиями местного законодательства"></p>
<p>Для соблюдения строительных стандартов и критериев безопасности необходимо точно следовать прописанным в законодательстве требованиям к проектированию основания здания. Это включает в себя не только технические аспекты, но и учет экологических, исторических и геологических особенностей местности.</p>
<ul>
<li>До начала проектных работ проверьте, какие документы в вашем регионе регламентируют строительство. Обратите особое внимание на строительные нормы и правила (СНиП), которые актуальны для вашего региона.</li>
<li>Уточните требования к минимальной и максимальной глубине основания, которые могут варьироваться в зависимости от типа почвы и сейсмической активности района.</li>
<li>Необходимо провести геологические изыскания для определения типа грунта на вашем участке. Прочность и тип грунта влияют на требуемую глубину основания и способы его укрепления.</li>
<li>Следует учитывать климатические особенности, такие как глубина промерзания почвы, которая определит минимально допустимую глубину залегания фундамента ниже уровня замерзания.</li>
<li>При планировании строительства в исторических или охраняемых зонах, возможно, потребуется получить дополнительные разрешения от соответствующих органов на проведение строительных работ.</li>
</ul>
<p>Интеграция этих пошаговых мер в проект позволит избежать эксплуатационных проблем и увеличить продолжительность жизни здания.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Как правильно организовать складирование грунта на стройплощадке</title>
		<link>https://aktaustroi.kz/kak-pravilno-organizovat-skladirovanie-grunta-na-strojploshadke/</link>
					<comments>https://aktaustroi.kz/kak-pravilno-organizovat-skladirovanie-grunta-na-strojploshadke/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:17:15 +0000</pubDate>
				<category><![CDATA[Земляные работы]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-pravilno-organizovat-skladirovanie-grunta-na-strojploshadke/</guid>

					<description><![CDATA[Определение оптимального места для временного накопления земельных масс является первым шагом в управлении распределением ресурсов на строительной площади. Зоны должны быть доступны для строительной техники, но при этом не перекрывать рабочие и транспортные маршруты. Рекомендуется выбирать участки на равнинной местности, что минимизирует вероятность эрозии и обеспечивает стабильность куч земли. Соблюдение требований экологической безопасности обязательно в[...]]]></description>
										<content:encoded><![CDATA[<p>Определение оптимального места для временного накопления земельных масс является первым шагом в управлении распределением ресурсов на строительной площади. Зоны должны быть доступны для строительной техники, но при этом не перекрывать рабочие и транспортные маршруты. Рекомендуется выбирать участки на равнинной местности, что минимизирует вероятность эрозии и обеспечивает стабильность куч земли.</p>
<p><strong>Соблюдение требований экологической безопасности</strong> обязательно в процессе хранения почвенных материалов. Убедитесь в отсутствии близости к водоемам для предотвращения загрязнения воды. Использование защитных барьеров, таких как сетки или тенты, помогает предотвратить распространение пыли и мелких частиц на смежные территории.</p>
<p>Планирование путей для перемещения земельных масс <em>обеспечивает эффективность и безопасность рабочего процесса</em>. Укладка должна осуществляться слоями с компактированием каждого слоя для уменьшения занимаемого объема и увеличения стабильности. При этом помните, что высота хранения не должна превышать установленные нормы безопасности.</p>
<p>Периодическая проверка состояния накопленных материалов поможет избежать их ухудшения. Особое внимание следует уделить защите от осадков, которые могут вызвать утрату механических свойств земли. Дополнительно, рациональное использование земли сократит необходимость в дополнительных площадях для складирования и позволит бережно относиться к природным ресурсам.</p>
<h2>Оценка геологических условий перед организацией складирования грунта</h2>
<p>Первый шаг в подготовке места для временного хранения земельных материалов на строительной площадке – детальное изучение геологических особенностей территории. Исследования должны включать анализ почвы на предмет её типа, структуры, водопроницаемости и устойчивости к нагрузкам. Геотехнический аудит помогает определить, способна ли подстилающая почва выдерживать вес накопленного материала без риска сдвига или осадки.</p>
<p>Особое внимание следует уделить уровню грунтовых вод. Повышенный уровень может вызвать просадки и изменение свойств хранимых материалов, особенно если они влагочувствительны. Рекомендуется проведение гидрогеологических исследований с применением бурения скважин и отбора проб под различной глубиной.</p>
<p>Не стоит игнорировать и исторические данные о местности, такие как предыдущее использование территории и известные геологические изменения. Информация о прошлых строительствах, залежи нефти или наличии карстов может оказать значительное влияние на выбор методов и места хранения материалов. Анализ рисков, связанных с возможными оползнями или обвалами, должен быть включен в отчет по геологическому исследованию территории.</p>
<p>В течение всего периода хранения земельных покровов следует проводить наблюдение за состоянием складированных материалов и подстилающей почвы. Регулярный контроль может выявить изменения, своевременное реагирование на которые предотвратит возможные проблемы. В зависимости от полученных данных могут потребоваться корректировки в методах хранения или даже перенос материалов на другую территорию.</p>
<h2>Выбор оптимального места для склада грунта на стройплощадке</h2>
<p>Определение местоположения для хранения почвы на территории строительства должно учитывать несколько ключевых аспектов для обеспечения эффективности и безопасности процесса строительства. Важно, чтобы расположение было доступным для строительной техники и не мешало другим операциям.</p>
<p>Рекомендуется избегать участков рядом с водоемами, чтобы предотвратить загрязнение воды и возможную эрозию почв. Близость к источникам воды может также привести к дополнительным затратам на защитные мероприятия.</p>
<p>Необходимо обеспечить легкий доступ для грузового транспорта. Место для хранения должно иметь твердое покрытие для предотвращения застревания машин в периоды дождей или таяния снега.</p>
<table>
<tr>
<th>Критерий</th>
<th>Описание</th>
</tr>
<tr>
<td>Доступность</td>
<td>Место должно быть легкодоступным для строительной техники и транспортных средств на всех этапах строительства.</td>
</tr>
<tr>
<td>Безопасность</td>
<td>Место должно быть защищено от потенциальных опасностей, включая заливные зоны и области возможного обвала.</td>
</tr>
<tr>
<td>Охрана окружающей среды</td>
<td>Избегание размещения возле водоемов и участков с высоким риском загрязнения.</td>
</tr>
<tr>
<td>Стабильность</td>
<td>Выбор участка с твердым и стабильным покрытием, минимизирующим риск застревания оборудования.</td>
</tr>
</table>
<p>Соблюдение вышеизложенных критериев поможет минимизировать риски и способствовать более упорядоченному и безопасному строительному процессу.</p>
<h2>Техники укладки грунта для предотвращения его уплотнения</h2>
<p>Для минимизации уплотнения земельных масс рекомендуется укладывать его слоями, каждый из которых не превышает 30 см. Это позволяет повысить контроль за равномерностью распределения и предотвратить чрезмерное уплотнение под действием собственного веса материала.</p>
<p>Использование специализированной техники, например, экскаваторов с гладким ковшом или мини-погрузчиков, способствует аккуратной и мягкой укладке без излишнего давления на нижележащие слои, что снижает риск уплотнения.</p>
<p>Обеспечение хорошего дренажа на местах временного хранения через системы водоотведения или использование геотекстиля под слои земли также помогает в сохранении структуры без необходимости её уплотнения.</p>
<p>Периодический контроль уровня влажности земельного слоя позволяет поддерживать оптимальные условия для его укладки. Слишком сухой или переувлажненный материал легче подвергается уплотнению.</p>
<p>Применение метода &#171;воронки&#187; при укладке, при котором материал распределяется с центра к краям площади хранения, помогает равномерно распределить нагрузку и уменьшит давление на центральную часть складировочного места.</p>
<p>Внедрение контроля за температурой земельных слоев может быть полезным в регионах с большими колебаниями температур, поскольку замерзание и оттаивание могут способствовать нежелательному уплотнению.</p>
<h2>Применение защитных покрытий для предотвращения эрозии складированного грунта</h2>
<p>Защитные покрытия – эффективный способ снижения эрозии больших объемов почвы, временно расположенных на открытых территориях. Различные виды материалов предоставляют разные уровни защиты, в зависимости от потребностей проекта.</p>
<ul>
<li><strong>Геотекстильные материалы</strong> обеспечивают прочное и долговечное покрытие. Они предотвращают смыв почвы, позволяя воздуху и воде проникать сквозь ткань, что способствует сохранению нормального баланса влажности.</li>
<li><strong>Биоразлагаемые ковры</strong>, изготовленные из натуральных волокон, таких как солома или кокос, предлагают экологичное решение, которое со временем разлагается и обогащает почву органическими веществами.</li>
<li><strong>Пластиковые покровы</strong> – это бюджетный вариант, который предоставляет надежную защиту от осадков и ветра, но ограничивает газообмен с атмосферой.</li>
</ul>
<p>Важно также учитывать местную флору и фауну при выборе материала для покрытий, чтобы минимизировать нежелательное воздействие на местную экосистему. Все покрытия следует регулярно осматривать и поддерживать в хорошем состоянии, чтобы обеспечить их длительную эффективность.</p>
<h2>Соблюдение нормативов и правил при складировании грунта на стройплощадке</h2>
<p><strong>Местоположение куч земли</strong> должно соответствовать требованиям безопасности и экологических норм. Необходимо обеспечить минимум 2 метра отступа от краев ям, котлованов и фундаментов, чтобы предотвратить обрушение грунта.</p>
<p>При формировании насыпей следует контролировать их высоту, которая не должна превышать 5 метров, с учетом угла естественного откоса, чтобы предотвратить смещение и разрушение куч. Угол откосов должен быть выбран исходя из типа почвы, исключая риск сдвига.</p>
<p><strong>Технология укладки</strong> включает использование слоев с последующим утрамбовыванием каждого слоя. Это обеспечит устойчивость структуры и предотвратит ее деформацию под воздействием атмосферных осадков или эксплуатационных нагрузок.</p>
<p>Для предотвращения загрязнения окружающей среды <strong>все склады земли</strong> должны быть оборудованы системами для сбора и отведения поверхностных вод, что предотвратит эрозию и размыв куч.</p>
<p><strong>Регулярный контроль и ревизия состояния</strong> временных хранилищ земли поможет своевременно выявлять и предотвратить возможные нарушения условий и экологические риски. Проведение проверок должно осуществляться не реже одного раза в три месяца.</p>
<p>Соблюдение данных нормативных требований является обязательным для предотвращения несчастных случаев на рабочем месте и снижения воздействия строительной деятельности на природу.</p>
]]></content:encoded>
					
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		<title>Какие нормы и ГОСТы регулируют проведение земляных работ в Казахстане</title>
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		<pubDate>Thu, 30 Jan 2025 18:17:13 +0000</pubDate>
				<category><![CDATA[Земляные работы]]></category>
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					<description><![CDATA[Вопросы качества и точности при реализации землеустроительных действий строго регламентируются соответствующими правилами и стандартами, обеспечивающими безопасность и устойчивость объектов инфраструктуры. Ключевую роль в этом процессе играют документы, такие как СТ РК 1.02.-02-2003 &#171;Правила и методики выполнения земельных участков&#187;. Этот стандарт описывает методологию проведения измерений, требования к используемой технике и материалам, а также основные этапы работы[...]]]></description>
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
VWMhJI+mfTNZo1G6MAk3Sg/wB0nkYqNNWunVWAmw3Q84o5wua8UEsXzLZLkHBG/wC8DnJ6/wCc0kNs537rLYGBBzLknp71lxarcSSbS0qj+8SaDql0GI/fYzgNk4NHOFzTMUshDNYruQBVJfnH51ZgtVkCyXEGyUMWwHz3z2NYcOp3cr7T5yLjOWpG1S6WTZib2OeDRzhc3v7NtOP3R47bzj+dSS2cEzAyIThduMnGKwItRupFJLSIR2Y1GNWuiMhZz24Jo5wudF9igETw7D5b/eXcalWGNZZJFGHkxuOeuOlcwNWuiMhbj9a19KnlllcSSMwC8AmmpXC5m3nb/rqf61Wk/wBW30NWNQDGPCEBi7YJ7HBrP2XQYl5FKYOQPxx/Ss3uEtzYYj5VmltweMF4O+B3z16UHylODPZg+hhx/wCzUuDtHmTQ/KBy0GecDvnrjFCokrfLPasx+X/U/p1qSwUKCyrNaDpnEPrn/a+tNPlpuDT2o55BhPXH+96Cp1s5FGFa3A68Qf8A16Q2TliWNuSecmDP9aQEW6P7puLPA/6Y8f8AoVPSETFgr2r7Dg/uOn60/wCxPgjNvg9f9H/+vTkt548+XLCmeu2HH9aAI5o7hXtwJYgPM4xERj5T70TB1LebLD8uGJMBPXj19qJ47nzbfM8ZPmcfu+nyn3ok8wtteaIncF5gPXqO/vQA+FJsMIpYQFYggQkc/wDfVMskuTZw7ZowNgwDGT/Wi38196wzxDafmHkkc/n7U21+0JYwt56KpUADyif60ASoJS3yXFuWOTxF+f8AFTIEuftFziaMHcM/uzz8o96YJGUqVuY8tkgCFs8n6+tOhS58+5InQEMM/uic/KPegBzRNna0ttkY4MPT0/iplxHLH5IZ4yoY4VI9vY+5pGcnMjXMf8PPkt65HeiUyuIJGlV0ZjgBNvY+9NDRzd3/AMfc3++f50UXY/0ub/fP86KoDrvD3/Htcf8AXw/9K1ayvD3/AB7XH/Xw/wDStWtkQc74vx9it92NvnjO7OOh645rnfJ0x5Bidl3MRgZAX06iuz1a3uLiFPswjZ1bOJCQOhHb61jDStXGwqtoCnQgt6Y5rOSbZ2UZxUbMw/I03dg3Tjg5O04zxgdPrQ0OnIB/pEjtjkAd+e+PpW6ul6skagJaEgYyS2MfSj+y9X2BdlngYHJY8f5ApWZr7SHc59orEBds7n94AeP4O56df8807ydPxn7RJ0PGO/btW5Fo+qosw2WxMjFs7mGCSM/hx0pf7M1jduxag7g3BYAEDFLlY/aQMEQ2A3BrljjOCAeemO31p7wachP7+UgnjgjjHXp65rbXStXBBC2fHTr6Yph0XVjIWxa8xeVjLYxnOfrT5WL2sDD8mxCt/pDMQpK4BGT2GMf1pyQWBhDNcOGwuR1+Y9eMVtLpGrpGqKLUbQBnJOcUraRq5xj7MpAwCrMO2KXKx+0h3MKOOxy3mTPjeQvrtzwelOaCwUuDO+R079h6DHt17VtzaPq0u3ctoNrhxgnqKcNJ1cYBW1KjIxlu5yaOVh7SHch8KiJdXuBA5eMR/Kx6nkV19YOj6bd22ozXVysQDptARifT1+lb1ax2OKs05XQ6iikyKoyOY1jb5s+9iq7hkgdOlZmYGUt5kvyjk8CuulSyO6R/LPckmopPsEaM5iBVQrZCnoTgVk4hZnLLNbRqw82YqykYPOKeBAIg3mykbgAc8iusS1tXRXEKgMM8ikW3smcoqRl8ZwDzRyMVjknltndnZ5Aeh6YFRhoADiaTHrjPXpXT3mnAHzIF4HVP8KuixtQBiFMfSkosLHGBrUMp86bnn8uKlUwBHUvKQMHnkjIJFdf9htv+eK0n2G2/54rT5GFjjVFuOPMm56f/AK/60pMAIbzZcMSoGMf57V172lqil2iXaoycDNUoPInlUeQmx5CoUxspAwSDk9c7fTjNLlCxzZa2zzLcE4A+tdHouPOc/wCzWj9htv8AnitPit4YiTGgUnjiqUbO4WOfvfur/wBdT/Wqkn+rb6Grd79xf+up/rVST/Vt9DUPcHuXzCMBpLnBUDJMS+nTpzwaAkIIP2uMMDkfulB/lQY+VMlxGCMDLQj09c+9OjhWViI7mBzjtCOlSWTRpLIu5L0svTIRaf5Fx/z9t/3wtMS2uEGEuEUegiA/rTvJuv8An6H/AH6/+vSGL5Fx/wA/bf8AfC0eRcf8/bf98LSeTdf8/Q/79f8A16PJuv8An6H/AH6/+vQBDPDOJLcG6Y5k4OxePlNOmgZcGW5PJ6mJTzj6egps8Vz5tvm5BJk4/d9PlPvT5UmUL5lyuCeMw57UCEhtXCZhuCoPHESjp+FR20Uv9nxs1ywQIDt8tTj9KmjiuDGNlyoXsPJxj9agtknFjCTcgIygAeVnrQAqxDcAtzzu2j90vX8qWGGfz7nFywwwyQg5+UU0/KFf7Sg3HIPkd+madBFcm4uALkAhhk+X1+Ue9MBvlqVJFwSBj/livfp296Ch227LMXjLHC7AuOD6Uu0jJ+0IMDJ/cen/AOqh45EMGZVdMnCqgXsaENHOXg/0yb/fP86KS9/4/Z/98/zoqxHT6XI0WmXkiHDLO2D+VUpNfnjlKM/TuFFWrD/kD33/AF3b+lZkyM6YVgvPORTk7GbLB8QSjrIfwQU5tfmWPeZDtzj7grNkVo2w1yV79On6/wCcUFsjaLs7sjHy896VxXNNddnLBfMwSMj5RzTB4im4IcnPT5BWfuyv/Hz82cA9BmkJRWP+lgYB49/X9aLsLml/wkEwJBcjv9wVLb61cTybVfoQDlBWZseXJjuOnB44zVqAFTGGOSMZPrRcLnT3LsltI6nDKpIrn5NbuY2Clxz7D9K37pWe1lVRlihAFc7Jp2oF/kjwuO+OKp36Ddxy67MzBRJyTgfIP89qb/b8+xW3/K3Q7RTE03UwQDEoXPOKZLaXsPMyhVP3SR0Pf+tTqIlHiKXjMuM+qCpI9cuJCQsh4/2BVaGy1GaPegUjnBFKdO1bGBEmfX0o1A2tLvJ7iZ1lbIC5HGK081k6TbTQSuZYyuVxz9anNvFLfy+agcCNCFYZAOW9foK0jsVHzG3WpRp5kSnDfdDh1wD+ef0qvHbyXKMBKjBiGLCbJ6Y6AenvVDU4YhrlvEEVULoCq8dfpWpJodqxzE0kR68HP8+f1pXuabIVdKGV3PGMHIKJgj8yasJYqAA8srADAAIXj/gIFUvsGpQZNvehx2V8j+eaPtmqQf66zEij+JO/5Z/lTE3cv/YbYjDxCT/fJb+dZGrCSwlj+zzOgkycDAA9sCrUevW5YJNHJE/oRn/6/wClc/qeoXE945b54kc+WcY4zxSbBJnRf8TeDP8Aqrgdh0P9KP7Wki4urOWPHVl5H5nFUbfxVGcC4t2U9yhzWjBrenz4AnCk9nGKE0FmSRarZygYmC5/vjbVtHV1yrBh6g5qu1rZXQLGOKQ/3lxn8xVV9EgB3W8s0Df7LZ/nz+tMWhpkZGDVaZQs9tgk/vf/AGRqpm21a3B8m7jnHpINv+P86pz6vcw3cMN1aHej7h5fO7gjoM+tL1Cx0dFVbO7W6ViIpYyv99MZ+h71ZqriOcvf9Wv/AF1P9apyf6tvoavXahoQS23EhOcZ9arGFHQ4uo8dDx6/jWT3BpstlsbUlmgBxxuh68A+v0p6DYxZJ7VWAwSIcHH/AH17VF9ojKjc9seOrIfTHrR50S5J+yjPGfL6/r71NmWTmdwwU3cGT0HlHn/x6kNwynDXkA+sZ/8Aiqh+0Qk8vaE9OU/+vQ0kQbDC03dsx/8A16VgJxO+cfbLcH0MZ/8Aiqkj+0SIHS5hZT0IiP8A8VVIS24GM2gA5wU6frUwuyifLLbhVGeFOAPzoswHzpc+bb5mjz5nGIzx8p96fIs4wJJ4Oem6L/7Kq0l1uKOZ4cRsWyFOOhHr706W53fLJLDgc8g+n19KLMCwiXGwbJ4duONsRx/6FVe2WcafGzSx7AgODEW/rSpdFQVWWHCgnkH8TnPvTIrnyrdY/OhKKNpJU+nfmizCw8JlgBJb5LbRm3PX86dAlz9oucTRg7hn92eflHvTFnUudr225eT8nT9aRLkpJK3nQ5cgkFTxwPf2oswHMSdxaWHgEnNufXnv7U6RZd0BaSNkzwFTb2PuajM6sWBa3JAyfkOev1p6ymaRV8yM+XztVSO2KaTA5m+/4/Z/98/zopb7/j9n/wB8/wA6KsR0engnSL0AZPnt0/Cs+VLhV/dwljjvxW14e/49bj/r4f8ApWpiqcbkNXOJkWeRgPsyydOppy285kw1mgXJ5xWzLB9l1WIqMI7gj8e1bdSo3EkcWILjeFayXZnrjp70n2e4KHNmoOOPlB/zxXZuwjRnboozQrBlDDoRmq5R2OPENwhPlwELyQAuOwxn8ant45iULxMrZ5GM45rpJLmKNclgecHbzioW1K3VgMuwP8QXIpco+Uu9KKzpdUjRNyMnzKCoJ5z3BA9qWK+kaaRfIkKDGwhD8358VY+Vl2SRY1LMcAECmXEC3EJjbv0Poaq3Uszw4NuyLuXJdhnqOwzWhkAZNAraGbpO6MTW78MjZ/z+VSSPc/aHWOaEDlUB6hsZGf5/SrARWn86MgnG1sd6ju2htomuJVYhSCcHufl/rSSsCIVGoMufNtzyOgJ+tN8/7NNLJcsNywx7sfxHLdKmtJLaOwWSL93CATgnpzz+tc5dzT6vqxgthgFQM/3VBPJ/Ok3bYtalS9uJb2+3Rj95I4C4PfoBU32/WbA/vfNAHH7xcimaoiabqEKQjiCRDkjqcZyastrl3MSBMoz2wB/SovYrclt/FUowLi3Vh6qcGtGDxJYTYDs0RP8AeHH51zcoEzkvtLdyBTDaA/d3A++KOcOVHZPe6dPH88sMq+h+b9K5/WI7JniNkAvXcEyv6VktaSJyGUn64NKsl1CON4HuOKHK4KNjQ1XS3sh5sbiaFuAzDJU+hx/Om2WiT30CzJ5UaNn5i59fTFVRcyzRMrfd6k5OPyqS1uoxEsTMV59Cf60rjs7E82k3dmd0F3E2OgWTafypsetapanDSFx/tjP61c8tCPkRm+qn+tK4aNcsAo+opczFbuLF4rcD97bAn1VsVTn1QXGoR3S7UZSOD0FLLHC/341ye+MGqU1sgmRU3DcwFPmbGoo3Xv7tvvXAX2UYqB5Gf/WSyP8AVqzipiuI1MShsHnH05qwC+VDK3LEcDp71Nx8iRfjbNlGsbxhgTkOM8c0QxhFdW+zbSOAF79BnjnvWppJEelRkk4XcSfxNRJf3boMWxDdDlG45/wrVR0MrmcYjkDNsV7gr7/SnRoN6iQ27Rgcjbzn8q1BdXRVj9m2kAlcgnOP5dP1qJr+7SbabF2TeV3KCeAeuPcZ/SnyiuZgjYMARabfVVwR+n+cUCNy4LG0Oep2HP8AKteO7u5DhrVk+XqQcbsgH+ZP4fkj3d2u4C2LAE8hT0BxnHejlC5nOgCKIjb54Lbk6n8qjEbAYzaYIwfk6/p9K1Fv7ksS1jLtAznac9cdPpStfXKeUTaSHcvzhVJ2nJz/AC/WjlHczIIkDAzC3IOdwVfpjHFKsalW8xoC3AU7eOD3q9JqF2ASllIeflUoQT1x/Spo7y5aZUa1YKd2Tg8YHA/H16UcoXMcpKzZL2o9cKefbpSrEQAN1tt4yCpPQ/8A6/zNas17cxrEUtncsrFsI3BHSl+13YTzDbEjJ+XB3Hg9u3T9aOUVzMlT5yYDAo5xke3fj61GY3Cjm2Yg85XnHtxWoL+6A+axkBHJABPb6euB+dO+3XALqbOQurEZCnaRjqPxo5QuZkqZwYxbYKfOrL1PX06VJaFU3eZ5SkfKCo5I/wA/yq42pXf7vZYSncBu3KRg55/SrtrLJLAsksZiY5+Q9QM8fpRyhc4W+XdezsCCC5/nRUupf8hK6/66t/OiiwXOn8Pf8etx/wBfD/0rWrjY9QurYTxwHYnmsxIXNB1i+YYNww+gApcyGotnS6giNEGdlV0O5STjPtU32u2/5+Iv++xXEyzvK5aR2dj3Y5qMP60uYfKdXqGsWccUkYcyMykZTkDj1qnHrYaNVLCMYxjy9367h/KsJUkmDBBmhoZEABGT0wOaXMUkrGzHdadEGAe4ZWxlQqgHHSj+09PQbUtGkHpK2f55rGEUuOhA9zilEB7so+nNHMB0NrrloEKtD5BxwByDWgNRtmOA4+g6nnAH41yS2ZJ6OfwwKmjs3UghdpHQs3+FLnJaub1/qMPzwKrs6sM4HAwQalt75LxZkdfKXGMlhzmufjZ2lmMjBm38n8BUmxWfLE/TNPnY+XQks9QmsVkhTy3G7BZjwCOM++eKW61Ke4RopJohG4wRGhP86pyBYpxtUFWGcdeR1p4uH2/u4cD64qeZjsRma6ksxbQnuTgnoenNO05L2wD+SYkZwN7t8xJGf8ajV2ScswALfNx+Rq15hb7oJ+gzSuyiO4tXu3El3KGfIJKrjNQvpsBHyuwP5irWJD/CfxqEO7MwGBtbbnNJXAqNYzx/6uQMPrioy1xGfnQke4yK0olLEh2Ix6VJiIHHU+5pgZaXuOCu0ewqzHcpJwGdj35xU0gtmyGjQn6YNZkzBpTb242g/fI5xQA+STzSwXARevvUljZpPAkv7zdn+HGOvvVfy1iOBICPQ8GlsZrqOJfLDFCfTjrQDN5Y2PVCf9+Q/wAqeqBOd8Kf7qc1QYykfPLgVGfL/ict+NSTzI0JJoBxJM7+w4/liqVxc2TyKwR9yEEEH/Go/MjH3Uz9aikZZOWReKaBMJ5fNZWZ1UDpjgipIZnkXBbBH8WDg1BvVRldo/3RUZmYnOBTsU22jtNFBGlw5Oep/U1frA0/V0t7GGIwuSq9RVn+3E/595K2UkkZWZrUVk/24n/PvJ+dN/t6PeF+zyZIzT5kLlZdurUzsT5m0FCuOePcc/5xVdtNkJbbdsgLMQFXGM9B17U3UpS9rBIuV384/CsI3VyNq/aIQwHzAsetS52JNyTTZTgtfMoByQBgduOvT5R+vrTvsDyQoqXu4oHDNt3ZLfjxXPC5lZhma3P/AAI809bu4G0efCB7MfTilzgdD9hkKbftJHzK3C4HAxjr3qrLbpbt5ZuZH+XptyQcHnOfU5x7UmkvK1wBIxY7TkA8VBdLOJpQqneSW2n0+tZ1JyS91GkEpPUuQ2RlDSRXjbWCjheQRjPU9/61LBp0kcySPdO+1i20jg57daraXcR2wmFxIA5bgeo9vxq4uq2Jk2G4VGH975a0pyvo9yZK3oX6KYkiuoZGDL6g5p9akpi0UUUDOB1L/kJXX/XVv50Ual/yErr/AK6t/OipAnVT5kzcgea3OPeoJISZWKA7OvSrsKK4kRi43TuBtOKXyoZXBzJvcnau7j1rB6M6Iq6KIiAUFlkJJxxgD9anjtQ+QEGR3LVaFi5TblU5Bzkuf6VAqsJHUytxxhQB61OouVCQp5U0qnHb7vTpU+xWkAbOMHp+FVfNWGaUNuycdck05LgPMqgFeDy3FV0CxaEcK9EH4804OFGFAH0poi9X49hSiNB1Jb6mpCwhlpvmE8Lk/Snjyx0UflSPNtHTNAFMTJHJLvyDuzjHtTknMrMUXAHHJqGSMSyM5J+bnGKdCgjU7M+vPNWIfKGZGJIynzDH6/pSxzRhACjMw9OlJhjyF+oIpQjYx0HoaV0F0NmcvtKxBCDnOetTpcYQA/eHFMEQ74/AUExrwTildE8y6DmuT2GPrUS7ssVBwxyc0GZF+6uaje6I44FC8h3b2Jdsh44/GgxHHzvx71VNy57mm+aD1zRZhZll1QEbZMDvUKxW8edqE56571EZT2ApDKxGBxTsNJljzFQYVFUUiyYXahCr6LxVX60U7BYsNIB1OTTRKvoahooCyHmU54wKRnLDBNNCk8KCfpUq20rfwEfXii6C6RFRVpbFz95gPpzUq2UY+8WNLmQudD1VjBERkjaKmwSVwTleop8SgRKB0ApwUAkgcmpbKT0GlgAT1xUYO6dTz9w/zFSeUuSecmmkf6Qo/wBg/wAxSGjWv/8AkH2v+6P5VhuSXI+zI/OASRzW5qEBuNOt0CMwwM7RnsKy/wCyhkE20hOMdGrWxzPcrbfmIFrHwMggjmkAPUWUYP1WpJbTDbGs7jC8AhDg/wCcVO2mbuts/wCTUrAX9
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" alt="Какие нормы и ГОСТы регулируют проведение земляных работ в Казахстане" title="Какие нормы и ГОСТы регулируют проведение земляных работ в Казахстане" /></p>
<p>Вопросы качества и точности при реализации землеустроительных действий строго регламентируются соответствующими правилами и стандартами, обеспечивающими безопасность и устойчивость объектов инфраструктуры. Ключевую роль в этом процессе играют документы, такие как <strong>СТ РК 1.02.-02-2003 &#171;Правила и методики выполнения земельных участков&#187;</strong>. Этот стандарт описывает методологию проведения измерений, требования к используемой технике и материалам, а также основные этапы работы на местности.</p>
<p>Для обеспечения соответствия технических стандартов и безопасности, компании должны также руководствоваться <strong>СТ РК 2.03.02-2011</strong>, охватывающий требования к безопасности при выполнении земляных мероприятий. Этот документ подробно разъясняет нормы по охране труда, технике безопасности и меры предосторожности, необходимые для предотвращения аварий и обеспечения защиты рабочих.</p>
<p>Помимо вышеуказанных документов, существует <em>Приказ Министерства по ситуациям чрезвычайного характера</em> от 2012 года, в котором прописаны дополнительные меры по управлению рисками на высокоопасных этапах работ. Он включает в себя положения, регламентирующие действия персонала в чрезвычайных ситуациях, что является обязательным компонентом для повышения общей безопасности проектов.</p>
<p>Следование указанным регулятивным документам гарантирует не только законное, но и безопасное выполнение земляных действий, минимизируя возможные риски и повышая эффективность строительных и землеустроительных предприятий на территории Казахстана. каждый документ содержит детализированные требования, включая спецификации оборудования и параметры безопасности, направленные на защиту жизни и здоровья исполнителей, а также на сохранение окружающей среды.</p>
<h2>Нормы и ГОСТы, регулирующие проведение земляных работ в Казахстане</h2>
<p><img decoding="async" 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
0UcV7NcrRlVw/O7pnYUVBZ+abWMzNucjJOKWa7toDia4ijOM4dwDivVTurnntWdiaisWbxXocMbOdQifb/CmST9BVQ+OdF2kh5yew8o80xHS0VxsnjeW5XZpmk3Ekh6NIPlH5UsWpeLJIyxhsovaQEH8s1DnFbsaTex10sqQxNJK4RFGWYnAAqk+s2SuyiQvtjEmVGRtPQg965dNZvb2wln1IwLBGdu+Pue4Cnqfesq51phpiT2McJjRvKWHy9xjHX5j71YjubfX7C6Zlgd5CoBOFxjIyOtMj8SabLceRHI5lyw27D261yb6ojPHZ3E6wTSqCssSYMRI4Vwahhg1dy8cmq7HibDKIhx6Hp3qJzjBXkVGDm7I1PEGqW7aqsf7zcVUKNvXJqldziy2G5ieMPnbxnOOT0pyWl2Pv6rM3riNR/Sp44pE5N3Ox9Tt/wAK53jKSN1hqhXeUpafamicQbQ27jofaltpDdxNLBC7opIJwByPrV1HZOjZ+oBpTKxJJxk+wqHjodEyvqku5m2l0l67LbRu7KMkYxj86BeRm8+xhH+0BiuzHfGevStIyscdOOPuilErgY+X/vkUfXo9mH1SXczLm7js5PLuEdGK7gMZyM47VJcyG0RXuInRWIUHAPP4Vbbc2f3rrnrtx/hUDQTbspf3Cfgpx+lUsbTfcTwsza0bWLWHQ1mk8wRqGYtt7Zq/ba9YXe77O7yBCAcKR2z3rkHtL/HyavJ9GiXH8qryQa0LiKNdVVjITk7ANqjqTx2rWGIpzdk9TOVGcVdo7O38SabczeVDKzyAEldhGMHB61Kuu6eZJI2uBG0bKpD8ct0A9a4v+10kgnhtHWY2yFt0yZeX12gdBUMGsgadDPfxwgPJwqR7ZAR/GvritzE9LBBGQcilrmdN1SS3uYfOmWWzucLD5aEkt3Y/3R/WumoAKKKKACiiigAprfdP0p1Nf7jfSgDj34Zvqak0T/kLTfUfyFRMPmbk9al0T/kKy/h/IVwYX42ddf4UdbS0lLXecgUUUUAFFFFABRRRQAUUU13WNC7sFVRkk9BQA6iuavPHGjWzFUledgcfu1yPzqKLx/pEn3hMn1SgDqSAQQRkHqDUEFlbWzs8EEcbPyxVcE1kweMNFm/5eSn++pFW4fEGkz48u/hyexbH86ANOioY7q3m/wBVPG/+6wNS0ALWP4rTdoU3XgqePqK2Kz9dUPol4D/zyY/lQBy1rHFLfYuJPKthEW3Zxz9avW8elXkqwxQTzKf+WmCF+uayUmtoHtLm9h82GMc8/d4647/SughutSuIw8FnFbwk/J5pwSvrjtXAoaXsd05yvv8Aj5FmWxtjYm3kj8yHoVfnNU/DSCKylsxu/wBFnZQGPKr1FaV0xEA9TiqenxhL68kXrIEJ+oFa0G1OxzVFeF2a9GKB0orrOYawyDzUbbgRUpGev41Su9RtLYfPIGcdETkmqTEWCwX53YKo5LE4ArJ0ZRq2t3GsBibeIG3tv9ofxNVDVb19SQ21xF5VsfvR5+Zj7ntTNM159LmtbS5RI7Jl2xlRgDHHJrL2sZPlXQ6PYzjFSa3O1rG8SSvb2sUwgMkSOTKR/AMHmtdHV0DKQVIyCKivViks5knYLE6FWJ7Aim0mrMlOx55ApW0gB7rkfiadUEdw8Uao0JmRCUjkRsblHQketKbt2/1Vmc+rtxXlSpT5noetDH4aMF7yJZVaRrVFBIEhYkdqr3F8FuTbwMm7vI3OPYe9IxuJRiefy1PVIRjP41BeQgWoaGML5LbgB1x3ranQ1XOebiM0i3y0Xv1JPs6GUvIXmf8AvOeB+FTZyMdvSmGZPs/2gHMezdn39KbayPLbRyuPmfJ/Ct7Ox4E3Od5zdyWo7hBLbyRnHzDjNSUhGQR61KIi7NMn0zT/ALEunyXb5urhy0ak9IwDWuU367D8oJFu3UdPmrFswf7RtCzF2DEAt2GOg9q2w23XYju2/wCjsM/8CqJ7n0VKpGp70drmVZ+FRrUct3bXQgmWZkdWXI/Cuu8PaBDoVu6JK8sshBd27/QVm+E91rqOrWzALEJQ6lm7kV1IORxXZF3REtHYWiiorieK2haaeRY40GWZjgCqJJaK5RfEl9q9xJHpECx2yHH2qUHB+gpW0+6nObvVbqTPVYyEWsp1oxdmXGDlsdJLcwQDMsqJ9TURv4D93c3uFrHttPtbXmOPLf33JZj+Jq12rCWJf2UaKj3MSGVlKlefariOTkdG3VmBwqrU6SsCBngnk1xSRsbUDHeQy89qsZwM9KpW74VSTuBNWXfbx1rFktEmaaxwCcHFQG42IABQZSUwQSCM5pBysk3nJDdD0oSQYAPNRFuOv0zTQwDAKPwpjsXg2CcVHPCJ4ijfhUcco6E9DU0bZzkdKaItY5e6ga3naMgjHTNQ10mp2S3UW5PvrXOMrIxDAgj1qjeEuZDol3OPQc1aVnR1eOBp2Ug+WDjd+PaoYVwufWtTT48I0hHJ4FStZmz0gLc3etX0XlxJDpyMMFt3mSL9MYFU4vDtiJTPd772dusk53VrUV2SrTl1ORU4oqjTbEdLOH/vgVKlrbx/cgiX6IKlorO7LsgACjCgAeg4qG9k8mxuJQCSiE4HWpqR0EiMjcqwwaFuD2OV1a7nigtbiKzMhkLyeU65xxgEge386v8Ah/TYHUxtE9pvjWVoVfBYnvn0HpTDaJGWsbOYRXEKmWIMxyp6HOex61huLvSdMKktLctLykqkmMex75r1U76nEXNYjFpctcwWYvZWkaEznJyuPQd+2fany3MkK2k+6NHltRvMuccHAziovs882orex3Yt4PKAmJyqRDHKr61G+radK8jfa2g4EcexclUXp+fWsq/wNWuaUvivck/tSb/n4sPyej+1Jv8An4sPyeq/2+w/6DFx/wB+x/hR9vsP+gxcf9+x/hXB7Nfy/g/8jr9p5/195Y/tSb/n4sPyej+1Jv8An4sPyeq/2+w/6DFx/wB+x/hR9vsP+gxcf9+x/hR7Nfy/g/8AIPaef9feWP7Um/5+LD8no/tSb/n4sPyeq/2+w/6DFx/37H+FH2+w/wCgxcf98D/Cj2a/l/B/5B7Tz/r7yx/ak3/PxYfk9H9qTf8APxYfk9V/t9h/0GLj/vgf4Ufb7D/oMXH/AH7H+FHs1/L+D/yD2nn/AF95Y/tSb/n4sPyenfaHlsr+cbJZAscYEWQCCeQM+tVft9h/0GLj/v2P8Kki1PTVkEb3jypMvlyMy4I7q34GtqMVGafL+H/AM6suaL1Lmhwre3Yu5rU2M00hjMi/LkAdAD0J6ZqbxDYQRFisDXjW8YkSMtyhz0OOo74rPeO8tbq7u7q4E5aMmJTlo5fQ56DFQKL3VbO2eCTyrpJCSiAqD6Ox7fjXecZqaTcXE9jLcC32SRykiHdsB3DoM9Oea7yEt5KGQYbaNwz0NcX9mE8jac7iSVk81nZcoznq34dhVg6G0xJu9UvpsjDKJCikfQcVlOrGGjLjBy2OjudX0603faL2BCvVS4z+VZUvijzmK6XYz3fON+NqfmahttG061IMVom4dGb5j+tXxwMDgVhLEvojRUe5mzeIdbiOW0UlR1KPupmn+ObaW6+z38LWxzgMeg+tauSKzda0q31K0cPDmZRlGXhqUMQ7+8EqWmh0sdzBLH5kcyMmM5B4rm/EHi2ygglt7O6Buc4BUZA/GuNXS/ENsjxwwTeSRgqrdqih8MatMQxszGAf42Arp9ourRklfY6xWzGGJ5xkn3rBnluItbneC7kg5XkdBwK31BVFU9QAKxJdPu7zWZ/I8rBI++cdhXDQdpNnbPlsubY07TxLqtm22YJex+q8NWofHOmJDudZRJ3TbyKzBoN8VUi7iRwOPlJxUUfhBJGZ768aRmOT5a7a6lXj1MKlJX9w0F+IOnEnNvMvpnHNS2/i+e8b/RdJndOzE4FFnoWm2eDFaoW/vP8AMf1rRAAGAMD0FRLE/wAqEqPdkL67qKLu/slyO+JBmqo8bW6NtubOeE99ynitGkZVYYZQw9CM1KxMuqK9kia08QaddqDHcKM9ia0EmjcZV1P0Nc5NpFhPkvaxgnuo2n9KpSaFNES1hqEsR7LJ8wrSOIi9yHSZ2TSIi7nYKB3JrL1FotRgMByYG64ON/8A9auNvLfxSpIJS4XP8J4P4VNFq/iC3jWOXSRJgcMMjH5U6k3Je4yYxSfvG/b6bY2y7YLSFB7KKeLO1DbhbxZ9dgpthPPc2ayXMAglPVAc4qxXE27nSkmhnkQ/88Y/++RUUun2c3+ttYX+qCrFFK47IyJ/Ddg7b7cSWsnZoWx+lRx2niGwOLLU0njHRZxzW3S1pGrOPUlwTMlfFOpWC41XSpGA6ywnK1n6j49hubSe3SykCyIVDFuma6XqMHpWF4nS3hsot0CqjyqHkVB8o963hiG9GjKVLzKNuIL+xtRcREKCHxnDVdu72SVFV3cpHwgDfM3pn1NVsxsQEkQ8ZGD2pHRXCh8/K24EHHNYc7lp0PV+rxS5o6uxsRO2naUZNRm2pndljkjPRR6mpPDtzJd3967p5UYCiNG+8R/eNYP2eKVQk7STBSSgkbIjz6U4M0oLSk+ap2uQcE46GtFUUXdI5ZYacvclpc7mSWOJC8jqqjqSayLrxDCh22sZmb+8eFFc6c85Zmzz8zE0oOSAeB7VcsRJ/CrFU8uS1qMt3Oo3Vw26WYgdkTgCq0Z+fOBk8k96YDJjmNAe3NAMxUg7Fzx6kfSsG3Ne8zqjGEI2hAVWyA2SfmPJrn/ETS5WA58pWLL361vKoVVRegqbT0il1lVliWQNCSNwzgg1UZcsuaxliaT9hFPdWKnhDXNStLf7NFZS3kOeCTgJ+J7V0FzPePZXd1qGwHaSkSnIQY/U1eVQihVAVR2AxWX4jk26b5XeVwv9abqubt0PNlFQi5Poc4g2oi5PC07HuaD94mitD5q4VFLbCZ8iRo2IxkdDUtHTmhOw1Jxd0ZttayOr28jFbZHyxH8RrSwB0GABgD0FRoSHeM9R8y+4qTqKqTuaVZub1CiiipMiSzIGpWo7lj/KtG9aRdbtPJxuKYwe43c1n2f/ACELb/f/AKGptdBOq2hWR4ykZYFeuQeKlq8j18JNQocz2RZaxs9c1SaZ5JAQi5MTYAbJBB96ux6M9sP9D1K8iPu+4VX8LOTDdoecTZz6k9a3KzlOUXZM9GFpxUu5WhfWYQAdQimx/fhx/I0+5gN+qjUGEwU5EYGEz9O9TUUnVm1a41TihERY0CIoVR0AGAKWiisiwpe1JS9qAOWXcwYZ5q1ApJUEnmolTDEDjvV23BOCMenvRJiRfgACA5PXpU0rjOc1Cr/usEYINLI5A6DHvXOOwjn5sgnFNLtjgmngg4IIwetRu3y/KBkfrQNakTs5B5INM8xmAy4UjrSvu5JwPSoGlZSchd1aJCLEMxDHByR1yKvQzHqOQazIpSz9ulWY32LnPfpSaE1c1I3BAJ6+1UNV04TDzYhhh1+lTQSBn+Xn2q+v3RSM2+V3Ry6ryFA9q2I0EcaoOwourREnWZR8vcelPqqatqdDqc6VgpKWkrQkKKKKACiiigCte2EN6iiUYIYNleCcdAfUe1VZrS+SYC0eNIyjZ3ZIDfw4B6Vp0VrCrKGxEoKRkz2d7PZJE6xvKMZMuGTPc4xUUelSCNxNaWrSZO1o0ULjtwRW3RV/WJk+yiYVtpM4J+12tm42jHkxhee+cihdJuPMBa1svK8xsgRjftxxzjFb1JR9YmHsomDPpNyX/wBGtrJE2jiWMMSc84IHpUk2lOSn2e0tV5+bzUVgRj0Araoo+sTD2UTDOlS/Y8C0tvtW375VdmfXGOlLBpUgD/abW1dt3ymJFUAfQituij6xMPZRMKHSZw6/aLaydNnIjjCndnvkelK2kz+aStrZ+TvHymMb9uORnHrW5RR9YmHsomFPpM7H/RbazjAU586NWye2MCny6U5RBBaWqvkbjIisuO/GK2qKPrEw9lEyY7S/jsTCAiSjdt8sgID24x0p8NlePN/pjxPGEXAXIG7+LI71qUlL6xMPZRIbS0is4jHCCFLFjk9z1qaiisW76s0SsFFFFIYUUUUALSHofpRQeh+lAGMepqLTv+QxN9R/KpGPWo9N/wCQvN9R/KnDqKpsjeooopAVNWupbHTJrmGMSOg6McAe/wD9aufik8STHzPtSoGGR8gx+FdDqVimo2jW8kjxqe6GqttpNxbRpGNQZ0TgBkFawcUvMhxcnq7GXFruqWFxFHqkCTRysEDxjaQT/OupIwax9T0N9Si8uS6UAHIPl9K1o1KRIjEEqoXIGAcVMmmlYaTTte6FoooqCxaPoaSigQtJRRQMUUhzg469s0UUCOZvP+Ehurxl3/ZIxwmwj5qZJa68iho9SdiBnB5rp5o1mhaNuARwfSuXkt/EEEjRIRJGDw3qK3jK+miM2kvibLHhrXp7+7lsb7b56DhlGM4romUMCrAEHqCM1y+l+HtQh1aPULiVF7lV/lXUk85qKnLze6ODbWp59r4ig1qcKm0A8Khx2qC21i4hwrgSxjsev51BqUvnahcSZzmQ/wA6q19RRwNKpQj7Ra2ONVZwk3B2Ohi1m0YZbfGfQjNV31qJb+ObypPJ2FHPdvTj2rGp5/1a/jWLymlFpcz10/A3ljqs0r9DpYdQsrn/AFVwufRuDU+6Pj96nPT5utceUUnJHPrTTGGIJZsjoc9K5p5PVXwyudEczklqjs8rnHmJ/wB9VDLeWsIzJcRj8c1yRiB6sxP1o8pPTNTHKKz3f9fiN5nLojp49UtppFitw88rcKqL1rc0fTbiO6a+vMI+3ZHEDnYD1yfWuM8OgQ+IbNlOAzY/SvTK4MTSeHm6fUSrzrr3mJWB4jk3XVtF2VS5/lXQVyeqy+dqtw3ZMIPwrCkveOPHS5aL8yoOBS0UVufPhRRUUqzMwEUgRe+Rk0IaV2JcYQxy5wytjGeoNTdzVcWqhHxullYbQT3PYCp1V1VRIMOBtYehFU9jSS91NegtFFFSZE1l/wAhC3/3/wClSa+/l6hCx7QN/Oo7L/kIW/8Av/0qXXcf2lb5Gf3J/wDQqn7SPSpf7rIu+FUZIbrd3cHPqcVu1heG2Imuo+3ytW7WNT4menhXzUYsKKKKzOgKKKKACl7UlL2oEc8pGenOKvQKModuDVOFdxAz1q+O2OwqZMRZwvzZ4PpSFFHyk5z2qM5LZBzkUrEfJkc4rIdh6ADttKnj3pkxDA9qXjafmJI7UwgFct3oGkVZeM+vrULEbj8tXGRSCPTpVdtqFWAyCOlaJh0GR8MOmOlTKFYFQcEHPNQAc46dxTnkAXAPU9abEXrYEuMnafUVrxZwcnNYdtKV6ndWtDKCOO/es2RNE7KGGD3qjt8qQxEcdVPrV3d/9aormHzEyDhhypoTsyYuzIaKRG3KD370tbGoUUUUDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACg9D9KKD0P0oAxj1NRad/yGJvqP5VKepqLTv+QxN9R/KnDqKpsjeooopAFFFFAwooooAKKKKACiiigAooooAKKKKAClpKKAFprttjZvQE0tMnGYJAP7p/lTEeVk5Zj6sT+tJRzzn1NFfdYfSlH0R5b3CnE/Iv400dacfuL+NFT4oev6MENooorUQUUUUAWdMfy9TtZP7sgr1CvK7U4u7fjP71f516n2r5fOElXTXY7MNsxsjiOJ5G6KCTXFhi48xjlpGLk/Wuo1yTy9IuOcFl2j8a5jgYHTHFefSWlzizKfwxCiiitDyQo5PTHHUnoKPbpVWWOW4RzMPLt06RqeZD700rlRjzPc1dBh+3XwmQH7Pbtkuf8Alo3bH0pNUiMOo3C9mbzB+NdDpVqtlpsECqF2qCQPU1meI4sS20yjk5Rj7Vkp3mexXw8YYay6amPRQOlNZ1UZdtqnp6mtDxrXJ7L/AJCFv/v/ANKm17/kJQf9cT/6FVawkLajbDyiql+CfpVnXf8AkJQf9cT/AOhUvtI9GmrYWRb8OH/S7n/cXNb9YXh1D9puX/h2qPxrdrCp8R6GD/gRCiiiszrCiiigApe1JS9qBGBABkZOKvRDIwcg+vrVSzG+PcVyKux5644qJgiZVIPGGobbjIPH8qj3sMkcYNDfMcj
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" alt="Нормы и ГОСТы, регулирующие проведение земляных работ в Казахстане"></p>
<p>Для контроля над выполнением землеройных операций применяются специфичные стандарты и технические условия, действующие на территории Республики Казахстан:</p>
<ol>
<li>СНиП РК 3.02-04-2007 «Стандарты на земляные и связанные с ними операции» устанавливает методики и обязательные параметры для организации и выполнения различных типов рытья земли, а также оценки и подготовки строительных площадок.</li>
<li>СТ РК ISO 9001-2016 вводит требования к менеджменту качества на всех этапах, включая подготовку, разработку и проведение наземных процессов, что способствует повышению стандартов безопасности и надежности проведения работ.</li>
<li>ГОСТ 21.507-93 – регламентирует порядок проектирования земляных участков при строительстве, формирует базу для архитектурного планирования и гарантирует использование продуманных технологий.</li>
<li>СТ РК 1430-2003 определяет требования к материалам, используемым во время землеройных действий, а также к методам их тестирования и приемки с учетом геологических и климатических условий Казахстана.</li>
<li>Постановление Правительства Республики Казахстан ч. 240 2012 года устанавливает государственный надзор и контроль за соблюдением стандартов в сфере землеустройства, обеспечивая правопорядок и безопасность в данной области.</li>
</ol>
<p>Соблюдение этих документов является обязательным для выполнения землеройных манипуляций и содействует повышению качества и безопасности строительства на территории Республики Казахстан.</p>
<h2>Обзор основных ГОСТов для земляных работ в Казахстане</h2>
<p>Перечисление и объяснение стандартов и директив, применяемых в строительной отрасли Казахстана для выполнения подготовительных земельных операций, позволяет строителям и инженерам соблюдать необходимые требования. Эти документы охватывают широкий круг вопросов: от классификации и подготовки грунтов до методик их исследования.</p>
<table>
<tr>
<th>ГОСТ</th>
<th>Описание</th>
</tr>
<tr>
<td>ГОСТ 20522-2012</td>
<td>Определяет методы отбора проб грунта и условия их подготовки к лабораторным испытаниям.</td>
</tr>
<tr>
<td>ГОСТ 5180-2015</td>
<td>Устанавливает методы физических испытаний грунтов, включая определение плотности, влажности и других ключевых параметров.</td>
</tr>
<tr>
<td>ГОСТ 25100-2011</td>
<td>Классификация грунтов по основным характеристикам: тип, состав, состояние. Необходим для правильного выбора технологий и оборудования.</td>
</tr>
<tr>
<td>ГОСТ 12248-2010</td>
<td>Указывает методы испытаний грунтов под нагрузкой, важные для проектирования фундаментов и подземных сооружений.</td>
</tr>
<tr>
<td>ГОСТ 21.508-93</td>
<td>Проектная документация по строительству объектов: требования к проектировочным и рабочим чертежам, скважин.</td>
</tr>
</table>
<p>Дополнительно, следует учесть специальные постановления и директивы Республики Казахстан, которые дополняют указанные ГОСТы и вносят свои условия по безопасности и охране труда при выполнении различных категорий земельных операций. Важно проводить все работы в строгом соответствии с действующими стандартами, что обеспечивает безопасность конструкций на всех этапах строительства.</p>
<p>Соблюдение установленных стандартов гарантирует качество и безопасность земельных работ, минимизирует риски проведения дальнейших строительных мероприятий и помогает избежать возможных осложнений в процессе эксплуатации объектов.</p>
<h2>Спецификации ГОСТ на различные типы грунтов при земляных работах</h2>
<p>При изучении стандартов для обращения с разными типами грунтов при строительных процессах, следует обратить внимание на следующие классификации, установленные стандартами. Каждый тип грунта характеризуется уникальными свойствами, требующими особых методов обработки и основанных на регламентации.</p>
<p>Песчаные грунты зачастую требуют уплотнения для предотвращения осадки конструкций. Обратите внимание на применимые технологии уплотнения, оптимальные для данного вида грунта, чтобы исключить его деформацию под нагрузкой. Спецификации по влажности и требуемой плотности должны строго соблюдаться в соответствии с установленными стандартами.</p>
<p>Глинистые грунты представляют собой большую сложность из-за их вязкости и нестабильности при изменении влажности. Они могут значительно расширяться или сжиматься, что потребует тщательного выбора методов заморозки или высушивания грунта перед началом основных операций.</p>
<p>Суглинки и супеси, находящиеся между глинами и песками, могут быть характерны своей уникальной комбинацией свойств двух этих типов. Строительные подходы должны учитывать как возможность усадки, так и перспективы уплотнения, основываясь на процентном содержании песка и глины в составе грунта.</p>
<p>Черноземы и другие виды плодородных грунтов, требуется аккуратное обращение, особенно в контексте сохранения их плодородия при выполнении работ. Методы удаления, временного хранения и восстановления верхнего слоя почвы подлежат строгой спецификации, чтобы избежать его ухудшения.</p>
<h2>Требования к безопасности труда при выполнении земляных работ по казахстанским нормам</h2>
<p>Для обеспечения безопасности на строительных площадках при выполнении землеройных операций следует соблюдать ряд строгих требований. Прежде всего, необходима проверка технического состояния всей используемой спецтехники. Устройства должны подлежать периодической сертификации и техническому осмотру согласно утверждённому графику. Это минимизирует риск аварий и несчастных случаев связанных с техническими сбоями.</p>
<p>Особое внимание следует уделять подготовке и обучению персонала. Все участники должны пройти соответствующую аттестацию по охране труда и иметь допуск к выполнению определенных видов работы. Регулярные инструктажи помогают поддерживать высокий уровень осведомлённости о мерах предосторожности и процедурах безопасности.</p>
<p>Важным аспектом является также оснащение работников индивидуальными средствами защиты. К примеру, обязательное использование защитных шлемов, специальной обуви устойчивой к скользким поверхностям и перчаток. Это предотвращает травматизм от механического воздействия, падения предметов и другие риски.</p>
<p>Обустройство территории также играет ключевую роль в безопасности землеройных операций. Необходимо четко обозначить рабочие зоны, установить предупредительные знаки и ограждения. Это исключает возможность случайного попадания на территорию лиц, не имеющих отношения к выполнению работ, и минимизирует шанс непредвиденных инцидентов.</p>
<p>Финальным элементом является мониторинг условий труда. Необходим регулярный контроль за соблюдением всех установленных правил и процедур защиты здоровья и безопасности работников. При обнаружении недочетов следует незамедлительно принимать меры по их устранению.</p>
<h2>Использование геодезического оборудования согласно казахстанским стандартам</h2>
<p>Четкие руководства требуют использования сертифицированного геодезического оборудования в проектах строительства. Определение точных параметров местности возможно только с применением современных и точных измерительных устройств. Для выполнения измерений и создания топографических планов чаще всего задействуют электронные тахеометры, GPS-системы и нивелиры, которые должны соответствовать актуальным техническим стандартам Казахстана.</p>
<p>Перед началом использования оборудования необходимо провести его калибровку и тестирование согласно инструкциям производителя и местным правилам. Такое обслуживание помогает обеспечить высокую точность данных, что критично для всех этапов строительства. Кроме того, регулярный профессиональный осмотр оборудования помогает предотвратить ошибки и непредвиденные ситуации на строительной площадке.</p>
<p>Дополнительно, для выполнения измерений на высоком уровне, специалисты должны проходить обучение и сертификацию на право работы с геодезическими инструментами в соответствии с казахстанскими образовательными программами. Это повышает квалификацию кадров и способствует более точному соблюдению строительных и геодезических стандартов.</p>
<p>Заключение контрактов на поставку и обслуживание этого оборудования также должно учитывать соответствие всем утвержденным регулятивным требованиям, что обеспечивает юридическую защиту и техническую поддержку проекта.</p>
<h2>Применение нормативов на отвод воды и дренаж при земляных работах</h2>
<p>При выполнении подземных строительных операций критически важно обеспечивать адекватный отвод поверхностных и грунтовых вод. Системы дренажа должны устанавливаться с учетом специфических требований к безопасности и стабильности грунта на объекте. Важность этого подхода подчеркивается необходимостью предотвращения образования водоемов или подтоплений, которые могут привести к нарушению строительных стандартов и ухудшению условий работы.</p>
<p>При проектировании дренажных систем используются технологии, которые учитывают тип почвы, уровень залегания грунтовых вод, а также предполагаемые гидрологические нагрузки. Специалисты должны осуществлять контроль за эффективностью систем отвода воды на различных этапах строительства, включая и после завершения основных этапов строительства.</p>
<p>Кроме того, важно регулярно проводить обслуживание дренажных систем для предотвращения их засорения и ухудшения функциональности. Это помогает избежать экстренных ситуаций, связанных с выходом систем из строя в критические периоды, особенно во время интенсивных осадков.</p>
<p>Требования к материалам для дренажных систем, также как и методы их укладки, должны соответствовать актуальным строительным кодексам и стандартам, которые обеспечивают надежность и долговечность выполненных конструкций.</p>
<h2>ГОСТы по утилизации отходов земляных работ в Казахстане</h2>
<p>Ответственное обращение с отходами после производства земельных манипуляций обеспечивается соблюдением строгих стандартов и требований. Обязательное ориентирование на спецификации помогает минимизировать воздействие на окружающую среду.</p>
<ul>
<li>Соблюдение технологических инструкций по размещению отходов помогает предотвратить загрязнение почв и водоемов.</li>
<li>Используемые материалы и процессы должны подтверждаться сертификатами соответствия, удостоверяющими их безопасность и экологичность.</li>
<li>Переработка материалов должна осуществляться с использованием технологий, которые не ухудшают состояние окружающей среды.</li>
<li>Транспортировка отходов производится с соблюдением условий, исключающих рассеивание и другие факторы, способствующие дополнительному загрязнению.</li>
</ul>
<p>Дополнительно, акцент на обучении рабочих и инженеров помогает поддерживать высокий уровень осведомленности о правилах и методах безопасного обращения с отходами.</p>
<h2>Контроль качества и приемка земляных работ согласно казахстанским регламентам</h2>
<p><strong>Основные процедуры контроля качества</strong> включают: проверку соблюдения проектных требований, использование сертифицированных материалов, а также инструментальное наблюдение за процессом выполнения задач. Тщательная проверка и контроль на каждом этапе позволяют минимизировать риски и устранить возможные ошибки в ранних стадиях.</p>
<p><strong>Параметры приемки</strong> варьируются в зависимости от типа и сложности задачи, но обычно включают анализ геометрических размеров, глубины, плотности и устойчивости использованных материалов. Все результаты должны соответствовать заявленным в проектной документации.</p>
<p>По окончании строительных мероприятий проводится <strong>итоговое тестирование</strong>, которое включает в себя серию испытаний, направленных на подтверждение устойчивости и долговечности конструкций. Эти испытания могут включать, например, проверку на оседание, влажность и наличие дефектов.</p>
<p>Зафиксированные результаты, полученные в ходе испытаний, регистрируются в специальных актах, которые являются основой для приемки выполненных объемов. <strong>Допускается передача объекта в эксплуатацию лишь после полного выполения всех требований</strong> и подписания соответствующих документов всеми сторонами, включая подрядчиков и заказчика.</p>
<p>Регулярное обучение персонала и обновление его знаний по актуальным методам и стандартам также важно для соблюдения установленных рамок качества. Ответственное отношение и профессиональный подход способствуют повышению эффективности всех этапов строительства и снижают вероятность возникновения ошибок.</p>
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		<title>Когда требуется использование геотекстиля при разработке грунта</title>
		<link>https://aktaustroi.kz/kogda-trebuetsya-ispolzovanie-geotekstilya-pri-razrabotke-grunta/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:17:13 +0000</pubDate>
				<category><![CDATA[Земляные работы]]></category>
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					<description><![CDATA[Применение синтетических волокнистых материалов, известных как геотекстиль, необходимо для укрепления и стабилизации почвы на этапах строительства и ландшафтного дизайна. Эти материалы выступают в роли фильтра, барьера и армирующего слоя, что делает их незаменимым элементом в процессах обустройства земельных участков. Геотекстиль предотвращает смешивание различных слоев почвы, что позволяет сохранить структурную целостность и улучшить несущие характеристики почвенного[...]]]></description>
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/+uUn9K0KBLqLWbr9hLqekTWkDKsj7cFunDA/0rSqtqF5Hp9nJdTBjHHjIUZJyccfnQM5+fwvM+oalOsyeTPDIIIznCSuoDMfy/WnXfh24v5tJiufs/2SxRd7DO9yAMr6bSQK3La+WYDzIpLZi21UnwrN9BnmrDSxo6o0iq7fdUkAn6CgDBfRLu4GsTXEkP2i+jMMIXO1EAIGffnJqnP4cv8AzQYlsJVaxS1bzwx2kDlgMV1C3MDSeWs0ZfONoYZz9KVZ4nVmWVGVThiGBA+tAGHN4Ws5dGjtZYo5rqK38mOd8g5xxnHbNVh4WkmvNLa6lQwWlqsUqKT+8ZTkD/dzz+FdM0sahizqAvLEnp9aYbu3BANxECQCPnHNAHNyeGJpo0ineJo/7Se6dQSMxnt9auX2hNEbCfRVggksmYrE4IRww+YEjnPvW35iYzuHJx17+lJ50Xm+V5ieZ/c3DP5UAc3ceH76+ttTmu5bdb29iWJFTPlxqpzjOMnNQHwzqDR3RVrO1a4hW3MdvuCFc/Mx4+9jI6V1qsrDKkEeopsk0UWPMlRM9NzAZoA59fDc1rfia0u5JI3tnt5RcPkgY+XbgdAabb+GDBBo3lpbLPZSK08irguAD0OOefWuiM0QkWMyIHbopYZP4Uvmx+Z5fmL5mM7c849cUAckng+ZdIv4jNG15cv8jEnbGm/dgcd+pq4dFvotfuL+KHT545mjIM+7fHtUA44rfS5gkbbHNGzeisCaXz4hL5RlTzP7m4Z/KgDP1XTpb2+02eNkC2s5kcN1Ixjis288N3NxNqUyTxxyTXEVxbk5IDIP4hXRedH5vleYnmYzsyM4+lCTRPu2SI2z72GBx9aAMa202/utWi1DVvsy/Z42jihgJYEt1JJ9u1NHhq3ttcsb7T4YbeOHf5qjOWyMDA6VueYhCkOuG+6c9fpSCaMymMSIZByVBGR+FAHKaX4XvbWeyMps4ltZWkM0O7zZQSflPA45o0/wtewvZJcGzRLSVpRLED5kmc/KTgcc11gkQ4w6nPI560CRCCQ6kAZ69vWgDP8AD2ny6Xo1vZzsjSR7slOnJJ/rWnUbTRIVDyIpf7uWA3fSh5okcI8iKx5ALAE0ASUVCtzbvnZPG2Bk4cHFS5oAWiokuYJGKpNGxHJAYHFOSWORmVJFYr1AOcUAPoqNZ4X3bZUbZ97DA7frTjIg6uo4z17etADqKi+0weV5vnR+WeN+4Y/OlaeJIxI8qKh6MWAB/GgCSimPLHGgeSREU92IApVkRsbXU5GRg9R60AOoqFrq3QjdPEuRkZcCpFZW+6wPbg0AOooooAKKKKACiiigAooooAKKKKACiiigApKWkoAKp6z/AMgm6/3DVyqes/8AIJuv9w0CexZT7i/QU+mJ9xfoKfQCCsPxRbm5gs41XJ+0qR7EAkVuZoNAziGmmfVV1pRIrCFjtIIyqkAj8eSK0r43T2lqDPOrtHLO4RiCPlJUcehrfuLeK5TZMgdc5walAAHAoA5m21G5M81kTIZJ44xG+7lCU649M96ZdXl7HLdRXHmxMI41XZJxuw3OR0ziup4znHNHHpQBW0uV5tMtpJCS7RqWJ9cc1apCwUZJwKAwIyDkGgBTWJ4nhJs47hfvQuGzW2aq3saXNrNAcElDxUyV0RUV4tCxXAexWfsU3Vm6dH5t2GPIHzGotPnJ8PhCfmVtn60Wt40NxHbQIGmlOWz0Va55PmnFGamrRbOgooFFdRuFYxl+xarg/dkbB/HpWzWB4kQhBIvBAz+VZVdEmZ1HZXNuGVZVJXsSDUmaxtIuN91KuciVFlHtng0a5dS+ZBY27FZJzyR1C96rmVri9ouXmNmimQxiKJIxnCjHNPqzUq3M1u26GfKg9yCB+BpttOySfZ5WDHGY5Ozj/GpbssISULZ/2V3fpWLOTsLw4Xac5T7ufp1U0AdB2qtemYRkxMvptKg5/Wk068F5bhuki8OvoasSxJNGUkUMp9aBHN3jSRwNHPbtEjc4H3M+o9DUnhU5e6+i/wBa05S1ou2Yedangk8lfr6iodKtobXULtIDmNlVh7ZzQJO7LV39oXc0bEpjkKPmX3Hr9Kqi8dlEob95GMso6OnqPcVfuIXkAaKQxyL909j9RWNdOEPnBdjbiJEHZu/4EUDNSzvBKqo7ZkJIyB1x/wDWq5XP6QTLeoQflVd36AV0FAxaKKKACikooAWiikoAWkpaSgDPuP8AkO2f/XKT+laFZ9x/yHbP/rlJ/StCgS6i1meIoJbnRbiGBDJI23CjqcMDWnSUDOX1bTpp9WummS4aGZEETQwrIVx1GTypzzRqNjM8uoxNYyXFxclfs1yAMRgAAZb+HBBNdNI6xRtI5wqgkn0ApIZUmiSWM7kdQyn1B6UAYFzo7teai9vbxpNJaKsUwUDMnzZIPY8jmqkWmynTb7yoLlZntPKEbQLGpPbp94j1rqLa4iuoRNA4eMkgH6HB/UVLQBy0lhdxO32m3e8VLpJpWCjMybCANvT5Tjj8atvptvcX2mTppaxRqZDIrxqCo2/LkfWt6igDlItMv2kglmiZUg1BnjjB/hLsTI354A/xqZLCeW/t9Qe0KySXxkO4DfHEEKjP5Zx710tFAHN+H01KCWC3ZJ1t18zzlmjVVX5iV2Hqara2x1K6v1j0+e4EVu1tCwiDL5hOSc54xwM11tIqImdqhdxycDGT60AchdLc6j5c1tZttPkNFIsI3MARuLOTlSMEYH9anj02c6vIblbjcbzzkkjhUgr2y/UDHBFdQiJGgRFCqOgAwBS0AZGmabFa6tqEy2kcQZ08pwgHG0Zx+NZl7Y3L67NIltI2bmGRD5Y2lVAz8/UYweP8a6qigDlksZzKkP2FxeremZrzaNpTcTnd15X5cUgtbn7TqE1tZyqr2jxophERVieFGD831P8AWuqooA5IaTewvFEsLNDp00bW2D94MwLf98jIqWzsZxJZRfYnju4LkyT3ZUAOuTn5up3ZHH+FdRRQBx8mkanNIrwF7eORLgrCVB8oMRhS3UbufpnirFxp99cC7e1WSzjewRBD5atuIDfJz0x0rqKKAOXurOUPcLcadJdme1jjtyFDCJgpBBJ+7zg5/wAKls7N4L6RNRsHvJJPK2XAQMqgKAck9MEE++a6OigDmJtJMWkautvZBJpJyY/LQBmTKkY9uDxWlpj30kd2LnzWiziBpkCSHjnIHbPStWigDk00uS1tbCQWgiaOxmWdgoBDFRjd696bYWc1xBC1hZvZMNOaNpGAUSOwG3BHXnJz711rKroVYAqwwQe4oRFRFRFCqowAOgFAHJtYSzQH7Jpslr5djJDKCoUyuQMKP73IJz71Yt7C6ju2ur2B5WksSsiKA6odw2oAeuB+ZzXS0UAcf9guha5NtKY/t6y5+zgMV2EE+X0AB49+tS2tlPbR2L3mnyXFvGsy+UEDMrM2VYpnAyMjA6Zrq6KAOPiWRGsbK5sZ50tN80kSRiQJvz5aHnsCfyo0u1vLqPT4YkeBI7d7a6c8NHhgSo9z0B7V14RA7OFAZsZIHJxQqImdihdxycDGT60Ac1baODa6Is9ijNCxEu9ASq7WwD7ZxTtPTUrfU3jiScRPeSNIrxgReWf4g3XPTiukooAWikooAWikooAWiiigAooooAKKKKACiiigApKWkoAKp6z/AMgm6/3DVyqes/8AIJuv9w0CexZT7i/QU+mJ9xfoKfQCMHXZbxb6GK08webbygsvRMY5Pv6VmOtzNYzXO+5MkUcCoQzD5uN3Hf3rsaMUDOY0OS/kvrKS4aYRG3ddjZ5IP3j7068VkstWumkmWRZtinewAT5eg/OulxVTU3iisJXnj8yNcFk9eRQBzdxcXC20kcbTjBd7Z2LcgdBx1PXrUN5dXgvL4xtcZ2k/IWJxsB6dhnuO9drRQBx00uoNKzSpLIJZYSISDtUEHg/oTW54cjlh00xTszNHM6gt6Z/lWrRQAGuY1aWbT9U37m8qXBBz055FdOazddsxd6dJ/ejBZTWc1dGNaLlHQyoWCrcQrwPO3AexFT+H4fMvLm6bsdi1mW0+8zSE9I1/lXR6JD5OmQ5HzONx/GsKS5p37GNL3mvI0KKKK6zsEd1RSzEADuayNUaK8sSUYZBKkd61J4lnheNxlWGDXGO81jdm2mydrDn1HY/lWNV2ic9efKrPZl3w/I32u3Uj+BkP4GrtqPtfiO4nP3YBsH1rPtZUs5nkJ4jkY5PfK1qeG0P2F7hvvTSFuamm72RjS1tE2aKKWug7hKo3sdsW3PKsMpHDZ6/UdxV+mtGjfeUH6igDmQ8mm3wdSqJL8rEcr9RWnd3T/ZyJVHXIkjPyn8ex+tPv9IhuomEf7pzyMdM/SqFoFES27MIbxCYypHySemR7igTdia21bM4t7oKVk4VwOD9ajglTTNVnTYRbOVXdn7jen0rNvVETBFUptfKqeq56j6d61tNRNRtrvzhkSMFP4DrSJkm1pua0rPszFtLdg3esHWpgYxKoKMx2SKexHSrNjuuoHsrh2W4tjgOpwcdjVWWOS/v47K5G2RDmRhwHUdCKZKnexa8OWxjtGnYYMn3c+gq3dXlwl4ttbW6SsY/MJaTaAM49KuRqEjVVGFAwBURth9t+07ufL8vb+Oc0GpCNRiSRYp/kl4DbclUJ6AtQdUt/MZFLsRkDCEhiOoU9zVa40mI3zXxaIcq7+Ym77voc8U6zsF82K4ScvApaSJduDls5ye45oAmj1a2ktvtC+ZsLbVzGQWPoB36Gl/tS18sOZMAgnG05GDgjHrntUMukJLp0Voz58p96swyM5PUfjTP7CiZbfeVDW+4p5abQGJzuxmgCxNqtvDIUImcg7T5cRYA+nHelt9Ut7iON0MgWR9iF0K7j+NJDYzQzs63P7uRt8ibOWbGOvYcdKhm0aOext7R5pAkL7sodpYc8ew5oAmk1e0SBJg7OjsyrsQsSVznp9Knt7uG5JET7iFVjxjgjIqjFoqwpHEkuIYg/loq4wWyPywaibw+rXCSGYbVVAflw3yjjBzxQBauP+Q7Z/wDXKT+laFZ0/wDyHbT/AK5Sf0rRoEuotUdXZUsGLS+VkgAmUxgnPQsOlXqRlDDDAEHsaBnGSXty2leXdXMiWbSzoJlcncAvyLvxyCcjPfGKLG8mi05Egu5jYAW6yT5yYcj5wG9B8v0zXYTQpNA8Lj5HUqQPQ0lvbx21tHbxjEcahFB9AMUAcVp13cW+lTjS55JgsEruM7xE3mYUg+pXJx7Zq79ouotLv5Le9jlUCIxrHcNKysWGSWI4B9PrXS2VnDY2wggBEYJPPucn+dTBEUYVQB7CgDlbo3E9lPJPc3MN5HeLG8cUpVUVmUAD1G05z6k1LqM17BeXljZyzALZq4lY7vLA3ZOe7Hgfr2rpto9KMD0oA4ua+uRdB/tLh1W1KqJjuIYDdtTo2e+auyXmpB5wu37ONSWPzDId4XcvygY6fjXTbF3bto3Docc0u0elAHKSXkpuJXF3MNSW9EaWof5THuA+76Fec/rTtMuLyfU0aW7jjm+0SLLC8x3FQThRHjA4wc11G1d27A3dM45o2Lu3bRu9cc0AYmp3N4mtJbWhbM1q2CeUjO7lz9B096WCec+DPPMrmcWjN5hPzbtp5+tbeBRgYxjigDlDqEywzrfvKk7vCoRJiiKhXht+OATnJ9cCpdLn1GS3juIc3UUUk8RXzsZGRtOSPmxg8+9dKVVhggEHjkUuAOgoA4tby9mtNNWe68pHs/M8yScxbpM/3gOSBjir8Fx5l/5ep6i8ciRw+R5TlFlyPmYD+LJ49q6QorDDKCB2IoKqSCQMjocdKAOWdJbWx12WO7u2e3LRxb5iwUbVOfrknmoDfXcdpdJDcFoRPCpkE5dURh837zGRzjPpmuw2jGMdetARVXaFAX0A4oA5eKe/i+xrb3EVzuu3VVE5ZQvlk7WfGTg8/lRDe6mVtSpDXDX8yNG0hCEANxnHQduK6gIqgBVAA6AClwPSgDlFvLl4oV1C4e3ge9mSd0cgLjO1d3YZ78VE95dMltEbljYtNMEnlmMXmKMbMuBn+9j1xXXlVIIIBB6jFBRWXaVBX0I4oAxmuLiDwo80lys04hIE0ZyCegIP5c1mx3d+lzawyTy4sJ0gnY/8ti5wpPr8uD9TXWbRjGOKNo9KAOXj1Ce3uZLe5nkC6b5kkrn/AJahv9UPfOT+Iqs8l9Y2l4r3Vx5osYpm8yQnbIWO7HpXVQ2cUM9xMoJknYM5Y56DAA9qmKg5yAc9aAMGO/v79wbZIpDaTqXMEvyTKVPAJHUEjIqja6hqJltVXzGmmkuUCMcqhDjBY+ijNdYqqowoAHoKXaPSgDkYrpvI0uPUNSmjjkE4lk37C5VsDJ7UW948q2q6rfT29sbdnjl3mMykOQCT3O3Bx3zXTyWcMtzFcOuXiVlUdsNjPH4VMUVgAyggeooA429vb421k1xOYZTYvJ80xhy4IweOpx2qTUtTkDI0cs8dzGsB/eSlN27GcRgYPGc56V1zIrEFlBx0yOlBVSclQT64oA5e8vNST+0PKx9nS+jTzPMIdASmQBjpz69zTb691AvqMcEkkccF2haX/ZOwBF/Mk/8A166vaPSjaPSgDlrS4vJtYJku44pVu2RonmOTGCcKI8Y6YINaeqo0+q6dbedNHFIJS/lOVJwBjkVq7F3bto3euOaXAoA5Czu2kgsY9Tvp4LYwykS+YULuJCAC3svbvTnuNZi0Oe7cSOslqNr7wjRkFvmI9SCp4rrCisMFQR6EUuAevNAHI6heXEWrTFbhwY2t9iCUhiD97anRs+9WI9XuYr27tiySh7qSNVDnzYxtyDj+6P610uxS27aNw745o2KGLBRuPU45NAGdo14smn2MU0266ktllIb7zDAyfzNaVRLbRLctcBP3rKE3f7I7D86loAWiiigAooooAKSlpKACqes/8gm6/wBw1cqlrP8AyCbr/cNAnsWk+4v0FPpiH5F+gp+aBoWikzRmgBazte/5A9x9B/6EK0M1n66f+JPcfQf+hCgDQpaYZEB5dRk460u4UAOopu4etG4UAKaZIodGU9CMU7cORmjIoEzhRG8V29io+Z3CZ9ea7iJBHGqDooArnbO2Mvii4dhxH8359K6TNY0o2uzmw8bXYtLTPMQEAuuT0GetO3D1rY6grB8T2QltBcqP3kX6it3cPWobuIXFtJCf41IqZq6sZ1Ic8WjiL2QzugT+LA+pxXa2EAtrGGH+4ormbHTwbiyVhyrt5gPqK64HisqMbXZz4aDTcmLS0mRRkVudgtFM81Mgb1yegz1pdwoAU1h69H5QFyvB4OR2YdP8K2WljUgNIoLHABPWqmrosumXCtjIQsPwoImrxZha2jTSLdL08tCR9a1fDabdMz/ec1lRP5ukbWOcIi/qTW7o6CPTIVHcZoFTd1cqagwsdVt7zokgMcn8warusgvLTUWyDNKVx6IRwKm8RSCS38iNQ7r+8b/ZAqW6YSw6cvHzSKRj2FJGc1a6RrCkZlVCzEAAZJPagsqqSxAA5JrN+bU5Mk4sV/OY/wDxP86Z0AoOqOHbIs15VTx5p9T7VpjgYpgkiDKgdAxHC5GSKdkZxQAtFJuB6GjcM4zzQAtFIHU9GBx70uRQAUUZFJkUAULj/kO2f/XKT+laFZ0zK2vWmCD+5k7/AErRoEuotUtXe4i06aa1lSOSJC+XTcCACcdau0yWNJomjkUMjgqwPcHrQM5661O/t7GNvtaSXP2c3BRLYnjGRnngds9adNrtyLoQIgXzUgKSFcpGXJzuP4YHvWrcaTY3QQT2yP5aeWvUfL6H1Hsac2m2bpIjW6FZEVGHqq/dH4UAVtZ1KTTXtGSJ5lkdg6RruYgKTx+VZt3rV3DYRzx3EUky24uJI4oS6kHPVs8DjHrxXQyW8UskTyIGaI7kJ/hOMZ/Kqcmh6ZIoV7OMqAVxzjBOcH1GSaAKMutXA1VrJEChpIVWVl+VQy7iCf7x6AVc1C5uft9rY2siQvMru0rruwFxwB681ZfT7SQSB4FPmFS/uV+7+WKLywtr5VW6iEmw5U5IKn2I5oAyI9duALLzITKXlmilECbixTjcoz04q5ZajNc6JNeMu2RfNIDLjG0nGR+FXI7G2i8gRwIv2cERYGNmRg4pyWsCW7QJGBE+7cvY7sk/nk
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" alt="Когда требуется использование геотекстиля при разработке грунта" title="Когда требуется использование геотекстиля при разработке грунта" /></p>
<p>Применение синтетических волокнистых материалов, известных как геотекстиль, необходимо для укрепления и стабилизации почвы на этапах строительства и ландшафтного дизайна. Эти материалы выступают в роли фильтра, барьера и армирующего слоя, что делает их незаменимым элементом в процессах обустройства земельных участков. Геотекстиль предотвращает смешивание различных слоев почвы, что позволяет сохранить структурную целостность и улучшить несущие характеристики почвенного состава.</p>
<p>Особенно актуально внедрение геотекстиля в условиях высоких нагрузок на почву, например, под дорожными покрытиями или на склонах. Данный материал способствует равномерному распределению нагрузки, уменьшает деформации и предотвращает образование колеи и трещин на поверхности. Также геотекстили используются для защиты от эрозии при строительстве на склонах, поскольку они эффективно препятствуют смыву и размытию почвы.</p>
<p>Для водоемов и гидротехнических объектов внедрение геотекстиля способствует удержанию тонкодисперсных частиц грунта, что предотвращает засорение и повреждение дренажных систем. Это не только продлевает срок службы гидротехнических сооружений, но и улучшает качество воды, сохраняя экологическую обстановку в районе.</p>
<p>Таким образом, выбор и укладка геотекстиля должны осуществляться с учетом спецификации проекта и характеристик почвы на объекте. Рекомендуется проведение предварительных исследований почвенного состава и гидрогеологических условий для оптимизации выбора материалов и методов их применения.</p>
<h2>Особенности применения геотекстиля в строительстве дорог</h2>
<p>Применение нетканого геотекстильного материала эффективно продлевает срок службы дорожного покрытия. Он разделяет слои щебня и земли, предотвращая их смешивание и помогая улучшить несущие способности основания. Это снижает вероятность деформации и разрушения дороги под воздействием нагрузок от транспортных средств.</p>
<p>Для строительства новых дорожных покрытий материал расстилается на подготовленный земляной насыпь, что предупреждает контакт щебня с мягкими грунтами и способствует равномерному распределению нагрузки. Материал обладает хорошей водопроницаемостью, благодаря чему вода не задерживается в основании дорог, а свободно проходит через слои, уменьшая риск водной эрозии.</p>
<p>При ремонтных работах геотекстиль помогает укрепить уже имеющийся дорожный слой, увеличивая его устойчивость к износу. Прокладка материала между старым и новым слоем асфальта предотвращает их перемешивание, что значительно продлит срок службы обновленного дорожного покрытия.</p>
<p>В районах с низким качеством грунтов использование данного материала становится необходимым элементом подготовки к строительству дорог. Он улучшает стабильность основания, предотвращает появление колей и трещин на поверхности покрытия.</p>
<p>И хотя начальные затраты на покупку и монтаж геотекстиля увеличивают общую стоимость проекта строительства дорог, в долгосрочной перспективе они оправдываются за счет снижения затрат на текущий и капитальный ремонт дорожного полотна. Это делает его выгодным вложением в долговечность и надежность дорожной инфраструктуры.</p>
<h2>Профилактика эрозии почвы с помощью геотекстиля</h2>
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" alt="Профилактика эрозии почвы с помощью геотекстиля"></p>
<p>Одним из ключевых аспектов использования геотекстильных скринов в качестве барьера против эрозии является их способность к фильтрации и разделению слоев грунта. Это позволяет предотвратить перемешивание верхнего плодородного слоя с нижележащими менее плодородными слоями и поддерживать структуру почвы. Правильно подобранный текстиль уменьшает скорость стока воды, тем самым минимизируя эрозию.</p>
<p>Укладка геотекстиля выполняется при строительстве подпорных стенок, обустройстве дренажных систем и реализации ландшафтных проектов. Важно обеспечить надлежащее перекрытие краев материала, чтобы избежать прорыва воды и сохраниения целостности конструкции. Также, желательно регулярно проверять состояние геотекстиля на предмет повреждений и, при необходимости, проводить его замену для поддержания эффективности мер по защите от эрозии.</p>
<p>На заключительном этапе, укрепление почвы с геотекстилем включает засевание растительности, способной через корневую систему дополнительно укрепить грунт и снизить риски эрозии. Выбор растений должен соответствовать климатическим условиям и типу почвы. Защита и укрепление почвы при помощи геотекстиля способствует повышению её плодородности и предотвращению проблем, связанных с потерей верхнего слоя грунта.</p>
<h2>Роль геотекстиля в дренажных системах и его применение</h2>
<ul>
<li><strong>Фильтрация:</strong> Слой геотекстиля, размещенный между почвой и дренажными трубами, пропускает воду, одновременно задерживая мелкие частицы, что предотвращает забивание и сохраняет эффективность дренажа.</li>
<li><strong>Защита:</strong> Геотекстиль предохраняет дренажные системы от механических повреждений, вызванных наличием крупных камней или корней растений в почве.</li>
<li><strong>Дренаж:</strong> Материал способствует быстрому отводу лишней воды от фундамента, предотвращая его размывание и обеспечивая защиту конструкций.</li>
<li><strong>Разделение:</strong> Геотекстиль предотвращает смешивание различных слоев почвы и строительных материалов, что улучшает стабильность и надежность конструкции.</li>
</ul>
<p>Применение геотекстильных материалов позволяет сократить использование более дорогих дренажных материалов, таких как щебень, так как геотекстиль способствует сохранению их свойств в долгосрочной перспективе. Распространенная практика включает оборачивание дренажных труб геотекстилем для создания эффективной фильтрации и сохранения функциональности труб вне зависимости от особенностей почвенного состава.</p>
<p>Специфика выбора типа геотекстиля зависит от характеристик почвы и предполагаемой нагрузки на систему. Наибольшую эффективность показывают нетканые геотекстили в условиях высокой влажности и значительных механических нагрузок, тогда как тканые варианты лучше использовать в местах с меньшей активностью воды и наличием крупных частиц.</p>
<h2>Укрепление откосов и береговых линий с применением геотекстильных материалов</h2>
<p>Применение геотекстильных материалов обеспечивает устойчивость и защиту откосных поверхностей и береговых зон от эрозии. Эти материалы эффективно удерживают сыпучие обломки и грунт, предупреждают его размывание. Для правильной фиксации матерьял раскладывают на всю предполагаемую зону укрепления, закрепляя его специальными креплениями, которые входят в часть поставляемого комплекса.</p>
<p>Перед укладкой материал надежно фиксируют к подготовленной поверхности. Это предотвращает воздействие воды и ветра, которые могут спровоцировать смещение ткани в процессе эксплуатации. Особое внимание уделяют конструкции дренажных систем, необходимых для отвода воды и повышения устойчивости конструкции.</p>
<p>Выбор матерьяла и способа укрепления зависят от множества факторов, включая тип и состав грунта, угол наклона откоса и уровень водонасыщенности. Регулярное обследование уже укрепленных поверхностей поможет выявить возможные дефекты или зоны ослабления, что принесет возможность для своевременного ремонта и предотвращения серьезных последствий.</p>
<p>Эффективность укрепления откосов значительно увеличивается за счет применения современных научных достижений и технологий в области материалов и методов их монтажа, что дает долгосрочные результаты даже в условиях активного водного или ветрового воздействия.</p>
<h2>Геотекстиль в архитектуре ландшафта и его влияние на сохранность грунта</h2>
<p>Применение специализированных текстильных материалов в области ландшафтного дизайна способствует укреплению и защите почвенных составов. Эти материалы служат барьером, предотвращающим смешивание различных слоёв почвы и стабилизируют их структуру, повышая устойчивость к эрозии.</p>
<p>В связи с ограничением механических перемещений почвы, текстиль способствует сохранению первоначальных свойств грунта. Это особенно важно для создания стабильной основы в проектах, которые включают озеленение, строительство пешеходных дорожек и иных элементов ландшафтного дизайна. Такие ткани обеспечивают дренаж, необходимый для избежания застоя воды в почве, что предотвращает гниение корней растений и обеспечивает их здоровый рост.</p>
<table>
<tr>
<th>Применение</th>
<th>Эффект</th>
<th>Преимущества</th>
</tr>
<tr>
<td>Фильтрация</td>
<td>Предотвращает перемещение почвенных частиц</td>
<td>Стабилизация почвы, улучшение дренажа</td>
</tr>
<tr>
<td>Разделение слоёв</td>
<td>Исключает смешивание различных слоёв почвы</td>
<td>Поддержание структуры почвы, предотвращение эрозии</td>
</tr>
<tr>
<td>Армирование</td>
<td>Увеличение механической устойчивости почвы</td>
<td>Улучшенная поддержка для элементов ландшафта</td>
</tr>
</table>
<p>Также следует отметить использование материала в качестве защитного слоя при строительстве дорожек и малых архитектурных форм на участке. Это не только улучшает внешний вид, но и улучает функциональность, сохраняя структурную целостность поверхностей.</p>
<h2>Использование геотекстиля для стабилизации грунтовых оснований под фундаменты зданий</h2>
<p>При строительстве объектов на слабых или неоднородных основаниях рекомендуется применять геотекстильные материалы для увеличения несущей способности почвы. Эти материалы способствуют эффективному распределению нагрузки от фундамента на основание, обеспечивая дополнительную устойчивость и продлевая срок службы строения.</p>
<p>Геотекстиль отличается прочностью и способностью пропускать воду, что предотвращает застой влаги в почве и минимизирует риск сдвига почвенных слоев. Это особенно актуально в районах с высоким уровнем грунтовых вод или при строительстве на участках с пучинистыми грунтами.</p>
<p>Применение этого материала начинается с тщательного расчета нагрузок и выбора соответствующего типа геотекстиля. Обычно используют нетканые геотекстильные полотна, которые легко укладываются непосредственно на подготовленную основу под фундамент. Задача геотекстиля здесь – создать барьер между слоями почв, предотвращая их перемешивание и образование нестабильных зон.</p>
<p>Следует заметить, что дополнительное армирование георешетками или использование комбинаций с другими строительными материалами может быть предложено в зависимости от особенностей проекта и местности. Такие комплексные решения позволяют достичь наилучшего эффекта в укреплении фундаментальных оснований и предотвращении деформации строений в долгосрочной перспективе.</p>
<p>Обеспечение качественной укладки и соответствия всех технических требований к работе с геотекстильными материалами гарантирует повышение долговечности и безопасности будущего строения.</p>
]]></content:encoded>
					
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		<title>Разработка траншей под коммуникации &#8212; особенности и нормативы</title>
		<link>https://aktaustroi.kz/razrabotka-transhej-pod-kommunikatsii-osobennosti-i-normativi/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:17:12 +0000</pubDate>
				<category><![CDATA[Земляные работы]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/razrabotka-transhej-pod-kommunikatsii-osobennosti-i-normativi/</guid>

					<description><![CDATA[Прокладывая каналы для инженерных сетей, необходимо строго соблюдать законодательные стандарты и технические условия. Важно учитывать тип почвы, наличие подземных вод и особенности местности. Законодательство требует от строителей получения всех необходимых разрешений перед началом работ, чтобы избежать нарушений, связанных с повреждением существующих подземных или наземных коммуникаций. Основной аспект, который следует учитывать – это глубина заложения каналов.[...]]]></description>
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
rBQvQnK7gfpimTaVNJeho7gxQ/ZhASBktz/AIUq6Uq6qs7IFhitxEuW+8emSPYcfjQBUsNXl8s3V+XVZIvNijCAAjjp3zyKtnWiHMLWki3XmKgiLDnIJBz+BpRosRjMUszyRqhjiU8GNT79+gp0WkxCZbmad5pldW8w4H3QQB9OaAIk1p5SqRWUjTHfuTcBt2HB5pf7cRojPDbu8CIryvkApn274pr6Pi/WeK4aGPbJuweSzkE/hUj6PbIBGsrxRMqo8YYYcDpmgCNNfha+NuY/kBZd+4Z+UZJxUkernrPbNErxNNESwO9R1HscEUq6JbC6MxZypcyeX23EY+vSmzaIrwGJbmUfJ5ak8lEJ5A+uMUAM/twpEzz2xjAWN/vZ+VzjP4Vbi1KCe8SCBhKGRmLqeBg4xVVtBDy5e7meNkCspP8AdIKkfSrdtpkFtcGdS7THO52P3s4/woApnxDah9mDvEzRMvcbc5P6U7TNaXUJxGIwFdC6srbsDPQ+hq0NLtQm3y8jzjNgn+I5z/OltNOitG3RvIQF2qjNkKPQCgCtJqzpfGI248kTeSZN3Odu7OKIdWkcQySW+yGdGaM7sngZ5HuKYNBAUE3twZhKZt2eN30+nFWF0e2UEZk2hSqLu4jB67fSgCrBrUskbO9sFAhWfh8/Iev4inaXrianDLNbwu0cWQdvLE56AfTmrb6XaPjMeAEWPAPBVTkA062061tJfMgjCNgg475OeaAH21z9o3Zgmix/z0XGfpVijFFAFLWQG0i7B/55N/KprP8A48oP+ua/yqPVv+QTd/8AXJv5VJY82Fv/ANcl/lQBU8Rf8i/ff9cWq7bf8e0X+4P5VS8Rc+H7/wD64N/Krtr/AMesP+4v8qAJaKKKACmSqWjZR1KkU+kY7QSewzQBzmjaTeW1zY3N0AZEheNwDwg42gVJe6XfPq9xc2zKqTosLZP8HOT9RVxNaiexN55E4iJAT5Rl8nAxzTTrlt5Mb7JN7u0YiwAwZevftQBj/wBhXUdvHCYnkjNt5BVGX5cE9z6g9RUq2cs1zqNslqCWljAuCeUwq9+tbQ1O2bSm1FSzQKhY8c8dRj1o0/UIb8yCNHjkjwXRwMjIyOntQBmzWN09/wCbFZhCiSLkMArbuhHfJ75qCbRLqKALBGMokHMZCklM7sVuLqli1x9nW5QzZxt5zmkutSt7Vp1l3Zhi81sD+HOKAMdtM1G5Sc3KqzzIEVmYbkG7IJx3A9KuwWNwmgS2LovmhWQMD/rP9o+5qydVtVuhbsWD7guSOBld38qrjX7aRI2t4p5jLvKqi8kKeTzQBWv4GgvdKEdkJ9kcgaNQAM7V59KpyafLDPYWYZRJcoUuUHOIw24f/E/jWu2vWK27zs7eWkayZx1DZxj34p7axZLvYvhkkWIj+LLYxj25FAGe2iXQkEiztgXvneSW+TZn0x1p8um3EcN+beCPdLch1wBkpgZxnvwavRavDJfC0MciO+7YWAAbb196L3Vo7S4aDyJ5pFj81xGudq+tAGL/AGJez2skG3yWkuGmWZnBZBgDHHr0PtXRWKulnEjwrCyrtKKcgY9KozeILOJxjzHj2q7yKBhA3TNOm1+xt5zBM7RygnCleWwM5HrntQBq0Vn/ANr24SUuHVoigZCPmy2NvH406HVLeZoRGWPnK7Jx2U4NAF6kbpWTJ4iso1jYCVw8YlO1fuJ6n0pl5ra28u8SRfZ1dEbIO4lhkbfXIIoAytH02ePWjHNFJHtjkEhOACrN8u0jv9a0odBESXw8yTMxYR5lLDBXHIrcHNGKAMG3+2LIl1c2ZjWytmTaGBMjcdPbiq2raNfXt5BqEEwLedG6xsvMa45Ga6bIJIxSIdw5+8Ooz0oAytf06fUI7QQnDQy+ZuzjBAOP1qpYRXemzXl9dQmSa5ERdUbOGyRgewBFdFgYprsqLubOB7UAPoooFABRRQelABRSISVBYYPpS0AFFFFABRRRQAUUUUAFFFFABRRRQAUgNLRQAlB60tFABRRRQAdqSlooAKKKKAE70dqWigAooooAKKKKACkY4BNLSEAjBoAwV8Sb4IpFt2DPHI53AgfKOgPerEeuxzXFlDGpDzn51cFSoKlgfpxV06daGFIjCuyNWVR6A9fzpsGl2du6ukILrjazEkjAwOaAKeo6jdw3NzHbLDttrfz28wE7uvHH0qFtYu2M8qRwiC3aMMpzubcAT/OteS0gkaRnjBaVPLc+q+n61Ti0W1S7mndd+9lKrkgLtGAPf1oApQ65cy3eFt8wea8X3SCu3POenbpVeDxFdtavNLEmfIEyDaVzlsYHr1rdGnWguPPEI3kk9TjJ6nHTNRx6Np8cbxrbDY67CCSflznA9KAKF5r+x5Et4yHjiZ3WUYZSMY4+hqa41WWI3QCpmGSFV9w+M/zq6ul2SoVFupBBBzkkg9eaiXRdORgwtV3Ahs5J5HSgChFq1zNqAt0ZNkwk8qTZgAqe3PNJBq91HDYyXCrP9oDswiXBUKO2TWrFptnDN50duiyZJ3Y5GeuKdJp9rKiI8CMsedox0z1oAhl1FTpa3tvtYOu5NzBc8Vm/aW1BtNW9VUjlDlwsnBYLwOOnc/hW41rA0IhaFDEvRCowPwqNtPtGhMJtovLJzt2ADPrQBkLdSL4VdhKTIEba2fm2BsZ/LvVWXyotRFrGc6c8kXmEPlQxB4z74FdCLKATpKIwCkZiUY42ntj8KVbC0S3aBbaIQtyU2jBoA5+MQyXccM7g2CyTbCzcZGMc+3OKg2sLVbySW3leK3BWKbO4gE4xz1IxXTvYWr26wNbxmJeiFRgU6Szt5Shkgjcp90soOKAFgmSVQFIDAAsmeVyM1LTRGiuzhQGb7xA5NOoAMUUUUAGKKKKACiiigAooooAKKKKAKmrf8gm7/wCuLfyp+nk/2dbZ6+Un8hTNX/5BN5/1xf8AlS6Y27SrRvWFP/QRQBD4g/5AN9x/ywb+VWrPmzgP/TNf5VX1oZ0W9H/TFv5VPYndY259Yl/lQBPRS0UAJSOu5SvqMU6mvkDIoAyJdJmGn2VlbzhY4GDM7LknHI4+tV18Pu0jGeaOTZK0sbNGDnf94EfWo7bXrq50+W4RIkaN1jw+e5xu+npVh9TvI73+z3MRmMiqJtp24Kk9PXigC22mKdHbTt/yuhQuFA698UaXpg09pX83e0oUEKu1RtGOnrWfJ4gktp4Ip40K+dJHM46BVx8w/MVC/iaZYpJvs4KC58pAOpQrkN/ntQB0vloDnYM+uKy9T0dr6eSRbpofNh8lwE3ZGc1Vu9duLYXESLFNPHEkqlfulSMlvpVnWdWfTbS3uEj8wSsFK9+RnNAETeHlmlWS5umkbzFc7V2htq7cH60No88V9C9pOY0XzWZiAcbyMDFNuNUvI45nR4GFrEsknB/ebuy89Kjj1u7a/MZRRCXdBlCMYXcOc9aAJv8AhGrUliZJCDb+SPbr8315qVtAtm8wsTveVJN+BkbccA+nFQtrM4tzKqR8WQuOf72cY+lNXWp/7QgQbHgkn8k7UICnGfvdzQBLb6F5F9FdfaCxjd2HyDLbuoJ70t3pt5PrEtxDcCGJ7YRE4BJOT/j1rUt/M8v98yM+48p0xnipcCgDDPh2BZt8TqqsiI4eMMTt4yCemRTNQ8NQ310LuaaRp42JQrgFR/CB9Otb9FAGJJpss2tWcz7mWCLMsvQSsPu8eo5NMXQ7qEwG3vgPILhAYgRhzkg1vYooA5e38LyiOFpp4vOji8hiU3KyAnBAPQ81dl8PQyyXEjSsWlVVTI4jxjJH1xW3RigBF6UtFFADQpAPOfSgBVPTluuKdRQAgBHU5paQ9DjmlFAB2pFzjnrS0UAFMk37R5eM570+igBBS0UUAFFFFABRRS0AJRRRQAUUZooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAFpKKKACjFLRQAlLRSUALSUUUAA5ooFLQAUUUlABS0gpaACiiigApKWkoAKKKWgBKKWigBKKWigBKKWigBKKWigCpqgzpd2B3hf+RpNK50mz/wCuKf8AoIqS/G6wuB6xN/Ko9J/5BNn/ANcU/lQAmr/8gi8/64t/Kn6cc6dbf9cl/lSaoM6Vdj/pi38qNKOdLtCf+eKfyoAt0UlFAC01hnilpDQBRu9JtLm38gxhF4HyjsDnFP8A7Msvsxt/IXyicke/1qk+ryvp813FbOkcXO58HeAcNxV+7vI7Swa7ZWZEUNhepz/+ugBRY2oiWLyI9iqVAIzwetKtpbq24QIDkHOPQY/lxVT+1sJOHtnjmhCkxkjkN0OelRHXYzYG8SB3jVmV8MMKV6896ALyafaIGC26AMuw8dV64+lSyQQyBN6K3lnK5HTtWdJrca72WCV4440lkYY+VWGRSvrkMd6Ldo2G7hHBHzHbnp1xQBYbS7F2jLWyfuvue1OGm2a3JuBbp5pOS2O/SsvTtVuJGE12rqs0TSQxhQAQOTz1zj1qQeIENtczC1dvsxG9VdTgEcHNAFr+w9NyD9jj/WpP7LsfO877Mnmbt2cfxetRwatA1wbefFvPsV9jsMnPp61Vm8SW8QU+TIQY/NPIGBuK9O54oA1bS2S0h8qMkqWZuT3JyamrLl1iOK/S2kiZd7hFckdSM9OuKii8Q2sswQK2xi4R8g5K5zx1HQ0AbNFZEfiCzlt7GVN5+2SeWi45B75+lSJrdm9jLdK+RHndHkbuDjpQBp0gGB1zWfDqsUt59kEcgnBO5CPur/ePsaXU9Raw8r/RZJvMcIChHU9BzQBoUVkya2kbSb7afy4XCSuMYQnHv70/+2Il1AWjxOrMSqMSPmIGenWgDTorIbxDZCOJ1bf5kZkwMEgD1/OrEuqwQmcOGHkGMNx/fxj+dAF4kAZJpqMzA7l288fSspNftXvPICPtLtGsmRhmXqMde1V7bXl89vOlEiGBp1WNMFVHY+/tQB0GaKyW12wjGBJuUKjFl5ADHAqw+owJcFfN3KIzISvIwDjt70AXqRs44qta39tdyMkLlmUZPykVZYZGM4oAC2CBgnPpS0d6KADOKKQgHrTXYrt+UnJxx296AH0UCigApaSigAooooAKKKKACiiigAooooAKKKKACiiigAxRRRQAUUUUAFGKKKADFGKKKADFGKKKACiiigAooooAWikooAWikooAWikooAWikooAWkoooAKWkooAWikooAWikooAWikooAWikooAWikooAWikooAWikooAivBmzmH/TNv5VW0Uk6LZ56+Uv8qtXIzbSj/YP8qp6Cd2h2Z/6ZCgCfUhnTLof9MW/lTdJO7SbQ+sK/yp9/zp1yP+mTfyNQ6Ic6LZH/AKYJ/KgC9RmisjW7+SwmsXRAytKfM9lCnJ/DrQBrZFB5Fc4PEUiyzyyKi2izRrGccsjA8/iRWlpN7Pdi6+0RrG8Uu0KOwwCM+/NACzacBpD2Nu2FfIy3oTk07VLJrzSpbSI7WdQqknGMVl3Or3VpNJlo50aKSRdq/KpXtnqfxqS31W5uorfDxwvcSMuGXJhwucEf3jQBabR0kRzLcSPKxQ+Ycfw9BjvTU0NI4GiiupQHZmbOCDu68dKrXGs3EF7bWu+BvOT5pwPkVt2M/wCe9K2rTLqCqjiSB52hyVAUEKTwc5JyOaAJY9CCTzKJ3W2eKOIIDksqjnNPGhW4uxP50m1ZPNEfGASMH3x7VnWWu3UkLSXDoitbecreX0O7HAB5H1p51W+NncFJkWS3nSPLoMsGx1APB5oAvDQoTGYnnmeMRtHGrH/VhuuKWLQoUhuY3lkf7SipIeBwOmAOlQXOoXcEs586PbbSJGYynMu7GT7df0qODVLsyJJJNE8b3EkJiC4KgZw36UAXLvRILu4aR5HCyKqugx8wXpz2qOTw9bOqgSyKBF5TdCWXJPfocnrWa2vX0cUu3ZLIYBLEWUKGJfHHPTnvU0/iC4aV/s6IIktndmYdJVxlfwzQBefQYWuPNE8qr5glC8feHGc9cY7U6HQ4IWYJI4iO7EeB8u7Oeevemadqc13qZjKoLZoBJER1bnBP0q3cTX6TlYLSOSLj5jLtPvxQBVi8P2UUgdTJkFG+93X/ABwM1CfDVsVKGaQqN2wYA27uv1/GrmsX01jZRzRxhnMqKV+pwQPesy51y7VpY1gaNvtKwruUEqCuc4zg0AaUekQx3ovFkk+07vmfP3l/un26Vau7VLpY1ckeXIsgx6iqmi3dzd2LPeReXLG7Jxj5gOh4PH0rHTxRcGxQeShvDMFKj7oiLY3/ANPrQBo/2PLLdXjTXBS3uJVcxLg7gAO/bkUR6Cq3xuDcvtErSogUZBYcgnqfaqya3ePfELAWgFyYSNuMAd856+2KjHiS5+zQSmzYbo5GJI+V9oONtAF+Tw/aNBHGpKGOJowwAyQe59ai/wCEfdpJHk1CZxK6NIuwfMUxj6DiqS+IL9LWeR4d+I0dG2gAFjjGM8jmtXRb66u3uY7uIqYnAViu3cCO4zxQBH/YKJO7wzMiM5k8sKM5PUbuuKSLw7aRW8cCPIESN0POS27qc1W/t+6FwsX2NipumhMw+7gZ6e9Rf8JBcJHHMWilFxHIyxquDEyjofUUAX9Q8O2l9DJES0QeNYzsAHQ5z9afpWhQ6XIJI5XdthU7u+SD0/CsyLxTJKbBRb7XkUi43DiNsHA/HH5VNpmv3N/LaBIFZJYGZm6bpBjIHtzQB0VLVW1mupT+/thCMdQ4bmrGG3DB47igB1FFFABRRSMSMYGc0ALRRRQAUUUUAFFFFABRiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQjmloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKTnNLQAyYZgkH+yf5VQ8Pf8gGz/65itCXmJ/90/yrO8N/8gCz/wBz+poAuX3/AB4XH/XJv5Gq2gH/AIkVj/1wX+VWb0ZsbgD/AJ5N/Kqvh/8A5ANj/wBcV/lQBo1FLDHKR5kavtzjIzjIwalPSs7UhdG5sfsxOPNPmZ+7t2nrQBa+y2+APJTA2/wjt0/KnpGiFiqgFjlsdz61y841BbZYZ0kaYmUiTDEZz8oAHf60+4iu7tPtBWYNFDCFByPn3Atx396AOgWytkZmW3jBfhjt6+tEllbSbg8Ebb8bvl6kVgtcamFvLVI5JC7yhfkIKDGVIbpUlzHqayBnLSR+Qm8Rgg4DDcPrigDYmhs4LcmSKNYlXafl4C56fTNNhtLGRhcRQRMW5Dhf1rGf7WoZ9PhmeD7QhjRsjjbg5z2zWjpMVzDZXUU7u8glfa7dx2x7UAWo9Os41dUtolVxtYBRyPSnR2dtGhRLeNVJBICjnHSuaF9dmFYyl3u+wGM/uz/rc/z96laLVnklX96kSXMTgjrIMLkfQc5oA6F7S3knWd4UaVejFeahtdMtLVmdIVMjOzFyAW5PPNYVk0s5jNsZ/tHmTCVznay/MBz064xTPK1l7ZHYzLK9rtCZ+6wYYJ9zyaAOjj06ziyY7WJfcIKkNrAVK+THg5yNo79fzrBuhqNtePK7uVE8Z3IhK7dhz8v1q9o813cXdzLcxvGrIm0MMDvyBQBpJDEjKUjVSq7AQOg9KkzXMRx6kt7dl1kKs8otT2RsdT9e1RSid7eUWKXIH2XEwbdkybl6Z79elAHUyRpKu2RFYZBAIzyKjltbeZXWSFHDkFsjr6Gufu7Z7B7sW8UxgaOLjcxAO47j69PSotOe/klhSEuqJdvgujBdhTjg84zmgDpre2htoRFBGscY/hFR/YLTbtNtHjG37vbOcfnWBEdXWeKIB/NlMyNIfuJ8wIbH06VVvINSmsIdhnd0tmJJZlKsrHB46k+lAHU/2dafavtIt4/Ozndjv6/Wni0t9qqIY9seQox90HrSWtwspMYDh41XcWGByPXvVjaCDx1oApw6TYwxyxx2sarLw4xw1TWtnBZoUtoljUnJx3qeigCEW0IGBEmA2/GP4vX61AulWKSSSLaxbpMhjt6561cxQqhBhelAFdrO15LW8fLBj8o5OMZ/KnRWdvEIxHDGgiBCALjbnrip6KAEChRgCgAAnHelooAKKKTPOKAFpGztO3BPbNLRQAgzjnrS0UUA
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
T8z/jQBo+dF/z1T/voUqurjKsG+hrN/4R7SOv2GP8z/jVy0sraxQpaxLEhOSF7mgCvrN3NY2QmhWNsOqtv9CQOKfqT3Uduz20kMYRSzNKMjjtVXxUyrocrHPDof8Ax4VZu7q3ESRXERkSZCduARgDvQBNYzPcWUM0qBJJEDMo7Gqmio8YvQ6MoN05XPccc0/RI2i0m3Qtu4+X2XPA/Kr9AH//2Q==" alt="Разработка траншей под коммуникации: особенности и нормативы" title="Разработка траншей под коммуникации - особенности и нормативы" /></p>
<p>Прокладывая каналы для инженерных сетей, необходимо строго соблюдать законодательные стандарты и технические условия. Важно учитывать тип почвы, наличие подземных вод и особенности местности. Законодательство требует от строителей получения всех необходимых разрешений перед началом работ, чтобы избежать нарушений, связанных с повреждением существующих подземных или наземных коммуникаций.</p>
<p>Основной аспект, который следует учитывать – это глубина заложения каналов. Согласно СНиП, минимальная глубина заложения должна составлять не менее 0,7 метра от поверхности земли до верха уложенного оборудования в регионах с отсутствием промерзания грунта. В местах с риском промерзания данный параметр увеличивается до 1,2 метра, чтобы предотвратить повреждение систем в холодное время года.</p>
<p>Соблюдение мер предосторожности и использование качественных материалов является залогом долгосрочной эксплуатации инженерных сетей. Работы должны выполняться квалифицированными специалистами, имеющими лицензию и опыт в данной области. Это гарантирует, что все работы будут выполнены в соответствии с принятыми стандартами безопасности и качества.</p>
<h2>Выбор типа траншеи для разных видов коммуникаций</h2>
<p>При обустройстве канав для прокладки сетей необходимо учитывать функциональное назначение и материалы систем. В зависимости от этих параметров, существуют определённые требования к глубине, ширине и типу защиты.</p>
<table>
<tr>
<th>Тип сети</th>
<th>Рекомендуемая глубина</th>
<th>Рекомендуемая ширина</th>
<th>Материал облицовки</th>
</tr>
<tr>
<td>Водопроводные</td>
<td>1.5 &#8212; 2 метра</td>
<td>0.5 &#8212; 1 метр</td>
<td>Бетонные плиты</td>
</tr>
<tr>
<td>Газовые</td>
<td>1 &#8212; 1.5 метра</td>
<td>0.6 &#8212; 1.2 метра</td>
<td>Коррозионно-стойкие материалы</td>
</tr>
<tr>
<td>Тепловые</td>
<td>1.2 &#8212; 2 метра</td>
<td>0.8 &#8212; 1.5 метра</td>
<td>Теплоизоляционные покрытия</td>
</tr>
<tr>
<td>Электрические</td>
<td>0.5 &#8212; 1 метр</td>
<td>0.4 &#8212; 1 метр</td>
<td>Защитные ПВХ трубы</td>
</tr>
</table>
<p>Выбор метода прокладки и материалов защиты исходит из анализа местности, климатических условий и геологических характеристик почвы. Примером может служить усиленная изоляция для морозоустойчивых районов и усиленные конструкции в зонах с высокой сейсмической активностью.</p>
<p>Для повышения безопасности и долговечности всех видов сетевых систем, канавы часто снабжают дополнительными элементами, такими как гидроизоляционные и антикоррозийные слои, а также системы для отведения конденсата и дренажа.</p>
<h2>Законодательные требования к глубине и ширине траншей</h2>
<p><img decoding="async" 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gAooooAKKKKACiiigAqOYyLDI0KB5ApKKxwCccAntUlFAFG11NJYJZbiGW0EH+saddi+5BPUe9TWl7a3yM9ncxTopwWjcMAfTipmVXUqwDKeoIyDWNrPh6DURGIkWFs7WkR2QqvXgDgnPr2oAsXVzLeztZWLbQvE9wORH/ALI9W7EcEZBq7a20VpAsMK7VX8Sx9Se5Pc1UsdKj0vzhYEpE43CFyWHmf3ixy3PA/Cs6XWNSMzaaLMm+BQSTW/zRRI5wGy2DkAE4xjigChZ/8lRvv+vUfySuvfOxsdcVxOj2yWfxJvIULEC1ySxJJJCEn867igDh/h1JqSvfwXiTCNX3Eyqc+ZxkEnvjHFdxWXolxJPJqYlYHyr141woGFCr6devWq97LqeoapPZadepYpbIjPKYRIzs2eADwBgUAblQrcwtdNbK+ZkUOygHgHpk9PwpbcTLbxi4dXlC/OyjAJ9QKwEuJYfC+oanA+y5maSUPgHGCQvB9ABQB0lFcxcazetFYxxOqTpPHHeEKD1YLgZ6buT9BVufVLiG71GFCJJFMaW0ZAHzMpPX07n2Boe1wWpuUVyw8QSWmk6Je6hdbI5yRcP5ed3ytjgD1x0pP+Eia9ttbudOut8NtEhgby8bWwc8EZPPrTsB1VFYMmq3L+IrK2hIFm29JWxy7hc4HsOOnf6VWtNavdt9DM6vO80i2Z2gcBiuD67eD9DSA6eisCy1G7+yaLc3E2+O5Xy5/lAy7DKtwOORj8abqN/f/wBlXt1azCNmuVitiUBAXcqk8jnJ3U7AdDSEhQSTgDqTXOtrVzcX+mLbkRxNJ5d0uAfn2t8me2Cv6it+aGO4heGZQ8bgqynoQe1ICO2vbS7Z1trqGZk4YRyBtv1x0pTeWy3QtmuIRcEZERcbyPXHWuftLaG28Tw50xNMCrJHAYQu25HHJK9MAZwR+NUpLO2l8L3+qPDGb8Syyifb86Mrnbg9eMDigPI7SioJJxDZNcPyEj3nHsM1k6SutXLW+oXGoQ/Z51Dm0WAAICMjD5yT0oDobtQm6hW6W2Z8TMpdVIPIHXB6fhXPWmtXu2+hmdXneaRbM7QOAxXB9dvB+hqRpprjw1p2pTPuuomil34xnJCt09QTQD00OjqC8n+y2U9wF3eVGz7c4zgZxU9MmiSeF4ZV3RyKVYeoPBoAjsrj7VY29wV2+dGr7c5xkZxVGeGXS5murONpLdv9bbIMkf7SD14+6MZyTUYi/wCEfAMIJ0sfeTJJt/8AayeSvUnJ4wMCtdWDoGU5VhkH1FADYJoriFZoJFkjcZVlOQfxqSs+Oxltb4SWbIttKSZomJ4OPvL78AY4H41oUAFFFFAGNrP/ACGNE/6+H/8ARbVs1jaz/wAhjRP+vh//AEW1bNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFQ3cTzWc8UZCu8bKpPYkUAeZ+INdX/hOI7lJ5xb2kyo6gkY2sN4Az0OPxr0+GRZoUlTO11DDPoa8qn8D6pHqNvaSXFo0tyrurb2I+XGcnb/tV6J4b0+40vRLezu5Fkmj3bmQkg5YkckDsaANSiiigAooooAKKKKAMbw1/wAe99/1/wBx/wChmtms/SLGWxiuUlZCZbqWZdpPRmJGfetCgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqrfm78pUslXzHbBkbpGPXHf0x70AQXt5K8/2Gxwbhhl3P3Yl9T78EDHfGeKs2VnFZQeVFk5JZ3bq7Hqx9yeaLKzisYPKi3HJ3O7HLO395j3PHWoL+9eN1tbRRJdydB2jH95v544zg4oA5mOCK5+JWpQToHjkswrKe42pXTWGkWumys1kphjZcNCp+Qn+9657da5bR4Gt/iTeRyTPM/2XLO5ySSEJ/D0HpXbPnY2OuKAMjw9/rdX/AOwhJ/6ClO1HSLme8N5p2ovYTuoSUiJZFcDOOD3561z3w6XUne/nvHlMTPgiRufN4ySDznGOa7igCK3iaG3jjeVpWVQDI3Vj6msWG086y1DQnk8pyXaNiM5jc5BA4zgkj8K36KAKF7pkd1EioViYTRys4Tl9hB5/LFMj0iNNYudRaQs8yBFTHCYGCfcmtKigDJtdF+zwaXF9o3fYCTnZjflSPXjr70l3on2r+1P9I2fb41T7mfLwCM9eevtWvRQ9QMxNHjil05opCq2QfgjJfcMEk5696kstMjtYnVisrmWSVXKYKbySQPzxV+ih6hsYOo2K2fhVbDzDJKgSKFwNpMm4bT7c4NXZ9KWXSYbBJNgiMZ3YznawP64/Wp9Ou3vLdpZIGgYSOm1j1CsQD0HXGatU7gUbrTo557aSMrF5M/nsFT752kc+/PX2qzcxNPbyRJK8LMMCROqn1FS0UgMew0e6jvUutS1SS/kiBEI8pY1TPU4HU+9QzeHJJLiRF1GVNOlk82SzEa4ZickbuoBPat6igBrIrxlGAKsMEe1Y+n6NeWNxGo1eaSwi4jtmiXIHYF+pAraooAoWWmR2sTqxWVzLJKrlMFN5JIH54qhLa+TZ6foUcnmuNhlYDGI0IJJHbJAH41vUUAFVdTkeHS7uWNirpC7KR2IU4q1UdxCtzbywSZ2SoUbHXBGKAINLkebSrOWRizvAjMT3JUZqkytobmSMFtNY5dByYCeSw/2euRycn0pIA+heXbyPJLp5wqSuctCfRj/d9+AAOa2AQwBByD0IoARWV1DKQwPQinVm29pNp92sdqoaxkJzHnHkHH8P+zwBgdyTWlQAUUUUAeU3vjjU57y2lltbZXtJC6rtYZJUrzz6GvQPDV/fanpCXeoQRwySHKCPoUwMHqa8/wDGmlPH4u2qWmN5iUKi8gZIx7/dzXp9lax2NnDaw7vLhQIu45OBQBPRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGNf/8AI06R/wBcbj/2Stmsa/8A+Rp0j/rjcf8AslbNABRRRQBgXOt6n/aV1a6fon2xLZlVpPtSx8lQehHvV8axZwpGuoXNrZXJUF4JLhMoT268/Wq+kf8AIa1r/rtH/wCixWTfW9lqFr4gvzDb3GxSkUxRWIKxjO1vr6UDtdnVLNE8hjSVGcKGKhgSAehx6HFUtT1VLOBTAI55pJDEimQKoYAk7j2AAJNUN
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" alt="Законодательные требования к глубине и ширине траншей"></p>
<p>Законодательство строго регламентирует параметры выкапываемых канав для прокладки инженерных сетей. Глубина зависит от типа сети и климатических условий региона. Для защиты от замерзания, например, водопровод должен располагаться на глубине не менее 1,5 м в условиях морозного климата.</p>
<p>Ширина канавы определяется выходя из объема и размеров устанавливаемого оборудования, но не должна быть меньше 0,7 м для обеспечения безопасности и удобства работы монтажников. Важно учитывать, что при укладке нескольких видов сетей необходимо соблюдать регламентированные интервалы между ними, чтобы избежать перекрестных повреждений.</p>
<p>Соблюдение установленных стандартов необходимо для обеспечения долговечности инженерных систем, безопасности проходящих рядом коммуникаций и упрощения будущего обслуживания. Перед началом работ требуется получение разрешений от местных властей и согласование проекта с владельцами затрагиваемых территорий.</p>
<p>Для защиты окружающей инфраструктуры и минимизации влияния на поверхностный слой почвы следует руководствоваться также экологическими нормами, предписывающими методы и средства защиты при проведении земляных работ. Нарушение данных правил может привести к административной ответственности и наложению штрафов.</p>
<h2>Технологии рытья траншеи: от ручного до механизированного способа</h2>
<p>Выбор метода прокладки канав для проложения сетей зависит от объема работы, геологических условий и финансовых возможностей. Ручной способ подходит для малых объемов или в условиях ограниченного доступа. Он требует минимального количества оборудования, но затраты труда значительно выше, и процесс занимает больше времени. Использование лопат и кирок позволяет точно следовать плану без повреждения существующих подземных линий.</p>
<p>Механизированное рытье используется для крупных проектов и позволяет значительно ускорить процесс. Такие машины, как экскаваторы и траншейные комплексы, способны преодолевать различные виды почвы и глубины. Однако перед началом работ необходимо тщательно исследовать местность, чтобы избежать повреждения лежащих ниже коммуникаций и обеспечить безопасность.</p>
<p>При использовании тяжелой техники важно обеспечить надлежащую подготовку рабочего места, включая оценку стабильности грунта и размеры исходных канав. Также следует учитывать экологические предписания и минимизировать влияние на окружающую среду. Например, верхний слой почвы должен быть аккуратно снят и сохранен для дальнейшего восстановления местности после завершения работ.</p>
<p>Для увеличения производительности и снижения физической нагрузки на рабочих предусматривается применение специализированных насадок на технику, таких как гидромолоты и пневматические камнерезы, которые позволяют быстро справляться с твердым и каменистым грунтом.</p>
<p>В зависимости от глубины и ширины канавы, а также типа грунта, выбирается соответствующий метод и оборудование, что позволяет оптимизировать затраты и время выполнения работ.</p>
<h2>Меры безопасности при проведении земляных работ</h2>
<p><strong>Ограждение рабочей зоны.</strong> Необходимо обеспечить чёткое ограждение зоны проведения земляных работ. Использовать предупредительные знаки и сигнальные ленты для предотвращения случайного попадания в рабочую зону посторонних лиц и транспорта.</p>
<p><strong>Соблюдение техники безопасности.</strong> Все работники должны быть обучены мерам предосторожности и правилам безопасного ведения работ. Необходимо носить защитные шлемы, перчатки, специальную обувь, а в случае работы в условиях пониженной видимости – светоотражающую одежду.</p>
<p><strong>Проверка оборудования.</strong> До начала работ организовать тщательную проверку всех машин и механизмов. Любые неисправности должны быть устранены до старта работ.</p>
<p><strong>Мониторинг погодных условий.</strong> Работы на открытом воздухе требуют внимания к прогнозам погоды. Избегайте проведения операций в условиях сильного дождя или ветра, которые могут привести к обрушению стенок выемок и другим опасным ситуациям.</p>
<p><strong>Техника безопасности при обнаружении непредвиденных обстоятельств.</strong> При обнаружении подземных инженерных коммуникаций необходимо немедленно прекратить работы и уведомить ответственные службы для дальнейших инструкций.</p>
<p><strong>Применение осветительных приборов.</strong> Для работы в темное время суток используйте достаточное количество источников света, чтобы обеспечить безопасность и видимость рабочего пространства.</p>
<p><strong>Обучение по оказанию первой помощи.</strong> Каждый работник должен быть обучен базовым навыкам оказания первой медицинской помощи. На рабочем месте обязательно должен быть аптечка первой помощи.</p>
<p><strong>Систематические инструктажи.</strong> Проводите регулярные инструктажи по технике безопасности перед началом каждой смены, чтобы освежить знания работников о мерах предосторожности и актуальных изменениях в условиях работы.</p>
<p><strong>Обеспечение постоянной коммуникации.</strong> На всем протяжении рабочего процесса должна быть налажена чёткая и постоянная связь между работниками на объекте. Используйте портативные радиостанции или другие средства связи.</p>
<p><strong>Доступ к средствам тушения пожара.</strong> Рядом с рабочей зоной должны быть размещены огнетушители и другие средства для тушения пожара, доступные для немедленного использования в случае возникновения огня.</p>
<h2>Укладка и защита коммуникационных кабелей и труб в траншеях</h2>
<p><img decoding="async" 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tQBNSVDuuP8AnnH/AN9n/CjdcZ/1ceP98/4UAVNcOLOM/wDTeL/0IVo1l615hs4wyqB58XRv9oVqUALRRRQAUUUUAJVCwH+m6j/12H/oC1fqhYH/AE3Uf+uy/wDoC0AX6WkpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKTNFAC0UUUAFFFFABRRRQAUUlFAC0UUUAFFFFABRRRQAUUUUAFJS0lAFDQyDpURHq//oRqS+u3tBEVh80SSCP7wGCelR6H/wAgqL6v/wChGrN1bLdLGHYjy5FkGPUUASFlX7xA+pplxL5NvJMEaTapbanU/SnSRRy/6xFfH94ZoaJTCYhwpXbx2FAFKLVI5LyO32bfMjVwzHHUZwPU1oVSGn4eHNxIYoQu2MgYyBgHPWrtAFG6/wCQzYf7kv8AJavVRuv+QxYf7kv8lq9QBXvrn7HbmbymkAIBC+5xmq7akwlZBbORvKRncPnYHB+n/wBardzALmBomYqG7iqraYTNJJ9qkGSWjGBiNickj159aAI49WSSRF8lgN4jdiR8jnOB79P1FaYrOj0eJJkk82QgEO6nGHcZwx/P+VaOKAKmrc6Vdf8AXJv5VbX7oqpqv/ILusf88m/lVtfuj6UALRSUUALRSUUAFULQ51bUB6eX/wCg1fqhZ4/tbUP+2f8A6DQBfoNFFAGSNSuTawz/AGdFDSFJFL5OQ+0BfU8ZqW21B2NyLhBG0QLhMMCVGeefp2qQ6ZDvhdXlTymZlCvgZY5OfzNA02NZQ6SSZzhtzbsr/d57Z5oAWwupbgyJPGsbptOFbIIIyKuVXtbOO0DCMsS2Ml2LHgYFWM0AB6GqOiADSLcA5G08/iavHoaoaF/yB7b/AHT/ADNAGhTTS0HmgDHk1sqpC2+WBXODuCqQTk4Bx0qzc6h5TII4/NBj81irdEGOR69aF0qNDK6TSpJK2WcEZI546dOaT+ykbG+eQgZUAHHycfIfUcUAaAooHFFAFK5z/allwMYk5/AVdqlcqP7TsmxyBIM/gKu0ALRSUUALRSZoyKAA1hPe6jHcSWzPEHDMyO0fBjC57HuePwrcIBGD0NVTp1mUKmBcE55J9MfyoArXN9OsMUsRRB5QldWGdwJHGe3WtQVUOnWpILxh8OXG45wSc/l7VaBHrQA6ikzRmgBaSjIoyKAM3XyRYRkHH+kRf+hitKs3XubCPH/PxF/6GK0s0ALRSZozQAtFJmjNABVCw/4/dR/67L/6AtX81n2B/wBO1IZ/5bL/AOgLQBoZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZoJxRRQAZozRRQAUUUUAGaM0UUAGaM0UUAGaM0UUAGaM0UUAGaM0UUAAOaM0UUAGaM0UUAGaM0UUAGaKKKAKB0XTiSfswGTk4Yj+tJ/Yunf8+w/76b/GiigA/sXTv+fYf99N/jR/Yunf8+w/76b/ABoooAP7F07/AJ9h/wB9N/jR/Yunf8+w/wC+m/xoooADoemlgxtVJHQ7jx+tH9i6d/z7D/vpv8aKKAD+xdO/59h/303+NH9i6d/z7D/vpv8AGiigA/sXTv8An2H/AH03+NH9i6d/z7D/AL6b/GiigAOiaaylTagg9QWb/Gj+xdO/59h/303+NFFAB/Yunf8APsP++m/xo/sXTv8An2H/AH03+NFFAB/Yunf8+w/76b/Gj+xdO/59h/303+NFFAB/Yunf8+w/76b/ABo/sTTQSRark9TuPP60UUAH9iad/wA+w/76b/Gj+xdO/wCfYf8AfTf40UUAH9i6djH2YY/3m/xpf7F07/n2H/fTf40UUAJ/Yunf8+w/76b/ABoOiacetqD/AMCP+NFFAC/2Lp3/AD7D/vpv8aQaHpqgBbVQB2DH/GiigBf7F07/AJ9h/wB9N/jQNG08D/j2H/fR/wAaKKAD+xtP/wCfYf8AfTf40n9i6d/z7D/vpv8AGiigA/sXTv8An2H/AH03+NH9i6d/z7D/AL6b/GiigA/sPTSQTarkdDuPH60f2Lp3/PsP++m/xoooAP7F07/n2H/fTf40v9i6d/z7D/vpv8aKKAD+xtO/59V/M/407+ybDOfsqfrRRQAHSbA9bVD+dJ/ZGn/8+kdFFAC/2Rp//PrHSHSNPOc2ic9etFFAANI08dLVP1pTpGnnrap+tFFACf2Pp3/PpHR/Y+nf8+kf5UUUAB0fTiADaRkA5x70v9k2H/Psn60UUAH9kaf/AM+qfrR/ZNgP+XVKKKAD+ybAn/j2X8zQdJsCMG2X8zRRQA3+x9Pzn7MP++j/AI1YtbO3s0ZbeIRhjubHc0UUAf/Z" alt="Укладка и защита коммуникационных кабелей и труб в траншеях"></p>
<p>Перед началом укладки коммуникационных кабелей и труб, следует проверить глубину и ширину выемки, чтобы она соответствовала проектным параметрам. Для обеспечения надежности и долговечности инфраструктуры, необходимо использовать подходящие буферные материалы, такие как песок или щебень, которые помогут избежать механических повреждений.</p>
<p>В процессе укладки кабелей важно соблюдать технологические требования по минимальному радиусу изгиба. Это предохранит кабель от повреждений, которые могут возникнуть из-за чрезмерного изгиба. Спецификации радиуса изгиба должны быть указаны производителем кабеля.</p>
<p>Для защиты вложенных в выемку кабелей и труб, установка кабельных колодцев рекомендуется на регулярных интервалах. Это позволит легко осуществлять обслуживание и ремонт без необходимости вскрытия всей длины траншеи. Колодцы должны иметь достаточный размер для размещения всех соединительных и монтажных элементов.</p>
<p>Поверх коммуникационных кабелей целесообразно уложить защитные покровы, такие как бетонные плиты или специализированные кабельные крышки, которые защитят кабель от механического воздействия и случайного повреждения в процессе других земляных работ.</p>
<p>Кроме того, перед засыпкой траншеи контрольные измерения и тестирование уложенной инфраструктуры на предмет соответствия техническим требованиям и работоспособности обязательны. После подтверждения соответствия всех параметров, траншею можно засыпать, используя те же буферные материалы, что и при подготовке основания, обеспечивая плотное прилегание без воздушных карманов.</p>
<p>Соблюдение данных рекомендаций гарантирует безопасность и надежность уложенных коммуникационных систем, минимизирует риски повреждений и увеличивает срок их эксплуатации.</p>
<h2>Восстановление покрытия после завершения работ по траншее</h2>
<p>Восстановление дорожного покрытия или других покрытий после окончания земляных работ требует строгого следования технологическим требованиям для обеспечения долговечности и безопасности. Ниже представлены рекомендации по последовательности выполнения работ.</p>
<ol>
<li>Оценка состояния основания траншеи. Перед началом работ необходимо удостовериться, что основание табельно и не содержит пустот или слабых участков.</li>
<li>Укладка слоев основания. После проверки и подготовки основания траншеи следует уложить слои песка и гравия, тщательно их утрамбовывать.</li>
<li>Установка геотекстиля. Геотекстильный материал помогает предотвратить смешивание основных и восстановленных слоев грунта, что повышает устойчивость и долговечность покрытия.</li>
<li>Восстановление дорожного покрытия. В зависимости от типа поврежденного покрытия необходимо выбрать соответствующий материал – асфальт, плитка, бетон и др. Укладка должна выполняться армирование для укрепления покрытия.</li>
<li>Контроль качества. После укладки покрытия следует провести его тщательный осмотр и, при необходимости, провести дополнительное уплотнение или другие корректирующие работы.</li>
</ol>
<p>Также важно соблюдать временные нормы на отвердевание материалов, чтобы обеспечить их максимальную адгезию к основанию. Особое внимание следует обращать на метеоусловия во время проведения и завершения работ, так как низкие температуры или осадки могут негативно сказаться на качестве восстановления покрытия.</p>
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		<item>
		<title>Как определить тип грунта перед началом земляных работ</title>
		<link>https://aktaustroi.kz/kak-opredelit-tip-grunta-pered-nachalom-zemlyanix-rabot/</link>
					<comments>https://aktaustroi.kz/kak-opredelit-tip-grunta-pered-nachalom-zemlyanix-rabot/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:17:11 +0000</pubDate>
				<category><![CDATA[Земляные работы]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-opredelit-tip-grunta-pered-nachalom-zemlyanix-rabot/</guid>

					<description><![CDATA[Перед началом планирования земляных манипуляций крайне важно проанализировать характеристики почвы на участке. Это позволит выбрать наиболее подходящие методы работ и обеспечить долгосрочную устойчивость построек. Проверка текстуры почвы является первым шагом. Совместите небольшое количество почвы с водой и сформируйте из полученной смеси шар, который затем следует перекатать в лепешку. Способность материала к образованию форм и его[...]]]></description>
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
E1Ru+xcnoBk1JTSAwweaAMKHVYNatZYbO4NpdA4YOvzqAeuO4I7+9SNZWWo38hu9NYSw4AmYYD59CDyPrRrehxakqvE32e6T/VzJwR9fUVdeWHTNPMk0jeXEuWd2yT9T60AUfEGqnTLNY7ZQ95OfLgjA6npn6CpvD+lLpVgsLHfM5LzP8A3nPWsvw/ay6nfSa7ery5220Z/wCWaev1NdTgZzQAtFFFAGfeWc1xMrRXkkK7SrIFBDe/PeqtxoFu62/kO8DwRmJXTBJU9Rz+dbNFAFeztYrK2it4RiOJQqirNFFABRRRQAVla8hexQDqbiLH/fxa1az9WI8q3BPW5iH/AI+KANCiiigAooooAQjNZeraPBqiReYzxyxNuSVDhl9QDWrWHres/wBnKtvbp9ovpuIoR1J9T7D+lAC6rqf9nWscECGe8lG2GLOSx9T7d6i0HRXtpHvtQk8/UJuWk7IP7oo0LR3t5Df6hIZ7+UfM5PCD+6K3goByKAFAxS0UUAJWfNpFncXME8kI8y3YuhUY5PXPrWjRQBmjSIPP81pJnxJ5ioz5VW9QK0QMUtFABRRRQAlZcyn/AISO1PYW8mfzWtSs53H9vwpjn7Oxz/wIUAaVFFFAFW9s4723eCbOxxg4OM1g6Qx068fRb5TIiHzLWVhkMvp7EV09QSeVGWlk2rgcsewoAgsobhLYC/eOaUMWBVcAemBWXqniBjP9g0eMXV23Vh9yP3JqpJe33iS4e205zb6aOHugDuk9l/z/AIVvaXpVrpduIrZAP7zn7zH3NAFHRdBSxla7vJTdahIMvM3b2HoK3AMDFAUDOO9OoAKKKKAGkZBB6VQttItLaRZEViyElN7ltmeuM9K0aKAMqLRLOG5SdVfEbtIke75EY9SB61pgYGBTqKACiiigAprHAp1QzECMkttGD8x7e9AGP4OLf8I7bh1KkcYIxW9WJ4V3f2NHujEZ3H5AMbfbFbdABRRRQAh6VzV2SPiBZAcbrJs/m1dLXI6pK8Hj+1mSCWbbY8rGMnlnoA66kwPQVmxaozZ32F6n1iz/ACok1R4yAun3jg91j6UAaRAIwQDQFA6ACsz+1HIY/wBm3wPp5Q5/Wn/2g+Ttsbthjrsx/M0AaGB6CjA9BWY2qyq2P7MvT7iMH+tOTU5ZOmnXgI/vIB/WgDRwPQUYHoKzP7WlBOdLvvwjH+NKuqyM2P7Mvh7mMY/nQBpYHoKMA9QKzX1WVMj+zL1vogP9aF1Z266bfL/2yz/WgDSwPQUYA7VmtqciEE6benPPyoD/AFpBqsjHH9mXw9zGP8aANTApNo9KzX1R0IA0+9ceqx//AF6RdWYkZ02+Uepj6frQBV8ZgHw5ccZIZCvsd4rYtyWgiJ5JUEn8K5bxbqizaFNGltcqS65Z4yoBDD1+la9rqjiCEHTr0DaBnyxjp9aANds7TjrWPq0utpMg0qC3liK/MZXwQc1Yk1TYo22d4zHsIj/WmDVnPJ0y+B6f6of40AZq3PizOHsbHnv5vT3qlrGn+J9UgW3mWzEQYMQjkb8djx0roG1TaCTZ3nXGPJPP60DVpOn9mXwH/XMf40AZkNx4pjRVOmWW1RgATUrz+LAxKWliQeceYePatM6qqLue0vFOOR5JNMOruT8um3zDsRGOf1oAzftHi/vZWX/fynmbxWy5W1sEP90yEk+9aUepllzJY3qexiz/ACqP+2CwzDYXsg9RFj+dAGb9o8X55srLH/XSnm68VuQEsLJPVjKSK0o9ULAlrG9T6xZ/lTf7ZVyRHZXsmOuISMfnQBnJc+Lg3z2Nkw9BLintd+K2G1dNslP97zs1orqRI+azvVwe8RP8qRtajDFFtL1nH8IgNAGULjxhk5s7L/v5W/YtctaRm8VUuCPnVDkA+1Vl1UbC8lnepgcgwk/yph1uDOPs95npjyG60Aa1ZPiDK2MbLwy3ERB9PnWlXVXbg6dfKPXy6p63fxvZRq9vdqDPHn90c/eB/pQB0FFZH9ru33NOvmXs3l4z+ZqaTVUjTe9peAd/3JNAF6QMY2CHDEHB9651bTxUr5GoWZA7NGavjWA5HlWN7IvQkQ4wfxqb+1Qq5ezvB/2xNAGW1p4pkyG1KziA5ykJJNZ0PhzXoNRkv0v7V7iX7zyITx6D0GPSugOtIx2xWV7I3oISMfninLqTE5awvV+sX+BoAoC28UMdrX1igP8AEsJJH51ELLxWj5Gp2rD/AGoutakurony/Y7xnPRRCeaVNTYkZsL1eO8PT9aAM1bfxUq7TfWLH1MZzTGsfFhPGqWuP+uVaz6vGn3rW8z/ANcDTP7Vftp18Qf+mX/16AM1bTxYMf8AExsjj1jPNK9l4nbB/tW2BPBCwnArU/tRVQl7O8UD/piajGrFiNun3zKf4hFgfkTQBnx2vitMg6hZOPVojn9KHtPFcnP9oWcZ9FjOK1W1VUUFrS8Hb/Umoo9WWRgI7K8Ze7eSRg/Q0AV9Ottfju0bUL63lgGdyomCa3az31ZIl3Pa3gH/AFwNQnW0YYjs71z1wICP50Aa1Zc4x4ktCO9vID+a09dSyDmyvV+sJrPl1aIa1E32e63CJlx5Rz1H+FAHQ0tZ39qKoJa0vAB/0xNRnW4AATb3nP8A07tQBoupYEAkZGMiuYv/AAndX8TRza3dujHOxwCtbf8Aaa4z9kvMdf8AUmov7cg/597z/wAB2oAx7fwlcwQJGmu30apjCxthRj0GasSeHdR2/u/EN6D/ALWK1I9WjkUMlreEHv5BqNtagDFTb3gOcf6hqAM+Pw/qZG2XxBeYHTaAPzpH8O6nkeX4ivMY7gVqHV4VjL+TdMo64hPFM/tyD/n2vP8AwHagDPTQNWxsfxDdGP8A2VG786H8Palj5PEN7n/aArTOrwhdwhuT/siFs/ypg1yA/wDLvef+A7UAZ66FrKDH/CQz7e/yAn8zSP4d1TIMfiG8/wCBAGtX+1YiOIrgn0MTf4VGmtQMcCC7H1gb/CgCgNG1xcAeIZfxhX/Co5PD+qtyviG7yeuRx+GK1n1i3jXc6zDP/TJv8KYutwM2BBd/XyGx/KgCrp+kanbXiTXGszXMaggxlQA1b1Z51WAJuZJwO/7lqiGu2zEbYbtge4gbH8qANWmyAMhB6HrVL+1YcZ8uf8Ym/wAKYdVhPAiuT3OIW4/SgCj4JTZ4eiG/f8x5roa5/wAGMX8PQlm3EsecYroKACiiigBK5u4cJ4+tAD8z2TBh7BmI/rXSHpXL3P8AyUay/wCvE/zagDqaKguZTDA0io0hUZ2rjJ/Osc+JIhpi6j9lmNq5CoQV3Ek46Z4oA36KgWcGMMw2ZGcE808yqCASAW6AnrQBJRUXmryMgkHGAaBICcY5+tAEtFRrKrjKkHnHBpS+O1AD6Kh85cgZHPTnrUtAC0UUUAFJS0UAc543APhuckdHQjjvuHWty2/49of9wfyrD8csV8NTAHAaRAfpuH+Fbdr/AMe0P+4v8qAJ8c0tFFACEZqq17bpepZtIPPdSypjsO9WicVgaxo0t7d+fbXJgaQCKZgOTH1IU9jQBuB1bGM807pzWFo0CWlzc29q9w1vFtU+cSf3nOdpPtj26VL4i1Q6fpbGIbrmf91Ao7seM/1oAlm8Q6PDK0UuoQK6nBBboah/4SrRFk2nUYsn0BI/PFN0vw5YW+nxRXNtFPLjc7uoJLHk81eTR9OjGEsbYD0MYNAFY+J9E/6CUH50x/FGiKB/xMYDk4GMmrT6JpjnL2Nuf+2YFCaJpkRzHYW4P/XMGgCD/hKNFI41KD86F8S6IeRqVvwP72KtNpOnOuDY22D/ANMl/wAKjXQtLVgy2FuCO/ligCFvEuinH/Extzn/AGq0LaaK6gWeCQSROMqyngiq7aLpzghrK359IwKtQwx28SxRIqRrwqqMACgCUDArK1xmjtInB+7cxH6/OP8AGtaszXF8yziT+9cxD/x8UAaIGKUjNLRQA0DFKRmlooAbtpaWkoAQ+tAOTiqeqz3FtYySWkBnm42IDjJzUekanDqdqJogVYHbJG33kYdQaANDFAOOKRn2nGOawNa1eYTDTdLUSX0g+Y/wwr6saALl/wCINK06Xybq9jSTuoBYj64Bx+NVl8YaEWP+m8DofLfB+nFP0zw7Y2UH7yNbmdzvkllUMWbv16VpR2FrGMJbwqPRYwKAMs+MdA6f2gv4xv8A4U0eL9C3cX2RjqI3IH6Vqtptk5y9pAx94lP9KVLC0jzstYFz12xgUAUrTxHpN/Otva3YklbovlsM/mK1AMjsaiW0t1lEqwRBwMBggyPxqegA7Vly/L4itsD71vJk59CtalZswP8AwkVqewgk/mtAGiQeKMU6igBoGKXFLRQAmOMUmKdRQAxhjmhcEUSHArmJLy90HUd+oTfaNPun/wBYBjyWPQEelAHUYo496ZHKssauhDKwyCDkGsfXdb+wbLW1Tzr+c7Y4h2/2j7UAXr3VbCxOLq7iibGcM3OPXFUB4u0Ec/bv/Ib/AOFM0bw6tt5l1qJW6vpzmR2GQPYCtk2luRzBF/3wKAMpfFehSEAajGD/ALasv8xSN4t0JCQdQX8I3I/MCtJtOs3OTZ25PvEpp6WdsihVt4gB0AQCgDMh8UaJPIEjvVLE4UFGGT7ZFbW0HBqu1lbMVJgiypyMoOKs0ABAqOVCyFQSMjGR2qWmSMFXJ7UAYXgrH/COwkEEEk5AroK5/wAFjb4cgGCPmbr9a6CgAooooASucnGzx5atwfMsmUexDMf610Z6VzFzn/hYllz/AMuJ4/FqAOgu2xbycE/KegyenpXGyQTJ4Ft7YW1y86yKTGIW3ZDZPGPTvXcEA9RmjYvpQByOqRPeanG0y3ItWgHlPHGWaJwc5IHKngdakljlbWZRfWl1MriNoHjBwpXqCRwOp+tdUVB6ijaPSgDjtR0mez1K3uI1aaOW+ErCNCSgPY4/hqO0FyPFcUgtbtIFnmR2ZGO/IOCW6bc9B0FdttHpSbR6UAcNp1pdxXVos0E6rHfSlsRHoRkEn0qItqCaZqFgtnPIJpZmD+UwK4OVIOOQcfWu+2j0o2j0oA4me1uJ7i1M6XYt3to1j8qIlo3GCQc/dOR1967VfujOc470u0elLQAtFFFABRRRQBz3jePzPDc5zgI6Mf8AvoD+tbVv/qIsdNoxx7VieOX2eGpxz87oP/Hgf6Vt23/HtD/uD+VAE9FFQzSLEhdmCqoJJPoKAM7Xr6Wwt43ikiiVm2tLIpYJ6dKoRajeTRC1vSF+0jZDfWrZTJ6d+DWjdM+oW0JtDbT28jfvfN5BT2x3qppem2KXM0tvYy2xjlI2MSFYj+IDOPpQBoabbS2sHlTXD3DA8O/3iPf8c1jQRnWPFsszkm200bIwOnmEcn6jp+FaPiHUjpumvJFzcSYSFR1Zj0p3h/TxpulwwMczH55Wznc55NAGqBiloprHHPagBHbaCeMD1pC+MdOa5LUdSmGuXTTQedaWKxq0W/HLnG7GOfxqTxZEi28F39nkdY5EZplf/VKD2XPJ/CgDqRJk4qSs+KyVNRa83Nl127e3b/CtCgAooooAKy9bbZbwSc4S5iJx/vitSsrXkZ7FFXkm4iwP+2i0AatFFFABRRRQAUwtzjI96fXKXT3WgX8t+8z3GnztmYY+aInowHpQBuXM8lvK00rRJYpES7EHcG/wxVSLSYW1ZdUtZ3jWVP3iRnCy+hNaME0dxEk0Th43GVYdCKxta1iaO4XTdKQS38nU4ysQ9WoAXXtWnjkTTtLUS38w6doh/eNXNF0eHS7TaMvPJ800rcs7Umi6PFpsTFnM11Id0szdWP8AhWr0oAOlRSTxxKGkdVBOAWOOalrifEepLLqdpETIPIvFUL5Zw3HJJ784wBQB2ElzFEQJJEQnpuYDNPWQE4yMgdM1yuu29xHqP9ozQWt3ZoY12MD5iDIGR75NdFDaQpcy3CqfMkGG5oAtg5paSloASsuRiPEVup6Nbvj6hh/jWpWbMn/FQ2rDtBJ/NaANOiiigAooooAQ9KqXV/BaPCs8qR+c21Mnqat1R1PTLXUrYxXMYPGFbHzL9DQBNcwJc27wzBjG4wdpIOPqOareS10k9te2qeR91PnyHX39Kg0SS+VJbS/jybZtiXHaUdjj1x1pmua4umhLe3Qz303EUK8/ifQUAJreqDSbVLayjEl5L8kEI6n3x6CmaHo66epubyXzr+4x5krNnnrtHt/OjRdDe3nOo6jJ9o1CQcsekY9FrH1DUo7vxHp6lpFEN0V8soQOON2cckn9KAO0LY+tEcgcsAQSDzg1yN7aS23iFL69sre4gluFSORGbfF0C5HAxx710tpYw2k80sYIaY5bJz3/APr0AXaKKKACiiigAqC4VmhZUwGIIBPY4qemOcAc4oAw/Box4ehGGBBIO6t+sHwcQdAiO3bycj6cf0reoAKKKKAEPSubmQDx7bu3ANkQvHU7mz/OukPSuYumP/CxLFOwsmI/Et/hQB0F3IYbaSRUaQopbYvVsdqxjr7DTYr4WcpilZVQlhzu4B6+v862rmEz28kQYoXUruHUZ71ganpFzHoVpYWSvO0UqZb5QdoOcnJHoKALketK8BP2eYSLIY3Tj5CBn5j0AI71DL4jhjsbO8ETtFckpksF2sATgn8DTpPDxaEqLpxI9x9okYqCHP8AdK9MUyLw4YrG0tFu2AtZvNQhB15xn8zQA+TxDEkUEvkSmOeBpkbIHAGSOe9VrnxD5kFhLC7QR3Su4ZkDA7Qcg8jHTOalHhmLy7VPOcrah9oYA7mbJyfoTSf8Iygh06Lzyy2JcqXUZYt6/jQAkHiSJrSwlMUpF2WUO7KMMvr25x2qW28RQ3K2biF0W7do0JI4YdjzSxeHFjFgPtTn7E7OpKj5ifWq48L+XbWkMNyT9mkeRS6A53DkEUAWp9eit57xJoZFFpEspYMCHB9Ksabqaag0iqjI0ZAOTkMD0II4NZ9r4VggiuYjPI6XEIhZTj5QO4rU0+zmtYESe4M7KAMkY4HSgDQooooAKKKKAOb8dLu8NynGdsiE49NwrctebWA/7C/yrG8bMF8M3OT95kA/77Fbdt/x7Q/7g/lQBNUM8Uc8TRyruRgQR6ipaM0AczdaBcac7XOgTNbsfvW7fNG/4dq6GJTHEqyPuYAAtgDJ9alyBWT4g1I6dpckiHM8nyQr3ZjwP8aAMyLbrnit5CSbfS/lUdmkOef8+ldTgVkeHtL/ALL0uOF+ZmO+Vv7zHr/hWvmgBaSgnFGRQBm3Ok2k9208iEmQKJFB+WTacjI9qJdKilmeSR5mjchjEX+TI74/AcdK0cj1pcigApaSjIoAWim5HrSgg9KAFrN1g7YIS5wv2mLJ/wCBitKsnxAf+JemP+e8X/oxaANaiiigAopCQOtGaAFqGaKOaJopFDIwwykdRUuRWDq+suk40/TFE+oScY/hiH95j7UAM1vWHtpo9K01A17OMLjpEPU1e0bSIdLgIUmSd+ZZm+859aj0bR4tMQyMTNdyczTvyzH/AArXBzQAUtJkUmR60ALVaa1guNnnRK+xty7lzhvX61ZyKTI9aAKJ0y1N0bgwAyk7iSTyR0OOlXlpc0ZAoAWikyKOtABWY+F1+AHqbdsfgRWnWZLg+IrU9xbyfzWgDUooooAKKTIzijPFABQfekJAFZGua3FpcKoi+ddzHbDCvJY/4UAJr2sDTYkigQTXs52wxDufU+1R6Fohs915esZ9Ql5kkbnb7D2qPQ9HlhmbUtTbzdQm6+kQP8IrfU7Rg9aAHDpVWazt554ppIleSEkxsf4SetWcg96XIoAzYtIs4rlrkRMZC2/5nJUH1AJwK0qKQMD0NADqKTIozQAtFJkUUALUU3+rbgng9OtS01ulAGD4LOfDsPAB3NnHTrXQVgeDcf8ACPwlUCAsTtHat+gAooooAQ9K5qeLf8QrZ8/csD/6Ew/rXS1yupyXA8b2SWyxmUWjH94SAck+n0oA6uisoS61kZt7LGecSN0/KpHfVMfLFag+hZjn9KANGissS6vk5gtCMcYduv5U8S6kVH7u2B7neSKANGisp5NaB+WGyYdsuw/pUnm6ltAMFsGI67zjP5UAaNFZQl1osf3FkR/vt/hUjzamq5W3tmPp5pH9KANGisvzNaz/AKiyA/66N/hTvN1UR5NtalvQSkD+VAGlRWT52
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" alt="Как определить тип грунта перед началом земляных работ" title="Как определить тип грунта перед началом земляных работ" /></p>
<p>Перед началом планирования земляных манипуляций крайне важно проанализировать характеристики почвы на участке. Это позволит выбрать наиболее подходящие методы работ и обеспечить долгосрочную устойчивость построек.</p>
<p><strong>Проверка текстуры почвы</strong> является первым шагом. Совместите небольшое количество почвы с водой и сформируйте из полученной смеси шар, который затем следует перекатать в лепешку. Способность материала к образованию форм и его консистенция могут многое рассказать о содержании глины, песка и силах. Например, почва с высоким содержанием глины будет липкая и пластичная, тогда как песчаная почва – рассыпчатая и сухая.</p>
<p>Для <strong>определения дренажных способностей почвы</strong> проведите простой тест: выкопайте неглубокую яму и залейте её водой. Наблюдайте, сколько времени потребуется для того, чтобы вода полностью впиталась. Быстрое поглощение указывает на хорошие дренажные свойства, что особенно важно в случаях, когда планируется строительство сооружений требующих стабильного основания.</p>
<p><em>Исследование химического состава почвы</em> необходимо для определения уровня кислотности и плодородия, что существенно влияет на выбор подходящих строительных и агротехнических приёмов. Для этого можно использовать специализированные тест-наборы, которые доступны в продаже или заказать лабораторный анализ, если требуется более детальное исследование.</p>
<p>Применение этих методов позволит точно оценить свойства участка и принять обоснованные решения по подготовке к осуществлению земельных манипуляций.</p>
<h2>Основные характеристики различных типов грунта</h2>
<p><strong>Песчаный грунд</strong> характеризуется хорошей водопроницаемостью и слабой удерживающей способностью влаги. Это делает его идеальным для строительства, требующего быстрого отвода воды и предотвращения водонасыщения. Минеральный состав песка может значительно варьироваться.</p>
<p><strong>Глинистый грунд</strong>, напротив, обладает высокой плотностью и плохой водопроницаемостью. Глина создает прочное основание, но может вызвать проблемы с дренажем и при усадке. Позаботиться о системах дренажа будет важно при использовании этого материала для основания.</p>
<p><strong>Супесчаный грунд</strong> сочетает характеристики песка и глины, предлагая умеренную водопроницаемость и большую плотность по сравнению с чисто песчаными почвами. Подходит для оснований, где нужен баланс между удержанием влаги и стабильностью.</p>
<p><strong>Чернозем</strong> – это высокоплодородный почвенный слой, богатый органикой. Однако для строительных нужд его следует использовать осторожно, так как большое содержание органических материалов может привести к нестабильности почвы в подверженных колебаниям климатах.</p>
<p><strong>Торфяники</strong> содержат высокие концентрации органических веществ и могут быть проблемными для строительства из-за их способности к усадке, разбуханию и высокой компрессии под нагрузкой. Проектирование на торфянистой местности требует тщательных исследований и специальных инженерных решений.</p>
<p><strong>Скальные грунты</strong>, такие как гранит, базальт или известняк, представляют собой крайне твёрдую почву, которая обеспечивает отличную нагрузочную способность для фундаментов сооружений. Но бурение и взрывные работы могут потребоваться для их первоначальной подготовки.</p>
<p>Оценка состава, уровня влажности и плотности каждой породы должна проводиться для точной оценки её пригодности для предстоящих задач. Задачи возведения структур на таких участках следует планировать с учётом всех этих аспектов, чтобы избежать будущих проблем с почвенной средой.</p>
<h2>Использование визуального осмотра для первичной оценки типа грунта</h2>
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7sGquQ4kBJznNJkk9M1ejiCuuUz3IpxgPzMMYHJA7UrofIygMkjK08RgjOOPerDloD8rfMO4qFhIwDY4pi5RoRT1JFexeEsf8Ivp+OnlD+deRJGTIIwS7HoFFev8AhZDH4bsEKlSIgCD1oFY1qYfv0+mH79MQ+iiigApDS0hoAKWkpaACiiigAooooAKKKKAKmp2X2+zMG4LllbJBI4IPYg9vWqEegmIwyJcATQj5Ds+UZYkjBPI5xyc981e1R7pLPNl/rt6gfLnjIz+lZEt9rL+Y6RNBG8i7N0RYxrt7gAk8+3GaEDJ5fDcUxi8yY4RCG2rgsTu54Pq3T2qY6KJY5DNMRM3R4B5YX5dvTJ7dahWXUpPPV5po5lViFS3GzgcEMRzk9ufwoS51CGaMTPKwG0tuhG0pjLMWA4IOePboaBXGnw4Wdi11kGFoh8hzggD1xgY9Ke+gN+7ENwiLDJ5kWY9xzuBIY5yw4qe9u7lbm0FscxXQwDt+6fvZ/Fc1WWXUprZmWe5SYMu5fs6gKScEDI5AHfn607hsNTRLvzAkl1H5e1fnjjKsCr7sck9cnntUkHh6K3nDif5UlWSNNvC4J9+uDjP+NRR3upFphC8s5TzFbdCAF2tgFSANxxnioZH1Ge4yIHlERVoZ5YNrY3Ybj1x7ds4oQMtaj4f+3Xc03nqnm4/gJYYXH97GPwz70j+HmljxJdZIHyja20cg45bOOPXvQZdSlt5ik1wkynOz7OuFO7GASORjnv8AXtUS3WsJeXCAyTKocIGhx0+6c7QD+BNJDJZPDcboyrN5Qkj8qRUU4ZeSRyScZOevr60s+iiJJ5kd5GkTayKuS3ygLjJ4IIzmpFuNQNnI0O+RhMixvNFsLKSN2RjgdecVVvL3WY4ovLibzg7blWMsrjfgD7vHHOTigPM0INNIisTK4MluS75Gd7MDn9TWf/ZU4spZJFPmBZFijjQBgS+QSc84IB7U83+oxJE6rLNlv3iyW7LtO0/KNoJxnHOPxpZJ9WmErL50G1ZHVREpyRt2ryDnqelPcF2JbfQooZYp2kzKrrI3XBO3B4zjk5OcU260D7RBFEtyFVCxPyHqWzkYI57c5qCW41VzdLLF5kQYL5AiOSu4Dg4wcjOeT+FX9KlkSymglGJoGYbETGFyduPXj86PMRO1tJci3e42K0UjPtAyCMED9DWXJ4eEUcjoyzP5BVVKkHcE2jHOPzBqKW91hbFinnNJ5jbHMB+YAAgFdueTxnA6daSJ9QhM9yIpnuSCZFMP3fmG0Ie+R/kUh3tYnXw75l0t1cSxvIwCvH5ZVMDHQBuvHU5+lOHhtNyZuW2IzOqhcYLAhiPc5H5H1qA3etLfhX3CMSD5FgJDKW6Zx2HckVI15qogkEiSJISPLZIsgLuPJ4Jz04x0INMQ4eHnjgCQTwxvtZGbymO4EAd268fT2psGgSnUZLi7khkBcEAIwBxjoN3ByO+aka71U6fZskLC4lifzMx8IwHBI/p3qe8e/aCDyJJI38h3crGCS4AwDkHHOaOoWuRJ4eSNFWK4dCBGGbkk7SScZPGc9ulFh4eisbwTKyuoYsoKnKnnpzjGD6VCbrVmibAlEpHzr5AxH8wA2nHzZGT3/Ci4uNSW8ltra4kkkjKgboRtIK5JZgMA5oHuTf8ACPx/aJZfMU75RIGKksPmDEdcY49Kmm0yQXLTwuh+fzlQpzvC4A3Z+77Yqm9/q01rDPZw5ab59rp8qLuAAyO/X8MmgXesNcKACiiPO1oSdzYOeQMDB6cj8aWyDcuXVm9xqlpIVYBEJmYD5Wxyo/BuajtdCFsI41nDQqwkKMmSXAxnOentVV7vXQxTyRuaElWRCVVtucnI69eKtWE+py6k63OEhA+4YyMjAwQ2MZz2z+FMRWbQbmAia2uUeWOMogdSOqhfXGB16fjSpoEzuyTzRhUIeJ4kx8wQLyCT02g++aSe71MW7lHmWXzAHBtuIxk/dIByMY7Gmw32rtPbq0cu0riQGHAb5Sd3TjnHBIPtRcZcstPczXzvlVlBRMgDGR8zAZ6E80un6KLS1uIGlBE6BD5alccYzySc/pVWxN/BY3bx23ku0SSRR+XzvIOc++R07UX15rEdtJtjKzCRtpijLqQFBA+6ScnPPt1oBE66FmSSSWZC7wND8sWAAQADjPXiq8mgy3rSiaRYo1nMkYCcscAckH7vHTj61b1BtSHlSWkkgJiZjEEUruAyASRkZPvVA32prHGrzuZGR2QR2x3MRtwGBUYHJ5wPrR1FfQfLot6NwgNsqRhfLXY3zHcHbktxyPerNpoKW20eYhAkVidh3MAcgHJI6+gFVZNR1MTuYFlmKTFXiWH5VUEdGxyeo61OG1dhGxldX3yhkWNdpAyV5Izg8DNAAvhxFfcZVf8Ad7MspypAIBGDjv3BpG8M25Z/3r7WiKAZbgkAZznnp06VG19fKsYklnRHkCmT7N84O1iVC45AIHOPzpIrzW3i3PCyFd+f3XLfu8rgfX9Tigd9Sa78PfagUNwAgk81fk+bd6E55Xjpx9a1LG1WztVhUKMZJ2ggZPXqSf1qvpk15M07XiFASpjUrjaCoyPc5rQoEgooopDCiiigAprdKdTW6UAJD/ql+lPpkP8Aql+lPoA89uTdy6xdws5a38x8EHAHJ4rn/srHeynKK23I6fhXY3BS1v5T5ZYyOxVfXnr+dZ13bzJ5p8rYGGNyr8oY+n4d64udpnoKEWjMisFhjZ8M7N905wprOFo0k4LP83p1+ta5ZktmtlYMPmww6cf41oW1rHZW8kpUNMyhWduxP+FPnlEOSMjI1J4kjeG3l3EqMirmjRtBZsjhcMQQP4qrTxQTMzecCwYfMO46UgnWxYTou7y2ClHJKt+ND1Vhcq5uZo1TOtvtWaB2Zun8WR/SqMtkb24jfy/LmHLHHDLnr9a37dI22GQRpcFMlVbOPpTVurdYXjlY+YpIHGeKxTaehs7WMeTSp/KeMSKZOu3dlgueMU2TQoY4vMdjuZQVJbGPX/8AXV2KeKK7lnuGU5AQIvcUX+owvEApBkRSNueBmtFzGb5TEEBEoZFKeWu4sD2B9afPeSvIzElg42txgkfWrkzzy2Bk+7ChRGIGA3oPelg0x2hhlCFjKxCjnjHetFbqZtt7GWkPmSF5cvnhj6VoW0ESETGRY7dGOM/eOO
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<p>Оценка состава почвы начинается с внимательного осмотра местности. Следует обратить внимание на цвет почвы: светлые оттенки могут указывать на высокое содержание песка, тогда как темные тонки предполагают богатство органическими веществами. Размер зерен поможет различить глинистые смеси от песчаных – мелкие и плотно склеенные частицы характерны для глинистых почв.</p>
<p>Также стоит уделить внимание влажности почвы. Сухая земля часто трескается, что может быть признаком глины, в то время как влажные, плотные и тяжелые почвы зачастую содержат значительное количество ила. Наличие воды на поверхности после дождя также может свидетельствовать о низкой проницаемости почвы.</p>
<p>Большое количество растительных остатков и корней свидетельствует о высоком содержании органических материалов, что часто встречается в черноземах. Для точности визуальной оценки рекомендуется осматривать участок в разное время суток и в разные погодные условия, поскольку освещение и влажность могут значительно изменять внешний вид почвы.</p>
<p>Обращение внимания на местную флору также поможет в оценке: различные растения предпочитают разные виды почв. Например, широколиственные леса обычно растут на богатых гумусом почвах, а сосновые боры указывают на бедные кислые почвы.</p>
<p>Важно помнить, что первичная визуальная оценка дает только приблизительное представление. Для получения более точной информации рекомендуется проведение лабораторных анализов по возможности.</p>
<h2>Применение ручного зондирования для определения уплотненности и влажности грунта</h2>
<p>Ручное зондирование – эффективный метод выявления особенностей почвы, который используется для оценки уплотненности и влажности почвенного состава. Для проведения зондирования используется стальной зонд в виде конуса или стержня, который вручную вдавливается в почву. Глубина, на которую удается опустить зонд без значительных усилий, говорит о степени уплотненности. Меньшие значения глубины указывают на большую уплотненность.</p>
<p>Влажность почвы также можна оценить при помощи ручных зондов. Материалы зонда абсорбируют влагу почвы; по степени влажности зонда при извлечении можно судить о количестве влаги в почве. Это значение играет ключевую роль при планировании дренажных систем и орошения.</p>
<table>
<tr>
<th>Уплотненность</th>
<th>Глубина проникновения зонда</th>
<th>Состав почвы</th>
</tr>
<tr>
<td>Высокая</td>
<td>менее 10 см</td>
<td>Глинистые и суглинистые типы</td>
</tr>
<tr>
<td>Средняя</td>
<td>10-20 см</td>
<td>Суглинки и лёгкие супеси</td>
</tr>
<tr>
<td>Низкая</td>
<td>более 20 см</td>
<td>Песчаные и лёгкие супесчаные</td>
</tr>
<tr>
<th>Влажность</th>
<th>Состояние зонда</th>
</tr>
<tr>
<td>Высокая</td>
<td>Зонд сохнет более 60 минут</td>
<td>Требуются дренаж или снижение влажности</td>
</tr>
<tr>
<td>Средняя</td>
<td>Зонд сохнет 30-60 минут</td>
<td>Оптимальное увлажнение</td>
</tr>
<tr>
<td>Низкая</td>
<td>Зонд сохнет менее 30 минут</td>
<td>Необходимо увеличение влажности</td>
</tr>
</table>
<p>Таким образом, ручное зондирование позволяет получить представление о физических характеристиках почвы, что важно для обоснования планов ирригации и выбора подходящих методик по улучшению состава почвы. Простота и доступность этого метода делают его популярным выбором для начальной оценки состояния участка.</p>
<h2>Лабораторные методы анализа грунта и их специфика</h2>
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" alt="Лабораторные методы анализа грунта и их специфика"></p>
<p>Для точной оценки характеристик почвы используются различные лабораторные методики. Ниже приведены наиболее распространенные из них:</p>
<ul>
<li>
<p><strong>Гранулометрический анализ</strong> &#8212; это метод, который позволяет выявить размеры частиц почвы. Результаты помогают понять структуру и фракционный состав почвы, что критично для определения её носкости и других физических свойств.</p>
</li>
<li>
<p><strong>Аттерберговы пределы</strong> включают определение предела текучести и предела усадки почвы. Эти показатели необходимы для определения пластичности почвы и её способности изменять объем при изменении влажности.</p>
</li>
<li>
<p><strong>Профильная плотность</strong> измеряется для оценки плотности сухого вещества почвы, что важно для определения прочностных и иных механических характеристик.</p>
</li>
<li>
<p><strong>Определение органических и минеральных компонентов</strong> позволяет оценить содержание органики, что важно для работы с агрохимическими свойствами почвы и её устойчивостью к загрязнениям.</p>
</li>
<li>
<p><strong>Исследование водопроницаемости</strong>служит для оценки способности почвы пропускать воду. Это значимо для проектов, связанных с фундаментами и дренажными системами.</p>
</li>
<li>
<p><strong>Химический анализ</strong> используется для определения pH, солей, металлов и других химических веществ. Этот анализ критичен для решения вопросов, связанных с коррозией и стойкостью материалов.</p>
</li>
</ul>
<p>Выбор метода анализа зависит от специфики проектируемого объекта и потребностей заказчика. Каждый из методов требует специального оборудования и квалифицированных специалистов. Результаты исследований предоставляют детальное понимание особенностей почвы, что значительно повышает эффективность планирования и снижает риски при строительстве.</p>
<h2>Как интерпретировать результаты анализов для выбора оборудования для земляных работ</h2>
<p>Важным показателем является также влажность почвы. При высокой влажности рекомендуется использование болотоходов и машин с гусеничной системой передвижения, которые обеспечивают лучшее сцепление с мокрой поверхностью и не застревают в грязи. Для сухих и песчаных почв подойдут колёсные экскаваторы, которые легче и маневреннее.</p>
<p>Необходимо учесть уровень кислотности почвы (pH), что влияет на выбор материалов оборудования. Металлы, устойчивые к коррозии, подойдут для работы в кислых условиях, что существенно увеличит срок службы машин.</p>
<p>Обращая внимание на сезон проведения работ, учитывается температурный режим. В холодное время года требуются машины с системами предпускового прогрева двигателя и утепленными кабинами для операторов. Такие меры помогут избежать замерзания механизмов и обеспечат комфортные условия для работы персонала.</p>
<p>Интерпретации результатов анализа являются ключом к эффективному и безопасному проведению работ. Правильный выбор техники повышает продуктивность и минимизирует риски поломок оборудования.</p>
]]></content:encoded>
					
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			</item>
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		<title>Разработка котлованов в условиях плотной городской застройки</title>
		<link>https://aktaustroi.kz/razrabotka-kotlovanov-v-usloviyax-plotnoj-gorodskoj-zastrojki/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:17:10 +0000</pubDate>
				<category><![CDATA[Земляные работы]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/razrabotka-kotlovanov-v-usloviyax-plotnoj-gorodskoj-zastrojki/</guid>

					<description><![CDATA[Для обеспечения безопасности и снижения рисков в процессе организации глубоких выемок вблизи развитой инфраструктуры рекомендуется использовать стеновые системы из ларсеновых свай. Эти конструкции подходят для укрепления стенок и предотвращения обрушений, что критически важно в районах с высокой плотностью зданий. Эффективное пространственное планирование – ключевой аспект при выемке грунта. Ручной или механизированный способ удаления породы должен[...]]]></description>
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
5Xws6+S397sf8ACpmY7sA8EZBHet1PLuZJN0KNGnygsvJPf8Koy6VuJksWWP8A6ZNyh+npUW7FX7nLappzS5uIl3OPvKOp96i0i18zURkfLCvf1rZuJZY5hDDmG73hSDglc9/QitKa0itWQBf9IbJkc9WPripcmou5Sim7IaRtj/Cq7YEZOeScYqSVyAaqzSKseT1bpXIzqRm6nMcFewqpaxkxs+cZ4BpLxzLOEznBrt7DT4bewhhkhjLKgySOSTzXTTVkY1JHGrCM8nOBiiN5Ld90RPPb1rultLdRt8iMA9flFCWlqy4EEeP92tHqYrQ5OC5S4XbIQknb0NSpG6Ar1J5Oa27/AEi0uxsEYik/hdBjmsO5gvdJYLOnmwdA46UXaHoxmxmclVPSrdnEArMc88UW8sUy74GBbuvcVftlDEgjJxSbGkcmwANMJIbOeKlKFsHFMZDnmrIFjIz6fWpAATgjNIiDODTt2MgDkfpQMYowxB6+lIyHPI4qdURm3HqabJHkjB596QGdPYeY27O0Hmp0thAqjOQe9XI4yFOSPpU3lbzk9Kd2FilFCSevSpZkIOM5qfZsYnHBpj5dlz3pAQKuVOeopyLgYYU7bhzkU7jso/PrSGM8oHnv/KmPEjqVcblzzVjIx9aTZkkE9fagNCtHaLGT5aYz71MYwc4qVVKnBpwjCgZbg0biIY0zjIOKc8IwffpUm04wpGRUqpuiycDiqArhW8oZGSKaAzoGGck1MYg4+Y04qBEPapAryRYI28gVJInTnFTFQQpUe1QyE5BzxQA5F3rjBytNEZ/vEVLFkk4OMjrSMxV8Nz/SgCHysAsMdKa1uk2NxOex9BVvA7YOeoqNQRx/d4ouMeIQsQVc8DvTJUJgwe/GatEhgMcZqBU3F1J6UCM14WNjcB+cdPwqeGRf7NRsfeHb1qwIywdG4B4FV9IG60micZ2MVxVIRbi+eJCBjAxTXTuMcgiltCSHVcAI3f8AWllBJ3DOA2elJoExsIBXn6YqZQDGuMcHBqJTgZHPOKkjPDjng0ihGVVlGM59KYDuuGz/ABKKsgfKTgVWIImUHnI60AOeLDDJwcc01IwhwQcdfqamc5bFBTIAYgHrmgCqygyjHBquw8u/tvUqwq0wOQcA49+tV7ni5tWJ6SY/MUIC4w2kt2qOUZJ46CrKFclf51DcADBU44596GCEWPfGT1wlUguGwOnFX4m2QfXjFUmwGPrxQA+bAj/Ko5ccmnzSKYySQMYqvNOmPvDpVJEtlGdt04UH5V/nT0O0YzVfdk7ulWI+V4I59a0IJEIGO9auklZnMU0e9AOhP3fwrJ746VZtJBFKrNnHQ81Eho1rjSkALLOABnCsvPtVjToLiDaJ3BVeABkiprdi0Kuw3EH5u9PfaAc5IQ5GD1rJs0SJJI8h9pwzcYHGPeq6QNHEsS4JA+bOeakgeaXiYbdvUDnIqS5uI40ZgwDEHrSQyqyLbx/M33h096bhmXzAm4DmkuI5JpojKx27ScLwPpVyP+7jOefpQ3YEMgdGcFwW9CPX/CpupGcHH6VCiCBSOTnOM96kjBYDHT1pXGO/A/403ypHk+98pGAPT1pX4OM4PamxSkPjsfxpAEalYyJD1OelM4ZNpzux9MCrUjJt68Adap7y7BlBAz19aAJLV5ICAMFgCM07DHowz7mkVVUZUnn86VYieW/z7UwJMpbgbvmkNQSXEhJGBzwMU6Rdq88t60IoyMkDNIB2GS2bduwx5wapybLadpgu3YjSHnO7sKubSfmRsbTnb61n3LLPqrWv/LPYrNj2Ocfyo6lIZbF4ZYYwuXCE4zjDMa6qFTHAgJyQvJ/nXMWFq13qwuSxCwnYMfxH/Jrp7xjHbSN0wprTZNmct0jmgPtev2y9g5c/hXTogTCqMAVzWijfrTuR91NoPuf8muoX72PSppLQdV6jZumD0xiq94B5PnhmLQg7R9Rip87g2RkHmo7hyDFHjJdxx9Oa2RkM2hYVgAI2IBx61NDFFBbnZwB1z3PrSOhDBm6rzzT4doVgBg9eegNIBBh4c8Y65NU5YVudRgQ8pbjzD/vHgf41d2eWojbB9BinJCqMxQffOWPvTsFxrLvZcjjrTJMfN/dx3qXb1ccke9RsvmLg8Z60MENCr5RAwM9x3oVfLX5uT1J9BQOW242qKr6vN5OnyAfekGxcd81KGYFlbvqWuNcBiqo+/Pt0Aq/cSiW6kf8AhBwPwq5bW40vTG/56lcsf9r0rKY7VHrWNZ9DekuojHLVn3jHaTxVsttDHOcVl6hINgA4zWC1djcTRbf7XqiFhlVO9h7Cu5Q4A4+bqT1rC8I2my2luWH+sO0fQV0G3cQW4XOa6kcs3qNc5zk4PtT4vlOT6Up2twCAR+lB4X9aaIGEDfkDj0qN0DkLIisOhHXil+YIWPXPU0qERxvNIflQFjQByev20Fpfk2GUKDLqp4B9qqR65eCPahKt1OIw2ade3Mk88kgT77Z+lQ2kF3JIxtVYtjkqM8VdkF2KoB6U1iVPPeljPoT64qQuGHIxTC5Cq7TyafuDEgDrTc5B70qR4OexpALE4V8NxT5JAYycc9KSRcHcMc9zSJyhzyfX3oGJASB833asLLgcDIPQiqu/PDDkcVJARkqTUjJpWGzI5B9KEUFcg5yOPalMe1cbeD+lMiULkjoKZIyUFXz1/wAKcEyc54/nUkq70yKiTJQBjyKBjzGPXmm4OeTmngHPPUU/GeopDG4woPvU0YVlPyio8ZXFIrMDQhDWOCMEEjripYSNp55qF8AZXII7etPQg4GRyKYh3QkHA9DUhwyAYxkcU3lWAJHTqacCDwo5ByKaBgFJhK+hqq4ycVfj5zwf61VnTDn2OBSa1GmOgIRNpIIz1pbobcbRyaSIHqAAfQ+tSXIDrwOnFF9BDSuVzj6GoxzcYIIzzntUsRMic9QMUkgwUYE5INSUShRuwRzUXKS9OtSh8hW746U2c/dYevNMBmSCTjmqdiTFql3GOjjeBVrzNrZPOKz5Z1i1aGYH5WUqapCL1qG85ww2k84qVwW4B46VXW6jWYyBhg9asLOr7cMME9fem0JEUceJGznH9aeoO/jvSPIq5JPNNe5hRgWfHPQVFmO5ZHC49aZP92NhgYIqrLqCRR7iDg9DVObVfNjwiEqOpHOKpRYNo1RgOBzinuQV54IGKwzqVw8ZYDG3seKh+13MwYb8EdAOafKK5rs6bSS1Ur2eM+UytnDqcCqRufMxExYsDgYAGPr60yS1kjjLsOBg8nNPlSEnc1jqcSNkE0yTUBK+ApwPaqL20n2bdFktjgAVJbWbKAs/zOck85xSdrD1CW/lRtgAUg8ZPWqs11IAGdiM+i1aSwX7SZc8Ljao9ame3RypZc4J4NPmSFZmVKX8oSHcVboCaj+cFc8E1pSKBbBuMB+Pzqk2JpS3RRxmrTJaFjUuMfw1OMhwVPamKOQAeOlShR0FJghQGLfz9qduCntn3p38HHfvUcgA9T71JR0Gm3Ae2CM/ITJAPOO1aCRr9nxuB28HPr6VzulXAjZoiAWJ3DAwTW9CiRxK7ABucYH8R64rKS1LWxJbyrgtn5lwCccUy4Ea3QZ2UhsgexpZA4ACcuTgD+ppkgSRTEc7UIIb1brUjJBhpVG7gdcd6sMQqfuiMk4xn86qqzHbsVvm747elKoKJgtuLnn8e1Jq4yS6dBjAO0YBqSNmCFghZuy9AKqzzJC0UbjapJxgYGfSrEI81mDA7cdDxmgBrshc5PLelCn92SMBaR0jjYqO4xwKZuLgLkKtIBxLNgYHPPNIiMSSM4I6mnF93yg5K04ZTgtn6UwJIQoGCQMU03ALYVcDPX1pucoTjqaZ5ZEeWIHOaQDpXB5Vev8AKmLGwYspOTTtgLjk0QyLCxMgYqpySozimBIClsv71jk4+Y1HcxRNuYSbc4ZiMdu1RXAkeNZ5cxR5OBjJz6n/AApksoS0mdSHygw2evalsxos6NLH5Jk3gFXLE4POTxWlqk4ax3D7rHA96wdOdImjQkcEoxHQgdDVvU7ovYKWwMZOB2+tVU0gTFXmP8MorLczHOWfj6Ctu1iMFvtLbjySfU1S0GERaRbgjlgXI+prTIxHxVwVkRN3bIowQPp1qFjvvQVBbbHn8Sf/AK1WVXCEVXtTl55PV9o+i8fzzVkDphkknpkVKxGBswB1Oaj8stIRyOMc96ds2uyY+VhgYFCGwDK8wJzuHTjtUq8AnFRRIVJyOOxNSj/VZNAhD8seBUSLz14FSOeAB35pD8oGO9JjQImSx/Kqk9kZb2GaRwYohlU/2vWrJIaPG7aCcZp/Xnp2xQBk6zKwWOLpuO78BWXK2FVf5VYv5PPv5CD8qfKPwqkxLvXLN3kdcFaI1iNuc4I5waxrkme6Cjkk1p3DYVip68YqPw/b/adVVmGVj+c/h0/WlBXZcnZHX2NullZQwEgELjHqe9SzOsaDJ5AyBTU/eXBlYfdG2o5ys12sW0nHJ9BXQzj6j4mJOVAYdc9qlK8detKBgYFNd9ozg+mKaAVUG3MhAUDvWDrWqLNEba1P7s/ef+99Pan6xqRdzaRN8g++fU+n0rHhge6mEceCzHvT0QkmyKKCW5nWKJck9P8AGut02ySwtfLU5Y8s3qaZp+nx2MeB88p+8+P0HtUt7dpZxK0nc44ovcZwyja3HA7VOpIGO1Vx0HHzCpoz2xj8aYERA3nHPoKcMk8Eg9qlZDkkke2KjG7eCRx2oGPc5XB4pife4PB7VMSsijA6VEUKtgUAPZeGIGR/KokByCOM9KlP3eG4xUG4K4I5zSGXwzMoABBA6GmAjIHGOlQLcbjhsnjjHY04kt0UbmH509ybWLGMd6h2gHOOO5pisfXipe2M/KaRQuckHPXjBp4OCCfyqIZJI9uKk4Iz+dIBXzgdsU3aNwPelXnIoJwc449aAEJJkBJ4pAVGQO3PNLt5IDfN2pknG0nqetMRYcAqrbs+1Iqhm3Dg0yNwF+Zht7U+ORMsd3y02JFjdjB9eKiuBnDVDLcQopHmLntk9Khk1GHaBuz709Wg0J84J9+lWB9wnOM9qx21NARggfU1HNqxVio+96AE0uRsHJGu7iMbsgDrVSa9jAXD8DnFZT3UkhGUdwegzinI79PLgj93OTVqn3Jcy79v+f5AWqQ3UrNgxHb61nfaQGCi4ye5jXNO86ORAmJ5dvPLYz+VPlQuZsmmnd3OWWMepNVbny8KySKzBuQOaHEhbeIlHHAbnFV57i4JCOQEPUKMUKwa3NSJEILLE7ZHUgAUspjiCbVijLHvJux9cVUhj3qpckg9s1P9kCShsDkdAKTnZAola4mQHmcEnsiH+tEUbyx7gjurf7WKt3WmrK6Op2rgZx1NXreBYkVVGFFJz7FKPczPsjm3cGNMgdSCTVWxjnndyNwjCkEjgV0SqC4GAQaTyQilQAB6DpUc7K5Slb6fCyB8DOM81OkMcfzBcf7o61NaqPKAIzg4qVRgKMdDS1Ay4rKMTSybTvJ4z2ouULW0i44Aq6SReSIeNyhs01wGgkX1B/lT6gRWsSm2jfnOPwqdogArdMUzTvmsE6ZHFWJSPLpWC5WC4cjHfNMcYYj0NK86RyuWYYxVKe+j3Hy/m9DVKIrlW4lzbmHuWP4c1Co2ik3gyMy/e785pw5+hrXYzJYwOuakVlzjv61Co2n2qQY4LDJHSpYyUnjIFQsxJyBnHvUmDgHJz6ZqN92ep9aQyeCXypVkwPlI6mukmvoLaAuzhi43oFHfvXLhd6kN+orVsI0mh+ZA8seAuTnjrgVEi4mzJcR/ZjOGID42gck+w980sSIsBV2LSOD35PtTWSUNGEVNq4OS3QewqX5n3A5Urxx29azKK0szQoY40ZtuRg4wc+v+eaSxgOwzZAkdt20HIAqwAvllwDJu79CfamRCSKXazYYjOPSkxlbVIRutpGkcHzB05FXopBE+TySMBabdxR3FuSQMrjg9ueoqO1CIyOQxPqeSaOgFicgliFLEdvSqidNrZ9DntV93AJ7k5xVB4ykpLntkD3/rQgLCIqqVAGD3pTyATwOnNQb9wBBC+5684qRfvFm6dQtAEikBPmycfpSZDIDkAAZxioic/MynaDyPf3p/lFwXYmJe7etABE27nnLevamzkHcsZORzkcVXhkBVQN2OuWPapIQJZdpLYJwOOv4elAF9beKfTjvGC3OD3qpdxp5FvbJEQHkVT7461p3QghWK1UjJHT29azDP5upwksGEKs2enPT+tNiiSahEsN4Hj2IpXAUDGSOuaqa1IJFAVdrOFBHvV7UFCx2Zkx5rhsnPGDWZNhtRtomOF3gsaVTWyKp9WdXaxmKEKTwoCqPYCrP8NVYJTI7xhSPL459f/wBVWj0+vFbIwY13EcLO3RRn8qhgjK20akckAt7nqaW9+aERj+Ngn+NTnGQPQVQiNByWIyvpTwQsZc4GRzSogVQTnOKikQMu3OAvOKaEwVmZNx4B4A9KmPygL6Co4+CEP8OOT34p7EEE9CaQEQJMpJGR2omL9I8bscbulKo28802MlpWJIwP51JQsiAhQx+7ye1QzS+Ras7EjAJGam3iQNsOPciqGqyK0YgB+Y4zSk7K44q7MYDCZJ5JyaiGVJfH096syQHsVPGBzVeRWRSo5b0HNcWp2qxmX8ny46E10HhO0Edk87DmU4H0Fc3dJIZl3rtBOATXeWkC2trHEvRFAremjOrLSwhjIl4+4evPT0p0a4OT9496Vs7Cc8npT1UqPpwM1oc9yG8laCB5VXdt5wBniud/ty/nuVW2s2KFgMsprppgWCrn/epkakuB6UdRo5+80u/vHEpIEmOUxgVoaFpbWcJedf3jHIBH3a2DgybMfdGT/SkY4X60+WwuYjBJf0rmdfufPvDEvKxcde/eugu5hbWrzN/AOB6muPZ3Zi/djk00BUUEHkAj1qRTg8/hTTnpTuoHPNFx2Hkkj5hTQCMjNPjJIpz4Ptj0oAiicg4xT2wRnH3f1qFjhw2aerYOc8HqDTAQYHQ8N0phHOMHnpj1pX/dofUHimR3g743A8HFFmFwTLPj16VdjVfLPmLlj1welUHmUPljjPIpwvkQnHJNCTBstgLnAP3fWlJDJkfhWfLqCk/dIYVA+p7ejKo9M5p8jZPOkau7B449KTzVz171hvftJwC5/wB0UivM+dqMOe5qvZ9xc5tm5Rf4h+dQtfIBwdxHp3rJkWYMQZEUfmaYQhUK0hbH93jNNQQudmqdTJyQMN6mqrajyctye3WqBkhib5UJPuaswh5wHQKufanZIV2yT7fMwIRGI9himK88ikN8pz1JzSiOTcATyatw2Q3Asxf1HTFJyVtBpMzmBGN0mD3296YzRoNzeY3pk1trbR7+EB9OKq3Onu0DAAbhyBUxmU4lSFfPJ2xopHr1q21rP5e4SDd2AHWnWdg0CbpB8xHrxV7blQPSlKbvoNQVigll+6Bk3FiPXimNZqUYBecd61ymB6Y9KFTGdxz35qeZj5UYdjaOH3ONoHbua0oYNu4oPfNPkjy4YcDFTxDIwTQ3cErEDJhvY9KiFskkmSvIq24AOCODTEBEhGaQypbKDatnG5CavIm8KRVe3QC7uYTjDfMKtQrhcEnimhMAuY1wTxxUsRBOM/8A16Q8o4HQHNRJneOoosFyy3ByBihvvc9KR8ADPrTZJ41H3hlTzmkO4lsSssi/7WRT2JUke9UHv4o5ZGzwRwaryaszH93Hk9/SqUWTdGjcsEulf1Qiqcl1HFL8z9eDiqDz3Fy5bcCPbmq0C/aZtmGwOpNUkTdmhb6gYLURoNxzmq9xfztkM+1T/COtNSzeacLv2xoOR681eayiaYStyVGAD2p3SDVma8cxdVA3MRnJPSlurcw7Wbp/d9TWqFQ4AHSs++ffNtXov86E2wasVo49q4FSgAfWgfKvvSrnqapiFwD1qTimryemc+tOPynnpUsYudvB4oGPTFORN5Dn5R6mlYADnvSGOWBjEJA2QOoq3pknkX6EdGOMdKpQO6ZVCPm9RxSzZ3KdxyDnIpNAjq0lDnqVJOOadJOYxkdVHGD2qjpTRtD5uTlj85JzyKvTS7mxs25O4N6YrKxoKshbYCOG6kdjVe6uIrdoEwrSyZwOpA+tVNR1D99HawZO8bmI/kaqWtnNdakzg7VRxk84/CiwG
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" alt="Разработка котлованов в условиях плотной городской застройки" title="Разработка котлованов в условиях плотной городской застройки" /></p>
<p>Для обеспечения безопасности и снижения рисков в процессе организации глубоких выемок вблизи развитой инфраструктуры рекомендуется использовать стеновые системы из ларсеновых свай. Эти конструкции подходят для укрепления стенок и предотвращения обрушений, что критически важно в районах с высокой плотностью зданий.</p>
<p><strong>Эффективное пространственное планирование</strong> – ключевой аспект при выемке грунта. Ручной или механизированный способ удаления породы должен учитывать величину и геометрию участка, доступность для проезда тяжёлой техники. При этом обязательной является настройка временных дорожных сетей, чтобы минимизировать влияние на общественный транспорт и движение городских служб.</p>
<p>Отвод подземных вод и использование гидрофобных защитных материалов облегчают работы в условиях высокого уровня грунтовых вод. <em>Специальные насосные системы</em> могут быстро снизить уровень воды вокруг зоны работ, обезопасив тем самым как сами работы, так и близлежащие здания от возможных негативных последствий проникновения влаги.</p>
<p>В свете соблюдения всех норм и правил безопасности, особое внимание следует уделить <em>мониторингу состояния окружающих зданий</em>. Применение современных технологий для измерения и контроля деформаций позволяет выявлять потенциальные угрозы структурной целостности соседних объектов и своевременно реагировать на них, предотвратив возможный ущерб.</p>
<h2>Юридические аспекты подготовки проекта на строительство котлована</h2>
<p>Оформление документов для строительства выемок в насыщенных мегаполисных районах требует тщательного изучения законодательных требований, актуальных на территории страны. Первоначально, необходимо получить строительную лицензию, которая подтверждает право компании на проведение строительных работ. Этот процесс включает в себя подачу заявления и комплекта документов в местные государственные органы.</p>
<p>Следующая стадия – это проведение земельных правоотношений. Это включает в себя проверку и получение разрешения на землепользование, что обязательно для законного ведения земельных работ в пределах утвержденных зон. Заключение сделок купли-продажи или аренды, обязательная регистрация данных договоров в государственных реестрах – ключевая задача на этом этапе.</p>
<p>Кроме того, важно провести экологическую оценку воздействия проекта на окружающую среду, что является обязательным условием для получения разрешения на строительство. Экологическая экспертиза должна учитывать все возможные риски для биоразнообразия, качества воздуха, воды и почвы.</p>
<p>Необходимо также заручиться поддержкой местного сообщества. Это достигается за счет проведения публичных слушаний или встреч с жителями района, что позволяет минимизировать социальное недовольство и возможные юридические препятствия со стороны населения.</p>
<p>Получение всех необходимых документов и разрешений является завершающим этапом перед началом строительства. Соблюдение установленных процедур гарантирует начало работ в оговоренные сроки и с соблюдением всех юридических требований, что в итоге обеспечивает защиту как инвестиционных вложений, так и законных интересов всех участников процесса.</p>
<h2>Технические особенности котлованов в условиях ограниченного пространства</h2>
<p>Интенсивный дорожный поток и близость зданий обуславливают необходимость применения бесшумных и минимально вибрирующих технологий разработки. Так, предпочтение отдается гидромеханическим методам извлечения грунта, позволяющим снизить уровень шума и вибрации до приемлемых норм.</p>
<p>Также значительное внимание следует уделить мониторингу окружающих зданий и инфраструктуры на предмет установления связи с мерами предосторожности, которые требуются для предотвращения их возможного повреждения. Для этой цели широко применяются геодезические наблюдения и инженерные измерения, что позволяет корректировать работы в реальном времени, инвестируя в безопасность конструкций.</p>
<p><strong>Проектирование</strong> временных конструкций для стен выемки, таких как лаги или кессоны, требует адаптации под специфические условия участка. Использование модульных или складывающихся элементов способствует оптимизации времени установки и гарантирует устойчивость конструкций при ограниченном рабочем месте.</p>
<p>Организационные аспекты работы включают координацию с муниципальными службами для временного перекрытия участков дорог или тротуаров, а также обеспечение доступа к пожарным проездам и другим срочным службам без помех. Это требует тщательного планирования и своевременного уведомления всех заинтересованных сторон.</p>
<p>Таким образом, процесс изготовления выемок в компактных городских районах отличается высоким уровнем сложности и требует интегрированного подхода, начиная от технического проекта и заканчивая нормами безопасности и социальной ответственности.</p>
<h2>Использование специализированной техники при разработке котлованов в урбанистической среде</h2>
<p>Создание глубоких выемок в густонаселенных городах требует применения миниатюрной строительной техники. Компактные экскаваторы и мини-погрузчики обладают высокой маневренностью и способны работать в ограниченных пространствах, что исключает риск повреждения окружающей инфраструктуры. Например, мини-экскаваторы с узкими корзинами подходят для точных работ по удалению земли в узких местах.</p>
<p>Для уменьшения вибраций и шумов в населенных местах эффективно использовать технику с электрическим приводом. Электрические машины значительно снижают уровень шума, что позволяет проводить работы даже в ночное время без беспокойства жителей. Кроме того, электрические модели не выделяют выхлопных газов, уменьшая тем самым воздействие на окружающую среду.</p>
<p>Также важно применение современных методов мониторинга, включая лазерные сканеры и дроны для точного позиционирования техники и контроля за процессом. Данные устройства способствуют повышению безопасности, позволяя операторам получить полный обзор рабочей зоны без необходимости нахождения в непосредственной близости к потенциально опасным местам.</p>
<p>Применение методики так называемой &#171;глухой&#187; выемки, где грунт забирается без прямой видимости для машиниста, реализуется с помощью систем визуализации на экскаваторах. Эти системы включают в себя камеры и датчики, которые передают изображение на монитор в кабине оператора.</p>
<p>Необходимость в снижении времени на выполнение работы в условиях сжатых сроков требует использования многофункциональной техники. Приспособления в виде гидравлических молотов и вибропогружателей позволяют справляться с различными задачами без смены оборудования, что сокращает общее время работ и минимизирует затраты на проект.</p>
<p>Использование вышеперечисленных методов и оборудования в городах не только ускоряет строительные процессы, но и снижает нагрузку на окружающую городскую среду, делая работы менее инвазивными и более толерантными к ежедневной жизни граждан.</p>
<h2>Оценка рисков при экскавации вблизи функционирующих зданий и сооружений</h2>
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
ds09odqFlkBGeADWgiWK4kJAUICBg56GkW7aMhl5zwQT1qq25W56HnBoWRi3zkcdOP50AWJZJHKlicL055FHnBWJfcoPtx703fvZcHAPTGOtS3IEtr5iB8PywHT8fSmgJwtvGwyNjkZUZHNI7QqSXJ3Y4Ut0qlHHCIQ8oPytjLHIApJJYeditvPG09PrmgC1NJb5CqrBcckNn9KiW9SJ9yM7kDA3dBVKZS+C33z1IOMCo0UFsHk55PrQBdOoyA4DBMnkCmregtsIUI3J5qC4VQnBHPaqyxMQSD0osIt/bEBJ+bBPBPPFKt83mHynYAjBxgZqt5Z24xxjNKI8DCg80WGTtdPlQuQAO3f3NKHdOWX8RSHYq8sN3epFJI74NJgHnMeDxn0FQPK6E4Zge+P8atNkISp2nHBPaqbAjJZt59TUx1GwjuWBAV2J6g56VOsjYLDgD25quoBXPapEDbcKCM/nVklyO8ZdxYZGMECoDMPMMkcag9+Kks41lSQBRuAOMnrUSx7iVJ2jH50AWo9QkaDaIAo65U9zTTchScJwBzl+QfeoPMfy1RcBV4FDEkE4XkdhQMtK8zfP8A7OSD0/KmLOGPI2EdCOR+VJG5kjLbsluvvTowiKzSMqNuxt/iApAO3bjukbgjBwORTTdCIDJeQnrzzj3NN+0RElUU7y2fXI9KdiK4G4g7uhDdRQCJo7wSNj5trDP0qwkDSDIGBnucCo4o2QhBIQMdD0qZWLnMkhbAxRcLE32EqvmGRT6c5zTZPKDbCwDg/lTE24d8fKPWmhdxGeSaLjsOFuyqHAG5uhHJxTHRmLFctjpz39qlwW4Uscdu4qw21UDtnYBg46GhCZXjsYkjEknzZ+8Cc4q4lvFLAnlRlIhxwckj2FVDujLY6bemMYqOyuGsWKEb1Y84PQ+oqkwLX2C2EjEEbgcYz0NZ82nsrsS4PPU1aub8pJ+7ES7+BkZP40iB5XLgCYjkhhgfX6UCIIrZI1LOqtGDjpUE0gLsxXqMLg4rUeN5Yz56lFyNo3VnTxRiZiSWUdcDvQMpMWKcnk9Rip4o1UfMQeMgY704gKm1cA9OeeKkS3cWvmD+E9e5qQIIDI0mVOB0HtUkglhU/dwehHJpqAhQADg8nFP2GRxGd3PUA9qLgQQxkkzSdT0BpfLySyjKjvVqaJtrLGAyjjPUUsVvthaSTIUcgetAFNZASRtJVPSl3yb2WPepI3Eg9f8AGrsQit1BmT5m5255B7cetRSxJcyM7mRIwemep/oKAKbyPNKEC75P42Z8/r0qRZvJdim5dy4YntWlGlvbRMIowCR8zGs0xmVzNcPlBzsHGTRcCrIrzlmkYlj0JpFtXWQBiR34HFX44mkX90NxzycYx9e1CzpCxjK+Yx+97CkMrSwKeEZ845yaSOMAneRgD0z/AJNX2jh8hZomfEhIVWHJ9/pT47FwB5uxdw9c0bAZroRwW3KBkZpI0P8AEwiz2AyT9a0nsPKy5YHng1AqRhmbAyeOPansBa6qyg9DSGRVG3HGPSnhQGIILMfSni1Mjbow/qRgilYEV2wq/MeT096RGwOcr9atCxuSxKW78+1NNlOD80Lqv060WHcrLGZpehwOmaLiN4RtQ7iemDV9Le4AAW3YjuduKYNPvGcsINi/UZNVYkijuWhSPHBPVccVDdHejSCPa/UkdMe4q3/ZN4x3Hy1+jiqtyJLSPy5opAx7njP40hlARqRtVTluuOKf5RRSudo7570+LcQQrfL6U+KMs3zcgetAhIPOwFRyFGfwqMZguMngH7wzWgrZbZtwBUFxEvJPNIZLuUpk/XIpwYYGKqwuQmMggY4/wqzCN3LZGKQxSByfUjPvVe4YMjgD5j1+lWcAgr796YsY3MTkehoAjWMeWoAqyrqowPz9KYhAIHX29aY5C/NkA5/yKQgWIsxGSzZyMdR+NJdRSqMHvjHtVhriCaMbZFHfg85qFrxUOWTeAORnJ96GBQZfLcKQfXOMjPpTJJTCu/yyV/vAE4+lXLh4pYd0RJXqBiq6zEfIxUIfwz9aaArJfCSTyySvp9Kll4ZADuIHWntCi7pBsYscHb/nFMuLYQFCMtkbjk1QhhGASc4zgYoj2qw6c9qRmY/NwFPRf8KhKOyH5+AcnmgC85Bg3RqCwGc5zgVHAm9x5gbaew6/WmQzbUMRDE+o4xU32hUlTGNuAMUAOMeOjgjfiotrAlS38X4/nUu4sEBOCWPJFR7wGKt1z+FACrKI4yu5tp7AcE1DvYkMFI57nmkZW80AnKjnApxQ+UrEYzQAJKi5SQjIOaaGZ24BwOPwpWbA+Y8euKhecKMZ7fnQBYiDBiqYzjnPOBSqo37SQo6fMahtXZpGywTdyCRxmmupVnQtuB9OhoA0Jx+7EW/05FQyWhQYBDMB68UyMfuQQxOOtSTuEhJJOW7UrAQAxhlLPg5weOMVP5iKWQKrKxJBA5H41TU73xjI71aX5HUOu3IyQFwCKoCJWUnoemelSiAuV2qW3DcBUAfY4aIHvwRVqKYRthN2yP5iRxle/wCVAEtnaBJQ0zKqsPl3YwagzDDdSI8z+Tn7q87vanmBHy8MyOy84zkkUkcJE/8AqS2Odo7GgQzzI97MFwreozx71HOI3KlAAw64J5qa6jdGyy43dMDFVVD4z1H8qQyN9zYHoaFXDgE8inP8rbsZ+lCHcS2OQMmmBPdLvVXVcKBwBUllDuJVsAHnBqGKQMwWQ5HUe1WUlUOyqDhm6jkYoEQSwlcqPu9qRQpfbj8asy4Lnp9R3qFQAGJ70ARt5ZbCcnuTQrhBnGaR2BOaaPmzk4ApMZI7seVGcdfaoCQSDgZ9KuKm5BhfxPeqsoC8Dg1CeoxG9+PQUozjJNMGcjmnMGIPByBViFSUqrMcDAxweeaSGOaYEgHjvRG0RhCSPtXJO0dTUge3jUOHII6Lu9aYhyIwwZDtXrk9KtrEsqKbcxcdCW5P1FQJcI4JZiWZsgFeF/KnFgG3pJGDyM+WaALLpDCmBPGdmCMds+9ZErO8xkYllOTx1qQW1zG26ErKD1UN1/ChTcRtslQoCCApXG0UwFt5NkhkAYlB171Z0wmefZvJCjnNMkV0jUiPbu4J/vGiKRIfk3FX45ApDNY23lkse/AA5pQox79TTba989WjjPynpkc1M6ZbphF5qRorpE0sxBO5OuOy1d/cwJ94cjGTUcKj5mzg57HpUksQxvkGcDgUAR5WSQcFsHOOx9OKf5ju6x/KGPJ45UZojduhAz0AAFNkfyiSGBP8fGCaYCXWGYKnyp/ezk/WmJbxgk/xAZAAxg+9RxTrNcd8cnnjAq2w2I0obIH8OKYiB7fzUGELuSdoPA9+atoP3bAAjA69APYe1RhzkLny12Z4PenS7o9u4qUxnZnmmIpMrMQhYsF4JzkGnW1sGl3uwA7IOcfWplPy/KQc/gAKWR48bE4T26mgCBYIvPLuxwT1xx/+qpri4hZQqPtQcHPA/Kn26NtYhdxfjGaRokhCuApfpjqBSGU5YiiBogdjH6063hYI0rJy7AL7irgJmYlwqgjIx3PrinzBo4QQct2DDPFAXIo4EiOWcCQ8nPRRUeGgVlZ12tkqox09TVl2SOISSnAHBGO/vWddOrRFidsw/ung/SmBFhhLvkwM9s8/jU0cRuWID4ij68deO3rTFtj9l3N8ztx+NW7C1FuAGGC38WM1KQXKVyZVwqIwUjln6/hSRwSKnmbQVAypb+grVkEsyhSwKA+uM/Ws+ZAjs5d2BOevB+ntTaAeZl8sMyNu/wBk84oNssckcyqiKxBILdB/Oq+2UIG+bec4X+6PWqc7Cd8kYIGGKnrSCxs6pNCbcTrOpA6Y61TGpKGEjbVJ5z3xUenxKyPCACzc8j+VV3tv3zKxUAHHPNDBFttV87lFByeM/wCelWkkUZ3lWY8knGB7Vn/J5WxGxg8HHWhVl7tuPfjOKSY7EkF1dedI0BJjT5fTJxmrI151cxyt869R3H5Vh2eoxw2qKp8yV2+YdPmNNuMQXLTQt++PMmBxn0ptM2jUSdraG/J4hijUfd+u6qEethZ820mCxLMmSQfzrFvZfMk3kAbucelQRPslVsjg9zWabOzkhZOx2EniG4jCFLRXDLnO79Kj/wCEjvsnZaRj6mqtmVeIxmSNCpyN5xnPvVk2M2N4j3r6oQ38qu5g6UUxp1vVpBgeSmfQVA+oXssyRXc2YmOCoGAan8hweY2B9xiqt1bynnGADnNGoOMF1JcjPIPFW0IEYxj2yKpoWVwxbJH61YW6T+KPHsDTsclyfbuA5wevNMkCmPI557VGtxHhVkJGOg54qVXjmVsOqn2pAMS3U7Xx8g6A9ae8YA3DP0FSLHheCD2OOxqZEHPGMdc0xFTaepYlfTHT3pc5JVgPmGBVh1HAOR7nvVfadxUc+2eQaVhjVBKAHPFRSxO0ZA69eeanQIePmGe/P86nCIjAE5PoTQBjiCa3CvICA/YDJNWbZI5HAOzbx3xV93gQs8Y56c5I/L3qnG8AuCCmVXqdoGDQxD2t4UUiBlKhuxzj2qmyIjN8oP1rSa4QNtUFS2OO1ZU3+tbccndz60khkZ227iQBl3cqpPUe4qvPqERmw77lwcnGOfpVtfncqQSzccDke9VPsJSVw8e8t3xnNWSRiSO7jyHPyn5V7+5qo15LDJsOCV4zjr7mtCLT3gGRHtB6e5qvc2atIRtfd3wKAGSTwzL+4cBhzjpilivNsQil2u+fl2nIP1p8elx+TvMT564brUUloq4AYqf0oAtrc5RlP3sA465x7Ug1CNyCq8dx6VVSOQbZJk3kf3eeKgvIyjhogyIeee1AGhc3qKVCoCuM59abFc+cxIyfx4rPt45pG2ghh3NaEcaxZVE3cZz0oAnMZccED0pmwY5AJ9cdKr7rrlHA2k4znkVYLlFARNzH9KBll4ESFDtYk88c/lULLlsmMpnsTUcaAbmkwM8nmkBAIKtnPSgC3GoWLAA2g5606cgwDbndnBOODUcTZBBXkjHWkLbVZTnB6UgGIFEmWO5fQ0+SSGRl3lgRx1pg2nJILDtjimeWXJyD7e1ACkoisAM88ZNSi6yjARou7BwBnGPeodhB4oZXJwOM0wLUN4VLSEqW9GUenb0qFrm4lmG6VivYA4/Cq7wsen5ilUPkAfeA9OtAieSZi2ZJD8v8J6Co1l3EhPw96RnYnLYB70wkjOBtB6EetADwctuP05puMMcHselOSIldxBweee9OEbFjgcUDFiijkDFz2zknFTRyCE7fvhvbpRDabiN3QHkVYls0bmNNh6DbQIglYFtzYxz0qvJNtX5VwTVsWm2MhjyAOlR+QWzkYwO9AFQb2X5jyewqVGAHTP1FKEK4BBzTxGrrz+nekxihwQu053enNQSo5+9wKsQwLCpbdnNMlO9iMEBahbjKuD2/MdqeMrESWJJHJJ7UFR0OB/WoZfvAA54rQQSMYt65GSO1SQxbmUfLyMkMflA+tQGMkncfyq0qtgAYx1oAkWKJQC4yOTxTBGPlGWH0agFyRnsOafglAcUgA4VMgknOaet1LtwSSAOj80xx/Dj2pVGB9aALIvEcnzIOT1IP61IsDS2rtEEeN2GVYcr71U3HbjGAaWJnVmeJmVh/dOKALCzR2svlLGznHzFR37fhWi2ViJOCzEcelZsVw65aRQ2Dzjg1eVxJD5kfIPfNJjRIsqqAcqx7+1TRATLukk7/AMRxn8Kp8nkqAM5yBThexwnakbO4PO7nNAF9VjQEnC56c5qvMpRWdCCrdT1J9qjkv2kJSVNi9cDGTVBpC5McXyKDyxNO4FuEIOJZCPUqvNSvIiRsy3J9l21lyyOJGjEjbVwB+NJcCRUwZSxzzzisryKSRpxssTyecEMmfmErYNEt0CuC9uB6AE1hCUGRy1wFzyi7yfwNNuAou4owWP7ss2W6k9KrllfcV1Y1bjUIjNHbQD5Ww0kjHH+RUhmDKzSYA77ecisFY1ZyWAP7rP45rScF4wQ7Ed16E1QjQXUIzIIxlOOh4OPrU1sLeQgqZJMNkc8f/XrnGe5YlmUYHovI9q1dMuGMY3D5QNvux9KYGvsKKzp8z56n+dLDHM7B5cZbOP8AZPr71HbtcCM7uRjJ39vpTheRlf3kvyk8lflK/wD1qYh06xXFuIhKqHPzBu9ZDW3lzldxwvOM5xV+a4gVRHABLuOMt0qssRVmUMORyV6fSk7Ai/G1pESzS/vCMZ9Kh80KzeWHYkevSoWjVI8KF474poeZF4kYZ6L6+9K47FmKQpGGI3Z69h/9eopoxkM2DjqucVH86jrxjuOlI7u6jLoo9hxRcBt3clhlVAZhjK/yqkqheM/lVgxuzbljYjtnpxUrI2xIiY4gOXbbkigCoSwI+Ri6ngA4GPerkEQnElxcPHHtXaqZHGPWmytC8bRqvTnBFVhawp82Cx6nimIZCgbluSTwM5xVlYlUlnLAHstRMixRlo3ZfRSOlRjd0M+0jr8uaQzk0m8lmbAODkex9Qa1NPl3QFmVvnYnOetVJbNAMvuTP61espbKO3CSxSDn76P/AEIpyTlHQ3ouNOd5jJyrOSqk49QKh2kcnYo/2nxT7ySNJWEIkkjbOCw56e1VXtgzKxG1TxmpjB9TSriE37psRN5kCkMDx1XkHFPid1bKvg9sHFV9PEMcflRSF2HzMCu3GasHCsRnoe4oasaxlzpMux6jexdJnK4/iO7+dS/2kXH7+3hcdztKn9KpjBXr0py8MfehOxEoR7FgzWrnASRPo+4U5Y4Np2zdDwGUjNVdq9cD61IEyQQzDtx3p3uc8oJFhoBtRsghuAValezCddyn3FRLvU7WcEY9KdHd3EZwsj49FbPH0NFyOUZJDImPvfgaeJZYzkufxp8t5LKvzKuPXZg/mKrPdxoDviBXPC7jxQCi2Tb5Dwe/Oc0B5GbA655z/SoV1IYyLaNfcAn+dNbUrllIQlQPQAUXK9ky5LcTomY96dsAcNT4Lre370FdxHHGKoWzyTO3mEnAyMknHNSSsyoxAyc9KNyZrldjRWSAqAT9Ae1NFtExZlePA79PxrOhl2k/wg9KGLHBBPX1osTc0xbxEZ2CRs84YAYpn2eBTmUBQT1DZJH1qlGSpxnrxUl1hJI22xkEZGDkfpRYC6IYQyjeCDwDu60AwwIWjOT78/Uf59Ky2mdchAVUjOM06O8dRyEIHqtIDQkZSyqkgQk4JUfrTjFGjf35O5z/AErPFzhuPlx6VOs8TKN/UjHWjUBzIzhgS6hcEEdBWdc6dJLKzRMHB5+taXmWztjeykD5RnH69KjniMChlkkY9sYwDTuwKDWVwkeQhHbg9Kqy6dcluY8r39a0JJ5huHmHn35P1pYriXbvMmRnB78daaEUFgMS4C7R6Yp2x9m4qwHrjANaHmHcAYw4PAkHHNRM0SJs3v7Yyfwx6e1MCh2yB+HeiRnAwEOavGJSyszHnsUFSLEdm6Ignuu3t3oAytk0rBpSAAc8Cnr5eSNrdau3ELBwEiCD0V89qga3cgBkI980gHRhlUH1NLKOc44PpTkjfb82T796cUcgrt+mKAGKhYbxhvbvTQcMfl/DFS+SQNyqwJ6AjrTQjh8urEDqMUAREYfPUnsaax46Yp+fnJ8piPQ0OSQMpt+goAZu+TOMCnBecnpQApG0n5j0qRIN/RwPYmgCKUZHIz71PEYQoZyCccjHSni2dwoRc59/1+lC2txEMoqEnrnBoQEkqxK6LwoZcjHQ1XUhZSc/L0PNMeO5KhHGcZxxn9ajk/dlVf5S5wvvTEXxIsjdSQQPappC7fLskOe6oaq2l6dPczDoRt565qdvEMr8LIB/wI0XASZLpht+zSgE8EIeTT4ba4O4m0kVugG081A2szEcSKfxJpv9pTN0kyf90mgVx1zY3UQMrwsFHtVQZHTOan+3T4yX/KOoQzz3HK/MRnnjNJjTHCRhHlR36mkIB6HORk0DeR9zgdM0uzbggdexpWKInAHABGeagOeeMk+vWrvkyEFgpIH8Xamm3BXJyGxwCOD9KoRUUYcFl3D64qVclenWpls2ILEgD1PQ09IVABJAPp3xQBEuB1BI9BVktCYvLRMIDuZm7n2phifLjYRtPX096dhIs7mLbegPP50gIpIzuDL9w9DjrTTF0JU8flUvmkkp0UnJ98VY2NIuEZXx+
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
fTpSFTuDBhgdqkCrJHuDg7eCKjZOAqEKWGcjtTENnmMDbETc7dyeBURll86PJLbuSD/SnqgVsvkheme1KjbmYAcUAOJLLkbcH15pyhvl2sW+vam8kcEe/wBaChVeWO4c5B/WgB7SEOdwYBRnecY+n40JLI2MtgEZ4qFIhIp3bsH1pY0ZUHO7P3QeMCgC3CC5yPTg+lWojO67FhBJ6561FbWsrJ2Ukc5OKtpEylVV8euw5/OhAMI2EElUYcEMpIFQxWkTTeaYtjt1YAgD8KuwTxytKJXJLD5gVwp981bs41wske59vB2rnj0p2AqMm+IIHVyvQjjP1olnKN80EfPXHIrXWKF03D92QOSDg0wWtrIC+/eepOaoRlo8sgz+6C552r09qlilfawAXcDwSvFWZrDKMEBUDsx4qKJFg4aRcf73X8KlyS3Y7PoQS/b3iOxY89QR3/CqUrX8m3zpGTYeqIRj61ro/wC+YpgLjjjg+1S5eVSCBj26Y9KFKL2YOLRlPJJJCFknU7hj7uP8mqktozKA0QxnpxiunS2aRMPGgUjHzc5FUrqKxsiZEkjDd4xzmlN2jdDjq7GXDozygMxiiB6Mpyfyq7Fpkce4NMWU9OOQfWoFvBFLIq/6vqPY0fa5ZjthUs3oK8x4mpLRHUqKW5cjgtYsnZuJ4O85H5USXqIMAgAdgKoJDcSs4lbytvJJ5471MtvYrCJGkeQHnceBjvTVKvU3BunESXUuy1RuNTK5LMR7AZzWlEfJXdFFE0Z/iA/KhUErkrbJuIwWHAHvV/VIR+OQe1b+FGc0c8savFhtw3YJ24qBbR5mVpJWUA8op4H1P+FbrWsbY85i4HRRwv0xTsrgLGowOgAwBQ1COkVYa5nqzMlsi2DG7uDj5MYUVbLNHCqRsEweiLkVLK6RD98//AR/hVOWZpD+7GxR68ms5VUi0iAyMMsGbaw5GBgewqFnkdfmLBCeMD71I7lHBj4jbBwRmlVxsLKz5Y+teqcBLb/db5lUKPX/ADiie8DnBYc8BR0x/WqToWYsTtJPQdKFiUKcrlj3pXAttc7pY2UA7FxjrzVpSSys+3fn7uMhR6ms5VaMhg5BH6Uv73O4u2Dx15P407gX1k3ru3jaMbiGx+NAvGzsDgj2HWqsMeAQ0mEPXHc0uIuiAsMd+KQWJ/NeW4IjRmGMZJxgUnziQR7SCe27oPxqGOeaIKTz2AI7USyl33uDs7Y4oAsD90zEvldvIA4poeN08tI2BPKkjoKrmKVvmzuZs8dOPWpYpsDHCY696YFtYSqOVQHbwACMk+pNQXIdECZy7cEAYwKjW6LOZCXZm6DPA+n4UvnFmDOzhieD7fjRcCNbVVIAA4OSx54qwLdJlBRgwJIHbn1qFriPa6rwCemP61GHDRbdx2k/dBpAW4448LGpw/crwD7E0r24ifoXU8gL0Ht71Ak8wAAYsR2PUigTyOCBgZ/uincCVopZIzuXAUZXd1pPtBRRthdWAxjP8qRp5wp+bA9Md6ZJIZF2ucbevHWkBGZ2BxnP1p32mUbDEzRHPJHemMileD82M8+lR4IGSef5UgLJn3JgAuM8g1HJjOWJxjA44+lQFwmAqlmPcjgU13YY3sWIPIB6UwJ/lKnDDPbnFISyHc54X8vypkbMyZZM+nfNNdsDJX9cUAWZGkBZWj3cfwOMfWlaX5fZR83uapyYZMFwgzznjNIcKF2ZY+oPT60AWJZ4VAG8B/cc4phKSjlM4PUt0qs2HILDp0pChQsFclFHAApAWftRDeXufb3KH+dKt1LG+zPyAfxDduqoJA3zIMrjkkbcf41JCArAv8wGTytMDStrpIyXk8wZBAUfdx9Kma+tzt2khemdvSsptjAksoyc46CkDdf3uAfTmpaQ7m0xtZQpZio9wOe1RzXKQYWJi7Pzw2f/ANVZJkVcEswHqvem3Eok/dxyBT1PalyhcvpqErH5mC7OMH271H/aIGQs7MTyR1rPMzxoCApH5U9XYrym1sZJ9KrQRciv9wOY8n1xyalluJ3VVgRAQQQd3X/Pes4yyI7ADO4Zz6U2JZ5ZCEOWxz2/Wk0hrcvXmnSG3NxG4WfdvbPXkYx9OtXLlAtmyDOWAVc9STjFTsuYoc5BC4PvxVHVpDFGkoz+6Jb/AIF0H8zXKvfsn3Oh+6i3JG9wY4sEKnHPIIHekvbSSS2dFAAAyOf1qrBeM9un3iBySDk5+tN+0S4cSE9cLj09656mstDSOiMqUTz26xwDLowwMe5oS2miYmQ8jrgVIkywSSOr7DjI9/aibVopjhEk+X73A5+ldMYu1rEOSve4OrbZXZhsJBAI9azWtpPNDhsjJwM1f37oJVB+UFTiqD2827A55421vR2aMKu+g5Ipt3zbRz13Yq9OHlvJII15dwBjvwP0rPigu42MwjZljPzE9BW9YR/vp5T1zhfYYGTSqy5NRU1zaEkk6C4W0jBZsYO3+EDuawNTBjnZldTJv56dq2Lq8igLxwlTM332HUVlC2WQlupPPPU1FFW1LqPoUjcXr4Pmvz71LYyqt1/pjbVIOW7Zq5Hp+1j5hznkAc0+SygYgDr7103MrEUs+noPlk3ntgE1LaOssjmEkADoRiqpsodvzEA5/SrttbeQpZMlevHNJgizErBQSOR7/wA6l2g4IRR7VHgEvhzjHPvQgbIDONp7+gqRk0aqx+52P4GnBWHOPr3NNVuSBzk9fWkzldrMM847GgB4RpGLjaijqf7tV5sPEEjwmTlsnnFNZvLHAw3fPJNCgEYYgc84Oc0WC40RfLtTPPA44+tKUijw87727qvHNKzqjspKqp461DEkaFmJzxkcZqhEk0rSCOOE4TO1BQFVnIBOF65qJQ0TEgAuBjaOxp0cwdiCpB788GkBKVDA/wB0UzJGVUYH86d565GFOMdRT1APJHXpSAbCME/KDg8ig4b7h/GiUZVgSVJHFRrubCZxt6npmgY9W2jC/QU4Bo4ZJUTcVHyKOpPrTlQYxnA9KnhhckFgFXr16+lMRHYQXkqu10SGxlAcHP19KuQ2Yjcs0m5z3B/SpELHIbaB7DAp67S5GSpHJJpgCWYlGD8g75OBV63tDFgR3SYHYHoKgjii275ZVPf1p7BSF2AgdQBzTEWX78xyMvOCegPeoSZFJ2Px6EVKyRxqoVycj1qGRvLQsa83FVnzWi9jqowVrsryTgNtl3ZHUkkikZmUZBGPUAU4Blxuxt5LZ7mqu0qcodue3Y1wTbXU3jZjILz7RLKmxsJ/ET1qzE0u7ZEQCexPFViisfu7G/2T1q/YRxBXkeQqVx2zmtKUVUqJIU3yxH+TI6YuLlzt/gGVBpws7R4hG0cR5zgvhs+lXITBcRF15BOCW4Ix7UyaMAFwoYduMHOa9xRSVjg5ne5SGkW5Z2RCGP8ACzcU+SPyoRDDsibozZ4PvnrVhJZUyS2xMY5X9c1BcK04Z4wF9Hbp+Xeofs4FrnkMgt40yxaXKjktjBo8tZ5PMjVWAGAWGAP8ajhSRyWlOcdcjj8BUkN4J8qi/MvDc8L/AI1g67lexqqSW5KsKIB5mGx2PCj6ClMjPwgyPXtVc3MKsd7FyOgH+HaoZbuWThf3a+g6/nXJKskaqJalkii/1z7m7KP8KrSXcsgwg8tfbk1WZkiQu7BVHJYmqlzfmOaOC3iMssq7lycLj61hzznpHQuyW5cAAyep7mkjlildkjkV2X7wBziqFvfzm6ktryJY5AhdSp4IrGh3+RHJZeb55BEuxTjrxVQw978zE6ltjpLrjcqOpRsdBzmoVDBMdjUpO5cMR0zk0jBOACRx3xXtHARORkZ5PA6VMtuxjEnyEduajYEYUMdvt3p0H7mPapxu67qAJRujgxIIkDfxAZOaPL8tGeRVOegJx+JpjnKkE7s+tMRQuAXyB/eouA6ZjuO3AQ+h4FPhKISpzkjgAZ//AFVEEBO9uhH4VIrEHseOh7/j1oAkXbvbz9wY9CMYJ/pTEKmUDZvB4AB7+tMaUvkyMpYdOOKaNrbX5XByH3dfoKAJJonEm3Od2C2OpHv6Co2RsKXXYMcA04MoJAyoIwecUxsNJ5hBLHvQAcA4PbgcYoI+Yls7j7+1EnIHOTn8qaoPbn29aAEJ2syjBXHJFOAEY64Y/nSyqVPy4UEc5GaAqhec/WkAhPtj0NSxht4bgY6DNRAAdcmnxgEksR7UAKZGJZmbk9RREoyUOc4x0601m2tuYhsHgEce9SOyIFMauSOTzxg+lAFVoyGbPUdDR5wVORkgcZ7VLJIjEBeFPXvUDBSwOSc9AP8APSmBIpyw6Y+vb+lQzElyRzjvTm8qQlQ2SOOfWoWKxyAljhePWgBzNIpGxl/lTW3MQGVtuev9aQMSMoCR2BoM7Rkll69lPApAS7CcKoHBwc0x4pSPvY/2qaLhHkyQcDsT0qQTCQkIMAcZ70APjACrg5PenMj8gYz1FRrG6E84z97gDn6UyWIuch2Q+nakMkCscb9vuelPaMhRtBRhxxx+tVQqqP3mSO+ecVKzrsA3tx+tFwH7cDBYMp5yeTULBQrFgCPY9KVJZFzwQvXB/wAacSGIkAYkdvWgCEowUhOCfxpUjwg6cc5A71M8YYbkUK+Oc1GquHDyEqP7ueDQAjsWRtyE5HakeUxRh5OMcbcVPNKA2VGCOd3/ANaoPNEg3ShWPGSRQIZFJ9pbeJOT2HFS2pYSvGFPzFQD+OaEWFmUqVGeMjvV6G2UMmAWYd+1KWzKjuX7t/LgV1P7xRlM8gH6VTvkFxZsCTlsfp1q7eISIwOwHas3V5ntLKJlAZi+MGuak9jea3KMsjWkWEkKg/zrNm1eYOu9y4HpTxLJcOTNKFx6ihUgWYghWXs5Gea6fZx7GHOyu05u3aTMm0HkAAkVOr25TmWQNz/CBUsdyFkHlwpnnOCRmpxMshKm3JdhxjBq0kib3INOvooJZBcyEqwAT5fSrv8AaGmbs7lBH+zSJpwk5lQAHsOKlGmWvAMI4PU1hOipO92axqNLYT7dpz8eah9qZPel18iw7/ekxx+H+NQXcNjZEqUDydlXrVdb6fGIoFiHrnNKNBJ3buDqtrRE0di0RLSuq/TipFWNW3ibDA8cjFZ8okmdHmkL5PQnAFFzbpsDYAAwD+ddBkXZLqENsilUyMeADx+dOMTMAzbt564ORVP7Kjy7lA+Udu3pWgJCcA8KCMn1oAI4EJywwF656CrqmIBU2hFxUVxfiBthkQkjO5lz+VRW90fMYuQx2555qdWPYteW2QFywI4I4/Ck2JGN8gCZ6HPJ+lQtfw+UJkBGfugDvUBlmllCkkjHOex/nTQXLgcKo3ng9scfjSySKwdSY956noarSuygBdrN6nuaiDE7Xfa7dcr0oAmnDmERxssWepxuLD6/WmGQQqqli5HA45pkWNu4KPmPOKeD5zHHrxjtQIQoJOGAJOce1OPmRIAu0DPQc0i4DNgEHPJ9acdpHXKn3zQBACzE5ywJ52+tIAyYbAGeuO1TICTkgjnjmiQBR8q7mHUA0AKqhzhgP9oA1Iqrn5SSKiyzfKnykD5jt4zT9+VwDkDqOmTSGSbS3IH59qQED5FBz3piySGTbuAUDJOKc29pFCnap+9gZ4oAs2wG/kZ/2j0FaKW7zcRjzOeTnFUY3EaEuQFx1Jxg0QXqLcLKw3L/AA9cflTQjSa0kicCWPO4HBDYz7c1H5a/MN4PJ45z/wDXqN5DdqxcykscoAQRgdRzVWf50CTtvVeQO4Pv9KYGltihwXkcsDux2/Cm/LuaYkjPBPc/Sq8DbkOCyKuMluT9B71KDuAZvugfItcmIxHIuVbm1KnzavYnWQgBiMswwo9BTJpB5iqctt5P1pEOA0jc1FySSep5rx3J7nXYc5+bIdiCMbT2ptJRUttjSsNbA5rSs72NkEPmiFlGNpXNUUVW3Bs4KnoKLfT1ZgyxkD++5yfyr0sHaEXLqYVk5aFuWeSOJZIDG+eCCMY96lhmlnQqyqBjBY5xSpbxo+8bicfxHP6U4ybjiMbj69hXROsyFTQbUX5nO4j+J+1IWZ/uL+LVDLPFE3znzJP7o5x/hVWW6ml4z5a+i9fzrlnVSNVEszSxRHEjmR/7o/zxVIyNkiNRErdQvU/U1WmuoobSS4jxKqddpqpPf3EDRXO0PZSKCQo5UmsvfqbaFaIuyzwW4BkcLlgPXk1FcXbRX8VrtAWZTh++azhbPN4fdwCZHczf5/ClecalJY+QreZEwaRsYC+vNONKN7vW17icmQQXdwIZheMZIJS0bMeSjdvwoEjGy0+6RSzwOY2C9T3rXisQkt2WKtFcNnZjpU0FvFbR7IUCL149aqWIgtkJQbKMdtNeXbXcyeQvlmONTywz3NXrWBbW1SBCSqDr61MkTtzj86mWAjqGP0GBWX7yrpFaF+7HVmewV3ycZ9x/nFLIDs2gMxxkDHC0NJ+8JACcdhmmu5OWYkyEjPGO3pXuHnjlKKP3q5JHY8Z+lK7xhwIwSMDOeMmoWALbtvPTr0z3pHTrk7iRyRxQBKwIycAjt2pi9PmXPqO9LGz7Bk7jnqfrS7ycZI+UcYoAcFGMKrc9V6UZADqSQwOQfU01W3DkD0696cvB2ELx3xSAarMrmQKpyMFccVFhsYGfUAVJJzwD909BSHO7kgnHAFAC5UjBXHHbtSMQcAAnNG44yB8vfNKBvHBz3FADAuMkDHtUpJVkYZAHUjimqwySPXjmgjcQRnB6GgAkbM3yfdz36j2pWkDqqgFQOvck054lVXZHDBR16E1EpdQVbjHPrQAE9u/0p+/92u4beMEkUzIzt2nI7kUqsMEsQxB6Y7UAF0iwkgyKzDBBHQiqzymRBsG1AMYHIJpLmVkcqqowHXmliOYgxHH50xAjbchTkYwc0iSudxAGOQBnH405huUkjbg59zTwu7d8mPQE9aLjKx6gEcAcduaGDBsEAZ6nP8qlXAUk8KTxUGxgN5bKknjuKQD9kYRixJIHGDj86iACnO3aOgyelNfK8gnHYHvQhEhDPjHYUASBCuf4s/hTxuj5A/DNJuCDIjPXt1qPD5y6kqT0B5oAsRzFiNwIBFPwQDgDGM89arqdiEnGP7pGKEutx2zKAf7ppDJJEWRNrDHs1QhJFIEWSB37mrKSeYN5XikMilcnqDjAPNAESoy4OST6NUitg/MPypdpZywHtg0pHJUEg0AJuBY5BGDlTjj8aWQjy97Hb/LFQylYBlmPPbGajZlbaWLLnuPumgCXCylfM+Yk8EcU6OFN+CASOqkGiJkl3FnCqB97HX2qRc4wGwc88UxDI7eBJvMQFdp5+bgfnV61UPcgAggqTkdqp/Nh0KrJzgn0+lNgU/aIumS4H69qmSurFJ2dzobghmBUg/Q1ka5E80MCJt+8SSxwBxWpPEI7xljIChjkd6oalN5TRqw3/J0zg5J/lWFONpWN5u8TlpbPUDyir9EIq3Dotw0IlmnkYEZwnT86sh7qSVVaUKpI6Dpipy8+SsbnC9ADwffFdNzmsRQ6REroy3chBwCpbr7ZxVvzEjk8qNMEHGBVJd4OS2N3IA6g1ZLPnK7lI54HWgB81w1vbNLIrjHRcfeNZk2o3NwuFfyh3CDn86vySJc24BEnPY/xcdaS1t4Pmx8xHTcMYoAyLf5WZ9jZz1IOD+NSsUQb2IVc4/H0rVleeVBF5m1AOVAwpHpUQtIypDoigfdAPGPWgDIkKyx4jjPB5yatWlo4GZgHHZegFaKiBVXbGUbHQihCGG1RlqLgRxoC2SiqcfrU0dshbdJIVzyuOlE8rOigxkD+92NNz5ZUzN8oHcYAFDAWS2t87bhVfglW6800JGdoZ8Ke+3PHemYjYN5Uoe39Ou00LI33cbiOhbsKAGYBLZxtB+XPX6UeaQSpY7h1PcVISygOvB9v89KjdwFDsPm74HWgBi8yMpGVxnmnOVCnIz7L1/GlRd+SCVxyABSYZGOANmevr7UAMG1iFIJbptz0q0kJjXgAjHrVQ4dgU69/rSmR48l1JXHXPegCRy3IY7SOTTRMhUq5AAOAcd6rxl3QAgsx6kDoKmP+jp5Sorg88H7tAE6nccq4Zf5U5tq8d+3FQxwbIVVWKkckd81II2VhuYlicknrj/CkApZlDBCpLetV2Axt3NlepH8qs3ESRyAoMfLyQetMXBIxQMhLsCqsNzZ6E4z9asQg792
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" alt="Оценка рисков при экскавации вблизи функционирующих зданий и сооружений"></p>
<p>Оценка влияния экскавационных работ на окружающие объекты начинается с анализа геотехнических и инженерных данных местности. Деятельность по удалению грунта вблизи стабильно функционирующих зданий требует учета их оснований, возраста и материалов конструкций.</p>
<p>Для минимизации воздействия на близлежащую застройку используются методы глубинной вибрации и шумовой изоляции. Строительство временных подпорных стенок и использование низковибрационной техники считаются эффективными способами профилактики.</p>
<table>
<tr>
<th>Тип риска</th>
<th>Метод предотвращения</th>
<th>Ожидаемый результат</th>
</tr>
<tr>
<td>Повреждение основания здания</td>
<td>Использование свай и подпорных стен</td>
<td>Уменьшение риска нарушения стабильности зданий</td>
</tr>
<tr>
<td>Образование трещин в стенах</td>
<td>Контроль уровня вибраций</td>
<td>Снижение вероятности появления трещин и деформаций</td>
</tr>
<tr>
<td>Затопление</td>
<td>Организация дренажных систем</td>
<td>Исключение возможности проникновения воды в подвалы и на нижние этажи</td>
</tr>
</table>
<p>Профессиональное проведение геодезического мониторинга до, во время и после экскавационных работ способствует своевременному выявлению и устранению потенциальных угроз целостности соседних объектов. Специализированное изучение динамического состояния грунтов и нагрузок, действующих на находящиеся поблизости конструкции, помогает в разработке наиболее безопасных стратегий проведения работ.</p>
<p>В завершение, подготовка и реализация проектной документации должна включать мероприятия по страхованию от возможного ущерба. Это обеспечит дополнительную безопасность и финансовую защищённость в случае непредвиденных ситуаций.</p>
<h2>Методы обеспечения безопасности на стройплощадке в плотных урбанистических условиях</h2>
<p>Охрана труда на объектах строительства в центральных районах с высокой застроенностью требует строгого соблюдения следующих мер:</p>
<ul>
<li>Организация специализированных учебных курсов для всех участников строительства. Обучение должно включать правила безопасности, специфику работы в конденсированных городских условиях и меры первой помощи.</li>
<li>Использование профессионального монтажного оборудования, соответствующего международным и национальным стандартам безопасности. Все машины и инструменты должны проходить регулярное техническое обслуживание.</li>
<li>Установка временных ограждений и защитных барьеров вокруг рабочей зоны. Это предотвратит случайный вход посторонних лиц на территорию строительства и снизит риск несчастных случаев.</li>
<li>Настройка мониторинга через камеры видеонаблюдения и круглосуточного патрулирования рабочей зоны с целью контроля безопасности и предупреждения возможных антисоциальных действий.</li>
<li>Размещение информационных знаков и предупреждающих уведомлений на всех доступных языках рабочих, что будет способствовать повышению осведомленности каждого участника стройпроцесса о потенциальных опасностях.</li>
<li>Планирование достаточных мер по ликвидации чрезвычайных ситуаций, включая наличие пожарных средств и оборудования для эвакуации.</li>
<li>Установка и регулярная проверка сигнализаций для раннего оповещения о возможных пожарах или других аварийных ситуациях.</li>
<li>Разработка плана эвакуации и четкое обозначение эвакуационных выходов и маршрутов, которые должны быть свободными и хорошо освещенными.</li>
</ul>
<p>Внедрение данных мер способствует не только защите жизни и здоровья работников, но и минимизации рисков для окружающей городской среды и её жителей.</p>
<h2>Применение геодезического мониторинга для контроля деформаций окружающих объектов</h2>
<p>Геодезический мониторинг становится неотъемлемой частью строительства в условиях застроенных территорий. Он позволяет обеспечить безопасность соседних зданий и инфраструктуры, выявляя малейшие изменения и смещения в их структуре. Ниже представлен ряд методов и рекомендаций по использованию данной технологии.</p>
<p><strong>Выбор методики и инструментов мониторинга</strong> должен опираться на специфику строительного объекта и плотность окружающей застройки. Применение тахеометров и нивелиров позволяет измерять вертикальные и горизонтальные смещения объектов с высокой точностью. Для более сложных анализов используют глобальные навигационные спутниковые системы (ГНСС), которые обеспечивают круглосуточное мониторинговое наблюдение.</p>
<p><strong>Периодичность измерений</strong> играет ключевую роль и должна соответствовать стадии работ и потенциальным рискам. В начале проекта рекомендуется проведение измерений не реже одного раза в день, чтобы своевременно определить возможные отклонения. После установления стабильной динамики можно переходить к недельным или месячным проверкам.</p>
<p><strong>Анализ полученной информации</strong> должен производиться квалифицированными специалистами, способными оценить критичность происходящих изменений. Важно использовать программное обеспечение, которое обрабатывает данные в реальном времени и позволяет предпринять немедленные меры при обнаружении критических смещений.</p>
<p><strong>Документирование результатов</strong> обязательно для любого проекта. Полный отчёт должен включать все проведённые измерения, с учетом даты и времени, а также описания реагирования на обнаруженные изменения. Эта документация может быть использована в будущем для оценки прочности зданий и проектирования новых строительных объектов, минимизируя риски.</p>
<p><strong>Сотрудничество с местными властями и организациями</strong>, которые отвечают за защиту зданий и сооружений, также важно для обеспечения интегрированного подхода к безопасности. Информирование этих органов помогает скоординировать усилия на всех уровнях, гарантируя правильное реагирование на возможные угрозы.</p>
<p>Эффективное применение геодезического мониторинга способствует значительному снижению рисков при выполнении строительных работ в условиях застроенной местности, предотвращая возможный ущерб для окружающей среды и обеспечивая безопасность всех участников процесса.</p>
<h2>Способы минимизации негативного воздействия на окружающую среду и местное население</h2>
<p>Использование шумоподавляющих технологий, таких как звукоизолированные барьеры и установки специальных антивибрационных систем, позволяет снижать звуковой дискомфорт для жителей близлежащих домов.</p>
<p>Применение системы сбора пыли способствует значительному снижению количество воздушных загрязнителей, экспонирующих местное население. Фильтрационные установки могут быть мобильными или стационарными, в зависимости от масштабов работ.</p>
<p>Ограничение времени проведения работ наиболее громких процессов в дневное время помогает снизить неудобство для населения, особенно в ночные и ранние утренние часы.</p>
<p>Временная рекультивация зелёных зон и разделительных полос, а также установка защитных конструкций, минимизирует визуальное воздействие на окружающий вид и способствует сохранению местной экосистемы.</p>
<p>Сотрудничество с местными органами по управлению отходами для эффективного удаления строительного мусора обеспечивает поддержание чистоты в рабочей зоне и окружающих территориях.</p>
<p>Применение глубинных виброустойчивых технологий при вскрытии земли дает возможность выполнять необходимые земляные работы с минимальным воздействием на структуру оснований зданий в непосредственной близости.</p>
<p>Внедрение последних технологий очистки сточных вод от строительных площадок предотвращает загрязнение местных водоемов, что важно для сохранения экологического баланса.</p>
<p>Информирование жителей о расписании поэтапных работ и предоставление контактов для связи в случае возникновения экстренных ситуаций укрепляет доверие и сотрудничество между строителями и местным населением.</p>
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		<title>Как правильно рассчитать стоимость земляных работ</title>
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		<pubDate>Thu, 30 Jan 2025 18:17:10 +0000</pubDate>
				<category><![CDATA[Земляные работы]]></category>
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					<description><![CDATA[Основой корректной оценки затрат на подготовку участка служит детальный анализ следующих параметров: тип и категория грунта, объем необходимых выемочных операций и дальность транспортировки излишков. Прежде всего, определение типа грунта помогает предсказать сложность извлечения и способы обработки материала. Определите, относится ли он к категории легких, средних или тяжелых почв. Чтобы вычислить объем операций по перемещению грунта,[...]]]></description>
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
h8/yPNTzgN3l7hux649K5jxS1wviTRGtI45Jw0mxZG2qeO5qrBPeJ4xuZ9QW3tZk08nKMXRQDwT0/KgDtcijINcTpOtXr69Yw/bbq5t7oNuM9sIl4GQUPcVTbxRqR0W5jt5WlvUlkZ5SBiGIEAe2SelAHoWaM1xOq63qVve2TQTnyYbSO4uV2j94CQD2681Na63e3HimMibOmzPJFFGAOSi8nP1oA7DIozmvPovEWr3Cfb4DeyN53FtHaZhKZxjf1zitG48Q3Nnrmr28gupYkiUwrDFv8olepx0/GgDsM0ZrjLTVdT1CHRbKO8MMt3C001ztBY4JGAOlQ3mt6pa6XqUBuy9xZ3SRLcLGNzK3t0zQB3ORRkVxen6zdpHqi3OoyIsESvG95b7JFz1OwdR6e9M03Wb/7fd2zXV1LH9ieZGurcROrAcEDuKAO3zRmuFtvE15cWeiR7rpZ5Z1WeZ4dqSqT0DdPyp83iO/im1e0hcz3YnZbdSBiJACSx9h70AdvkUZrhptf1A2GjwCacSXURklmhhEkhwegXpW54Xvr27guY75J/wBzJiOWeHy2kU+o9aAN2lpB0ooAWiiigAooooAKKKKACiiigAooooASsPQv+Q1r3/Xyn/oArcrD0L/kNa9/18p/6AKAN2kNLTTQBxOmgWniK8e5i1ZWe7Jj8lG8lgeMt2NZepXMN/c3mqGyvWbz0MEohbakSfeORxzzXpR5GDVaPTrSOwNikIFsVKmPJxg9R+tAENhqX225lRbaaONFR0lcYWQMM8fStGo4okhiSKMbURQqj0A6VJQAlYeg/wDIZ13/AK+U/wDQBW5WFoX/ACGdd/6+U/8AQBQBsLd27eZtnjPlf6zDD5Pr6U6KeKaNZIZFkjbkMhyD+Irzy+kvkHiNYIlNo1wouZAfnVe+B34rdnnkN1pWjaPc/ZLaS380TqoZioHAGePrQB1ORRkVyUGsXtvpOuJdXAlm08lI7jABYkfLkdM5xTNK1DUbbVfKv7ye7j+wC5aPyl3BjjgADmgDsM0ZFcfr3iCeS3s2sft9mHuPLkzb/vGGP4VPWqyeINRi0i4X7QXuDeLbxPPFskiVu7r0z6UAdzmsLQv+Qxrv/Xyv/oAqCxuNQsPEq6Xd3pvYpoDKrsgVkIOO3arGhf8AIY13/r5X/wBAFAFJLmbRNb1Jp7C6uI7x1lilt49+cDG0+lJ/Y0L+KTdLYtGTbecGJbCzZ9c4zXU496McYoA4PR7OYXti0dleQagjSG/uJQwSQc8ZPDZ4xik0ez1RJNEnuYpkhhMqJDsPyjax3N6Ek4rvccdaMUAedw6XqJ077CYpxDdxG7lYq2VkAb5fxO3ip9QtnmZW1HT7253WMa2nlI37qXbznHQ5x1rvce9GOaAOJktJk1K3/tmyvbxxbxLbtDkhJB94kg8HOOTUj6FBDda9JBZOpWDFuRuOSyHdj15rsscUYoA5XwlLqbSiGY3TWkduoJuYPLKP02r6jHer+gf8hfXf+vpf/QBW5isPQP8AkL67/wBfS/8AoAoA3KWkpaAEzWdq+u6fo0atezYZ/uRqMs30FaB6VxFsi3vxKuRdqH+zx5hVhkDAHI/M0dQOi0bxJp+tSSR2jSCSMZKyJg49a1s1j+I7J7jR7prQtFdLHlJI/lfjnbkc4PpXM3Wt3OpeHdHtbWd0vLuURyOjEMNvB5680Ad9mjNee+JLvUIPEMzWd3OItPgjkaPzDhhkZyO/Wk8U6vdXV2Z9PupYre0jiZxG5UMXOece1AHoeaM1wvjC5vptVtYdPupoStq05EblQ2OecdelV/EGtXWp2Nn9guZYWSzN1OYnKnPAwce+aAPQsijNcbrV8JNG0p5dWntPNiBZLdS0srYHT9ab4Mv7o6xfafLcXU8Eah0+1KVkU+4PNAHaUtJS0AFYVl/yOOqf9e8P/s1btYVl/wAjjqn/AF7w/wDs1AGmar3F2sEscXlSyySAlVjUHgdepqwapagLQvGblJiQDseMPke3y/1qyS2jF0DFWXP8LdRQf9ZF/vj+RqvpwnFjELnPm453dcZ4z74xVg/6yL/fH8jQBHq2r2+kQxSXKyv5r7EWJNxJ+lRaXr1rqlxNbwxXEUsIBdJ49hAPtUHiSyubx9NNtEZPJu0kfBA2qOprNvGuNH1LXtWlj2QvAiwOSPmfGAPzqCia11Ivqmr6tPJJ9gsx5CIpJBI+8cdM1cs/FNld3lvarBeRPcDMRlhKhhjOQaqppE0PgeSxijL3UsJZhnlnbk0w6benUvDsvkNstYSsxyPkO3HrQBcuv+R00/8A69Jf5rW7WFdf8jpp/wD16S/zWt2gAooooAKKKKACiiigAooooAKKKKACkpaKAKV1pdvd39rey7/OtSTHg4HIwcio5tFs59QlvZVZpJYPIdS3ylPTFaNFAGHZeFrCyure4jkune3yIvMmLBQRjAHpUkXhrTodPurNEcR3ZJlbd8x/GtiigDL/ALBsjJK7B2MtsLZstn5AP502Dw9Y26WCxiQCxLNF83c9c+ta1FAGJ/wi2nrOzo91HE772t0nKxE/7oq2mjWqXl5dAyeZeIEl+bjAGOPStCigDGk8M6e9ja2wM6fZM+TLHJtkXPX5hSHwxpx0trALKI3kEjyB/wB47DuW9a2qKAMWPwvpywXMcvn3BuVCSSTyl3wOgB7YNJbeF7G2leUSXUkjwtCzyyljtPbn07Vt0UAZQ8P2QtLG2zL5djIJIvm5yDnn1pYdBsYZb6VEbzL3IlYnnB7D0rUooAx5PDdhJY2trmZPsnEMqSFZE9fmFW9O0yDTomSF5XZzueSWQuzH3Jq7RQAmKWiigAooooAKKKKACiiigAooooAKKKKAErD0L/kNa9/18p/6AK3Kw9C/5DWvf9fKf+gCgDdrm9R1l9P8SSJNKTarabxEAMs+7AA7kmukrJuNDt7jX4dVmYu8KbUjI+UH+99aAMfSte1FLC/ur+DzpYrrYYg6RiJcdMnHfirUni6GPSre++xTHzZWj8sEEjb1IPQjipJfDSPBdIt5IhuLjzydisBx90g8EfWktPC1vbLaKZ3kW3kkkYMoxIXGDx2HsKAJl8RwPrkWmxwu4kUETA/Lkrux+VbWawLLwvb2QtPLuJGe2maXewGXyu3B9gMflWpplm1jaCF7mW5IYt5khyeT0oAt1h6F/wAhnXf+vlP/AEAVuVh6D/yGdd/6+V/9AFAFyLRbSL7dgOwvjmYMc54xx6VWfwxYPZWttuuENpnyZkk2yKD1G4dq2qKAMX/hFtN+yR2u2UxLL5rjzDmZvVz/ABVdXS7ddVOpDeJzF5XX5duc9Ku0UAZ2raPbassIuHmRoX3o8T7WB+tQJ4Z01bCe0dJJVuG3SSSSFnLdju9RWxRQBmaboVpps7zxtNNO42mWeQu230BPaqeikrquvlQC32lcA9M7BW9WDoqLJquvo4yrXCgj22CgCpaeKp5otQ8yOzV7RA28THZnOCCSM/kKv+G9cbWoLhnjjVoJAmYmJVgRnIyAaanhTTlimR2uZTKoXfJMWZADkBT25q7pekW+lCbyHmczMGdpX3kkDGcmgDCXxmr6wLZYYjAbjyPvHzM5xuxjGM+9T6j4jvLa/uI7e0hktreWOGSRnIbc3oKu/wDCO2kd611BNdQsX8zyo5iIy3uvv3rHXwaz6RJ5tzc/b33SEC4PlmTnB6fSgDr8iuY1Lxd9gkvofs6vNbzLHGgJ5XAJZvQDOK2NN01LJ5JyXNxcKnnEtkFgMcVDP4c0+dr53R996VMrhueMEAeg4FAFVvEE8XiNdMlityjk4KSHeoxkEgjH4A1RXxlM2mTT/Y0+0hgYotx+ePBO78lNbDeHbFtQN4zTs2SyxmU7FYjBIXsaRPDenIYSFcmGBrdSW/hPXPvyeaANC0uBc2kM+APMjV8A9MjNZWg/8hfXf+vpf/QBV2z0e1srlbiIyF1gWAbmyNq9PxqloH/IX13/AK+l/wDQBQBuUtJS0AJiud13wydQvo9SsbtrO+jwPMAyG+tdFRigDE0bS9UtbmSfVNVa8JTYqBdqj3x61zfhTTIW8Y6hNEd9vZswj9AzHt9Oa7/AqGC0trYsbeCKLectsQLuPvigDHTw+Tquq3VxKkkd9F5QTbyoxis+38HPD4bu9Na7Rp7h1fzdpwMYwPXtXXYowKAMC30CRNch1CadHSO0Fv5YU5Jxgn6VS07wf9is9Ug+0qxvEMcR2n92vOP511mKMCgDk7jwndNbaa9tqAhvrGPyxLsyrDnt681Z0Hw7c6Zq09/dX/2uSeMBiVwd3+FdHgUYoAKWiigArCsv+Rx1T/r3h/8AZq3awrL/AJHHVP8Ar3h/9moA0D5v/TP9aP33/TP9aeaztQuZFu4baITDejSMYQC5A7DPAqyC7+9/6Z/rUN2t40QW2khjmLDYzqWAPuPpT7KWOe1SSN3dTkZf72Qec+9Sn/WRf7/9DQCM77N4l/6COn/+A7f41HNp+v3CbJ7vTJVzna9qWGfxNdBUVwjyQvHHK0TsMBwASvvzUFmR9m8Sj/mIaf8A+A7f40fZvEv/AEEdP/8AAdv8aTwi8rWN4ss0sxjvJUDSsWOARjmt2gDkrmy14a5ZTNf2RnMciIRAcAcE5Ga0fs3iX/oI2H/gO3+NXLz/AJDWnfSX+QrIgupp7o2jyTRo2oP++ZiAwHIjB9/TigC39m8S/wDQRsP/AAHb/Gj7N4l/6CNh/wCA7f405tXuRG12IYzZLN5R+Y+Z97bu9Ovb0prarehzII7f7OLv7PjLb+uM+lAB9m8S/wDQRsP/AAHb/Gj7N4m/6CNh/wCA7f41JBrD3F79lSJQ6zujliQAi9x6n2HTvTbHWXudUFqwjZJEZ0eMNgYPTJGG69RQA37N4l/6CNh/4Dt/jR9m8S/9BGw/8B2/xqxeXV/FqVvbwrbFJ920vuyNoyc4qBtXu13zNBELWO58hyGO88gbh+JHFACfZvEv/QRsP/Adv8aPs3iX/oI2H/gO3+NO/tpxq6WpETxySNGCgbKkDPLY2np0B4pll4g+1/YVERElwzK4KMFXAPQkYPSgBfs3iX/oI2H/AIDt/jR9m8S/9BGw/wDAdv8AGpINYklS3JiUedbyTHBPBXtVaXxDN8ght97rCksiBHYncM7VKggH60AS/ZvEv/QRsP8AwHb/ABo+zeJf+gjYf+A7f40l9r7Wsd3tg8yWJwscecEjaCS3oBmr2p3k1paRyQIjSSSJGN5OBuOM8UAUvs3iX/oI2H/gO3+NH2bxL/0EbD/wHb/GnDVbtDNBLFC1ys6QR7CQpLDOTnnjmlbVbiCG+SeKL7TahSNrHY+77vXkc8UAM+zeJf8AoI2H/gO3+NJ9n8S5x/aOn5/692/xq9pt1cXElzFdLEJIHCZizg5APf61k3N7eXOqWdxbRQ+WhnVA7HL7eGPHA6cUAWfs3iX/AKCNh/4Dt/jR9m8S/wDQRsP/AAHb/Gg6/wDuJZBEOYUltwT/AKzdxg/RuKS58QG2a+jeL97bMoTCsVbIB5IGB1oAX7N4l/6COn/+A7f40fZvEv8A0EdP/wDAdv8AGn6lqt1azyLbxwvHDGjyF2OfmbGBikvNae21FIAsbxmVImChiwLdycbR16E5oAb9m8S/9BHT/wDwHb/Gj7N4l/6CNh/4Dt/jQddkDXymFd8T7bcbj+9OdvPp81RN4hleC28qFRPLD5rKVdwMHG35QT17mgCX7N4l/wCgjYf+A7f40fZvE3/QRsP/AAHb/Gh/EAilkWW3kj22qzqpRmO4g/K2BxjFPbUNQaeySJLULdx7xvLZXCgkfrQAz7N4m/6CNh/4Dt/jR9m8S/8AQRsP/Adv8avakivEnmQ3Uyg/ct3Kn6nkfzrJsdZktYEjuFlZBdSQbpAWkVQuRnGcntQBY+zeJv8AoI2H/gO3+NH2bxL/ANBGw/8AAdv8afHqd7ctBDBDAs8kRnbe5KqmcAZHUn8qG1mX7e9msK+csyIMkhcEZJJ6ZHOB1NADPs3iX/oI2H/gO3+NH2bxL/0EbD/wHb/GnDWnGrJakRvHI7RgoGypAzy2Np6dB0qHTtfmupFE0cKo0TyDlk27exLDB+o6UASfZvEv/QRsP/Adv8aPs3iX/oI2H/gO3+NJaaxdXb3EMawGWKNZVcrIqFTnsQD26jin2+p301tZ/urfz7wbowC21FAyc9yee1ADfs3iX/oI2H/gO3+NH2bxL/0EbD/wHb/GlGr3TmO3S3i+0m4a3fLnYCBncO+MdqWPVrmXbbJFEL3znibLHyxsAJPr0I4oAb9m8Tf9BGw/8B2/xo+zeJf+gjYf+A7f40ybXp4YV3W6GZLgwzAMcBQMll/A5was2urtcazJZrGvkBCY5c8sy43DHpzQBD9m8S/9BGw/8B2/xo+zeJf+gjYf+A7f41uDpRQBh/ZvEv8A0EbD/wAB2/xo+zeJf+gjYf8AgO3+NblFAGH9m8S/9BGw/wDAdv8AGs+wsdei1PUfJv7ISOyPKTASCSvGOeOBXWVnWX/IZ1L6Rf8AoJoAqfZvEv8A0EbD/wAB2/xo+zeJf+ghp/8A4Dt/jW5RQBh/ZfEv/QQ0/wD8B2/xo+zeJf8AoIaf/wCA7f41auNSaDWorNox5LxFzJnlTngfTg1UgupNYtJJpY5kjgmYCCByGlGBtOcgjrnGaAF+zeJf+ghp/wD4Dt/jR9m8S/8AQR0//wAB2/xq7osrzaXA0svmSAFXJ6gg4wfcdPwq/QBh/ZvEv/QRsP8AwHb/ABrPsLHXotT1EQ39kJHdHlJgJBJXjHPHArrKzrL/AJDOpfSL/wBBNAFT7N4l/wCgjYf+A7f40fZvEv8A0EbD/wAB2/xrcrH1xJhLZzJdSoi3CKYk4DZPc9/pQBH9m8Tf9BGw/wDAdv8AGj7N4l/6CNh/4Dt/jRq0FwLx7toJLi1SHlY7loypBJJAHXirGqXxi0F7u0JO5E8s9/mIAPPfmgCv9m8Tf9BGw/8AAdv8aPs3ib/oI2H/AIDt/jVaWY2tpe22JbO6EIcPJcNKHGccHsSeOB3qxoMjm/uY2Se2GxCLaeQuw9XBOeD04PbtQAv2bxL/ANBGw/8AAdv8az7Cx16LU9REN/ZCR3R5SYCQSV4xzxwK6ys6y/5DGpf9sv8A0GgCp9m8S/8AQR0//wAB2/xo+zeJf+gjYf8AgO3+NbZrlp9VS416zkW/VIUuDCIhLjdhTlmH1wBmgC99l8S/9BDT/wDwHb/Gj7N4l/6CNh/4Dt/jVQPKdMGq+dN9p+1Yx5h27fM2bNvTGPbNBeX+zf7V8+YXP2nGN527fM2bNvTp7ZoAt/ZvEv8A0EdP/wDAdv8AGj7N4l/6CNh/4Dt/jU+p7ptSsbMvIsMokeQIxUttAwMjnHPas23eWbUF0uSeY26TyjO8hmVVUhSw5wN1AFv7N4l/6COn/wDgO3+NH2bxL/0EbD/wHb/Gora+uraRrGACc/a3hjaZz8ihQ3J6nGa1NLvHvIZfORUmhlaKQKcrkdx7YxQBQ+zeJf8AoI6f/wCA7f41nafY69FqWpCG/shI7o8hMBIJK9ueOBXW1n2X/IZ1L/tl/wCg0AU/s3iX/oI2H/gO3+NH2bxL/wBBGw/8B2/xrcooAw/s3iX/AKCNh/4Dt/jR9m8Tf9BGw/8AAdv8a3D0rD1WaebVYbGKJ5Y/JMzIk3lbjnAyw5x7UAH2bxL/ANBGw/8AAdv8aPs3iX/oI2H/AIDt/jV7Tpo7zS42g82JWBXDNl0IOCMnPINUtPhV9SvIreWZ7FYxG+6VmHm852sTkYGM4PWgBPs3iX/oI2H/AIDt/jR9m8S/9BGw/wDAdv8AGjTrZX1S9a3knS3iXyAPOdsv1Y/MTyOBT9LULqt0trLK9nGio2+QuPNBOcEk9sZoAZ9m8Tf9BGw/8B2/xo+zeJv+gjYf+A7f40TxtfajqKSzTIttGoiEchQKSuS3HU59aq2Dy6xHNJdTzK0VtGU8uQoAzLktx1OfXigC19m8S/8AQRsP/Adv8aPs3ib/AKCNh/4Dt/jUdrq+oT2yeVDC7paJO7yMRuJByMD1x1ratLhbq0huEBCyoHAPbIzQBk/ZvEv/AEEbD/wHb/Gj7N4l/wCgjYf+A7f41uUUAYf2bxL/ANBGw/8AAdv8aj0m1vrfxDeSX88M001vGc
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" alt="Как правильно рассчитать стоимость земляных работ" title="Как правильно расс
читать стоимость земляных работ" /></p>
<p>Основой корректной оценки затрат на подготовку участка служит детальный анализ следующих параметров: тип и категория грунта, объем необходимых выемочных операций и дальность транспортировки излишков. Прежде всего, определение типа грунта помогает предсказать сложность извлечения и способы обработки материала. Определите, относится ли он к категории легких, средних или тяжелых почв.</p>
<p>Чтобы вычислить объем операций по перемещению грунта, используйте формулу: <em>Объем = Площадь × Средняя глубина выемки</em>. Затем множитель на этапе планирования учитывает увеличение или уменьшение объема грунта после его извлечения. Для разных типов земли коэффициент бывает разным – например, для песка 1.2, для глины 1.1.</p>
<p>Еще один важный аспект – это расстояние, на которое необходимо транспортировать излишки земли. Затраты значительно возрастают с увеличением дистанции от места выемки до места сброса или использования излишков. Расценки на транспортировку зависят от множества факторов, включая стоимость топлива, износ и амортизацию техники.</p>
<p>Подводя итоги вычислений, учтите все подготовительные и завершающие мероприятия, такие как разметка территории и укрепление стенок котлована. Эти работы часто упускают из вида, но они могут достаточно значительно увеличить общую сумму расходов.</p>
<p>Получив предварительные оценки, рекомендуется запросить котировки у нескольких подрядчиков для сравнения и выбора оптимального предложения. Тщательная подготовка и обдуманный подход к процессу позволят оптимизировать затраты и избежать непредвиденных расходов.</p>
<h2>Определение объема необходимых земляных работ</h2>
<p>Для того чтобы узнать объемы необходимых земельных манипуляций, первым делом следует провести подробные замеры территории. Используете геодезические изыскания для определения точных размеров участка и рельефа местности. Данные получают с помощью тахеометра или GPS-оборудования.</p>
<p>Следующий шаг – анализ типа почвы, что влияет на способы выемки. Песчаные и суглинистые почвы требуют различного подхода и оборудования. Особенное внимание уделите плотности грунта, так как это напрямую влияет на объем выемочных работ.</p>
<p>Проанализируйте глубину залегания грунта, от которой зависит сложность демонтажа и объем вывозимого материала. Обратите внимание на наличие подземных препятствий, таких как камни или корни деревьев, что может усложнить процесс.</p>
<p>После сбора данных применяйте формулу для расчета объема: <em>V = A * B * C</em>, где <strong>V</strong> – объем в кубических метрах, <strong>A</strong> – длина участка, <strong>B</strong> – ширина участка, <strong>C</strong> – глубина выемки. Учитывайте также коэффициент набухания грунта, который может варьироваться в зависимости от его типа, увеличивая объем на 10-30%.</p>
<p>Окончательный объем земельных манипуляций используйте для планирования числа машин и техники, а также для составления графика работ. Соблюдение этих правил помогает достичь точности в организации предстоящих мероприятий и предотвращает лишние расходы.</p>
<h2>Выбор метода вычисления стоимости: погонный метр, кубический метр или фиксированная цена</h2>
<p>Определение объема и способа расчета оплаты землеройных работ важно для корректного планирования бюджета проекта. Рассмотрим три основных подхода:</p>
<ul>
<li><strong>Погонный метр:</strong> этот метод применим, если участок имеет однородные условия по длине, но работа ведется не по всей площади. Рекомендуется использовать его для оценки стоимости прокладки коммуникаций или траншей.</li>
<li><strong>Кубический метр:</strong> подходит для оценки объемных земляных работ, где необходимо учесть глубину и ширину котлована или траншеи. Этот метод дает более точное представление о объеме работы, поскольку учитывает всю массу перемещенной земли.</li>
<li><strong>Фиксированная цена:</strong> наилучший вариант для проектов с четко определенными параметрами и задачами, где возможна предварительная оценка всех затрат. Фиксированная стоимость упрощает бюджетирование и контроль за финансами, минимизируя риски неожиданных расходов.</li>
</ul>
<p>Выбор метода зависит от точности начальных данных проекта и требований к прозрачности финансовых расчетов. Индивидуальный подход к каждому случаю позволит обеспечить оптимальное использование ресурсов и минимизацию затрат.</p>
<h2>Учет стоимости аренды землеройной техники</h2>
<p>Во время подсчета затрат на использование арендованной землеройной техники следует ориентироваться на несколько ключевых параметров. Во-первых, тип и мощность машины напрямую влияют на цену аренды. Более крупные и продуктивные машины, как правило, стоят дороже. Важно определить нужный тип оборудования исходя из объема и специфик задачи.</p>
<p>Во-вторых, продолжительность аренды играет значительную роль. Долгосрочная аренда обычно обходится дешевле в расчете на день, чем краткосрочная. Рекомендуется обсудить с арендодателем возможные скидки при увеличении срока аренды.</p>
<p>Также нельзя игнорировать расходы на доставку и возврат техники. В некоторых случаях арендодатель предлагает бесплатную доставку при аренде на определенный срок. В противном случае стоимость транспортировки прибавляется к общей сумме аренды.</p>
<p>Необходимо также учесть затраты на техническое обслуживание и возможный ремонт аппаратуры в процессе исполнения заданий. Часто арендные контракты включают страховой полис, покрывающий некоторые виды повреждений, однако стоимость такой страховки тоже должна быть принята в расчет.</p>
<p>Для оптимизации затрат рекомендуется провести предварительный анализ предложений от нескольких компаний, специализирующихся на аренде землеройной техники, и выбрать наиболее выгодный вариант, сочетающий в себе приемлемую цену и необходимые характеристики техники.</p>
<h2>Расчет затрат на труд: средняя зарплата рабочих и количество нужных специалистов</h2>
<p>Определяя финансовые вложения в оплату труда для проведения определенных видов деятельности по подготовке территории, следует учитывать два ключевых параметра: среднюю заработную плату рабочих и требуемое количество работников для выполнения задачи. Средняя заработная плата может варьироваться в зависимости от регионального уровня оплаты и квалификации персонала. Для более точного подбора специалистов следует проанализировать текущие коэффициенты заработных плат на рынке и приблизительный объем работы, который необходимо выполнить.</p>
<p>В начале следует оценить предстоящий объем работы. Это позволит определить, сколько рабочих потребуется и какова будет общая продолжительность проекта. На основе этих данных можно приступить к подсчету численности нужных работников. Если проект большой и требует быстрого выполнения, может потребоваться увеличение количества рабочих, что, в свою очередь, повысит общие затраты на оплату труда.</p>
<p>Далее, учитывая актуальные на момент планирования расценки на отраслевом рынке труда, устанавливается оплата за час или сдельная плата за выполненный объем работы. Принято обеспечивать рабочих оборудованием, инструментами и другими средствами, необходимыми для выполнения их функций, что также включается в смету затрат.</p>
<p><strong>Для управления расходами целесообразно сначала заключить соглашение на краткосрочную работу</strong> с возможностью продления контракта по достижении определенных целей или при необходимости увеличения объемов работ. Это позволит оптимизировать расходы и оценить качество работы специалистов перед их долгосрочным наймом.</p>
<p>Финальный шаг – подготовка детализированной сметы, в которую вносятся все расчеты по оплате труда, включая возможные надбавки и премии за сверхурочную работу или выполнение работы в сложных условиях. Таким образом, можно достичь наибольшей прозрачности финансовых отношений с персоналом и обеспечить четкое следование бюджету проекта.</p>
<p>После этого составляется окончательный документ, утверждаемый руководством, который будет служить основанием для выплаты зарплаты и контроля за расходами.</p>
<h2>Включение дополнительных расходов и непредвиденных издержек в общую смету</h2>
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68YFL/wj0iXD/Z9TuYLN3MjWyAD5icnDdQD6UAZ2r/2zHrFjFba20cOoSPsX7Mh8oAZA561Nd6rdaVrdvaXNy08YsSzHywA8m7AY4+6P0rXvtMF5qGn3fmlPsbswXbnfuGOvao7vRY7zVTeyyEo1q1s0W3qGOSc5oAztUudQsoLe3k1ZI5pdzNJHbGSU85AVBxgDjJqz4V1S41O0uRdZMlvO0O5k2MwAByV7HnpTZfDs7fY5odUlhvLeLyTcCMMZEznBB4z70W2h3Wm6Xfw2V/I11cymVZnQFlJx1zwenX3oA09Vme30m8mibbJHA7qfQhSRXMLrd+fCHmC7J1EgHzTGBjKeb06fd4zXVXdsbvT57Vn2maJoywGcZGM1kJ4aKxLF9tYxix+y7fL43bdvmdeuO1AGjok8t1oljcTtvllgR3bGMkgZq9VbTrQWGnW1oH3iCNY92MZwMZxVmgAooooAKKKKACiiigAooooAKKKKACuft/8AkfLz/rxT/wBCroK5+3/5Hy8/68U/9CoA6CiiigAooooAiuZGitpZEXcyIWA9SBWDoGm2WpaNDe31rDc3N0C8kkihjkk8DPTHSuirEl0C4SRhp2rXFlA7FmhVFYc9dufu0AYVxPJBot7YKhltodRW3TexOUJ+7n0B4rR0yCXS9ak0xja+Zc27SxTw2yxsmDjBA6gds1qjQ7QaO2mjeI25L7vnLZzuz655pul6PJZ3L3V3eve3JTyxI6Bdq5zgAUAY+i+IltL6907WtS82eKfZHI0WwEYHoMDn1qz4o10WFzb2S3hsvOQyNcCEylQDwAPfmkn8Kyz3V4Tqki2d5L5s1ssQ+b23Zz2rR1LR/tZgltbp7O6t1KxyoobCnqCD1HFAHPT+Ib278PI9ldbboXq23niLAcHo21umeKn1fXbv/iUmyuCgd4/P+QHcHbHfp901qT6AZ7CC3lvppHjuVuWlkG4sQc4xxgfyqObw35wcNeNg3iXK/u/uKvRBz0560Ab1c1q2p3dr4rtIEuNlmIBJKm0Hdl9nXr1IrZhiu11K5kkmLWrKoijKgbT3Oepz71VvtFF5qbXouDGxtGtgoTO0k5DZ9j2oAz7LVLy48ZzWvnk2Jhdkj2gYZWCk56nkGteCwmW9W4ubrzvKVkixHtOGxncc8n5R0A71WsdC+yahbXhuTI8Nr9nIKY3ndkt1/StigAooooAa33D9Ko6D/wAgDT/+vdP/AEEVeb7h+lUdB/5AGn/9e6f+gigBNN/4/tU/6+V/9FJWjWdpv/H9qn/Xyv8A6KSs8a7Oda1TTh5JliMa2qEEFiy5Jb2FAHQ0Vxlz4h1SDVbq0kvtJt/soj3eeGHmEoC23n1z+YrSutavl0Kzu1it7Sa4++bp8LH+HU57AUAat/p0GoPatMXBtplnTacfMOmfbmjVNOh1Wya0uC4jYqTsODwcj+VZfh/XpdRiv0n8l5LPGZYQdj5BPAPPY1TtNZ1e31HT11eSyW2u4XmYorKYwq7uSTx1oA6yufh/5H64/wCwev8A6HWtZajZagHNldRThMbvLYNjPTNZMP8AyP1x/wBg9f8A0OgDoKKzdW1T+zZrBPLDC6uBCWLY2Ag81n6l4hu7Xyzb6esqTziGAvMF8zg5PTgZHegDoqKwLXxBcsLqO50yRbq3QSeXA4kDAnAAI70umeIZLnUxp97apBNIpePy5llBA65x0NAGtf2cWoWM1pMWEcy7W2nBxUkESwQRwpnbGoUZ64AxWFrWv3+nz3X2XTkuLe0jV5ZGm2EZ9sc1s2t0k9vDIWVXkRW2buRkZxQBj+JP+QtoP/X2f/Qa6Cuf8Sf8hbQf+vs/+g10FAHP+HP+Qtr3/X2P/QawvEbSLruoCKaSEv8AZULxsVYAsQeRXY2enQWVxdzRFy11J5km45GcY4qpdeHLG81YajMZjJ8uUD4Q7emR3oA5bWvtPh7WreCz1C+kW5h2lp5TJ5ZLAbsdOKsa0brRY72whvruaN7IziSSTLxsHA4PYGunvtFs9QvFublXZhEYdu7C7Sc/nVVPC+nrZ3NuzXEhuVCPLJKWk2g5ABPQUAQJPN/wlenRebJ5baeWZNxwTkcketYlncT3ul2ls13fyTSSTMYbZwrsofAJdjwB0xWz/wAIZZeasv8AaGp+Yq7Vf7TyB6A46Vl6HoVnJPc20sl5FtnZrSZZCjSRcZAbuM8nFAE2lz3t5ot/Y3FxNFKl4LeNmk/eKMgkbh1OM1m6gbzStRu7W0vLy48q4tPLWacktu3Ern0NacnguMa2pglu4rAqZWKXGCsueMd+nf8AWkvvBStqNo0FzeyQu5N1I9x8wwPkI46g0AbemavcT3xsNRsvsd35fmqokEismcZyO+a16wx4at4bS4jgubs3E6hPtMkxMigHOAew9u9bSLtRVJzgYz60AUI/+RjuP+vSL/0OStGsaeygvfEUonEh22keNkrJ/G/90jNT/wBh2P8AduP/AAKl/wDiqANKis3+w7H+7cf+BUv/AMVR/Ydj/duP/AqX/wCKoA0qKzf7Dsf7tx/4FS//ABVH9h2P924/8Cpf/iqANKis3+w7H+7cf+BUv/xVH9h2P924/wDAqX/4qgDSorBsNJtZri/WQ3DCK42IPtUvA2Icfe9Sauf2HY/3bj/wKl/+KoA0qKzf7Dsf7tx/4FS//FUf2HY/3bj/AMCpf/iqANKis3+w7H+7cf8AgVL/APFUf2HY/wB24/8AAqX/AOKoA0qKzf7Dsf7tx/4FS/8AxVH9h2P924/8Cpf/AIqgDSorn9F0q1udMjlmNw7lnBJuZOzkD+L0FXv7Dsf7tx/4FS//ABVAGlRWb/Ydj/duP/AqX/4qj+w7H+7cf+BUv/xVAGlRWb/Ydj/duP8AwKl/+Ko/sOx/u3H/AIFS/wDxVAGlRWb/AGHY/wB24/8AAqX/AOKqjrWlWttpkssJuEkUoARcyd2AP8XoaAOgorN/sOx/u3H/AIFS/wDxVH9h2P8AduP/AAKl/wDiqANKis3+w7H+7cf+BUv/AMVR/Ydj/duP/AqX/wCKoA0qKzf7Dsf7tx/4FS//ABVH9h2P924/8Cpf/iqANKis3+w7H+7cf+BUv/xVUtQ0m1hnsFjNwoludj/6TLyNjnH3vUCgDforN/sOx/u3H/gVL/8AFUf2HY/3bj/wKl/
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
ISenTBrNk0q7sdI0eO4gkvre1Lm6tUActkErweu0npXYUUAYXhmGdDezG2azsppFa2tXUK0Y24Y4HTJ7Vu0UUAZ2l/8AH1qn/X1/7TStGs7S/wDj61T/AK+v/aaVo0AFZPiixl1HQriCBS0vyuqj+IqQcfpWtRQBzdm8+seIbW+fT7q0js4XUm4XbudsDgdxjPNdJRRQAUUUUAZnh7/kDxf78n/oxq06zPD3/IHi/wB+T/0Y1adABWJ4ktpmNhewQvObK4EjRR/eZcYOPetuigDB0RJbvV77VZbSe1WZEjiWYBWIGckjPHNb1FFABWZ4i/5A03+8n/oa1p1meIv+QNN/vJ/6GtAGnWdr9k+o6HeWkf8ArJIyF9yOR/KtGigDl7VrjVtV0wyaddWqaerF2mXaC5UABeeR1rQvr1b2yvol0yS6EEoikhkAXzBxyvr6itimqipnaoXJycDqaAOU0vR4rmeea306bT7b7G1tGk3DsWJJJHPt1NQ20V5d2mk6NNpt1C1lLG8szgCPCA4wc854rs6KACs7Vf8Aj40z/r7H/ot60aztV/4+NM/6+x/6LegDRooooAKKKKACiiigDO0v/j81T/r6H/opK0aztL/4/NU/6+h/6KStGgDmLl7jR9a1KaPT7q7TUFjKNAoYK6grg+g6c1c0zGg6JpdnLDKzyFYjsG7YzZJLe2a26ayKxUsoJU5GR0NAHFajpZt11CyXR5bqe7leS2uVQMse7HVj90g5rS1jULyz+zWBtb64j8ofaLi1hLMx6YHYZwcmulooA5a+33+l2F5ZabdRfYLpXFtJGEcqOuBn3q1oyy32uXWrSWc9rG0KQRrONrHBJJx27Vv0UAFc/b/8j5ef9eKf+hV0Fc/b/wDI+Xn/AF4p/wChUAdBRRWJ4rmvoNFupbKRYQkRZpM/MPYD+tAG3RVfT2Z9OtmYlmMSEknJJwKxPFtzqFvbRtbSCCDzo1ZlPzvlunsKAOjorE8Uzz29jE6Tvb2xkAuZo/von+z+PpzWHHqs8Ol3bWGoT3No0kUNvcTHMgdj83UdMeooA7eiuesPO0rxCmmNe3N1DcQNKv2hgzKwPPPp7V0NAGZef8h7Tf8Acm/ktadZl5/yHtN/3Jv5LWnQAUUVzPiGK7tGN7HqtwkzSKtvCMLEMkZ38cjryaAOmopq5KjOM45xXDSavLDa3Wqy6pKmoQylW08SKUVA+Mbcen8VAHd0VyWs6rDNqk1rdanNp9rbxxtmA4dnfkc4JwBU+p6i9rY6XanU8i7J33qqATGq5JHYE8UAdNRWL4aaKS1le21WXULcsAhmHzx8cgnqfXkVtUANb7h+lUdB/wCQBp//AF7p/wCgirzfcP0qjoP/ACANP/690/8AQRQAmm/8f2qf9fK/+ikrRrO03/j+1T/r5X/0UlaNABRRRQAUUUUAFc/D/wAj9cf9g9f/AEOugrn4f+R+uP8AsHr/AOh0AdBRRRQBl+IG1Mafs0mHzJ3YAneqlV7kE9/zqLQXv1DQXWkLYwouVYXAkLt3zj+dbNFABRRRQBz/AIk/5C2g/wDX2f8A0Gugrn/En/IW0H/r7P8A6DXQUAFFFIRlSMkZ7jtQAZBOM9KWuUOnw6R4hsTbvcRCQkT3EzFhcEjhCemfyra1+8bT9DvLqPIeOM7SOxPAP60AaGQTjPSjIzjIz6VyehR6dFqsBjXUIbqSPPmy7hHdHAJPPXH4VnyxRT6Be+Ij5n26O4ZopPMYbFEmAuM4xigDvM4GTRXIeMNQnutIuoLV/LjhiV7hw3UtjCD8Dk/hXV2pBtYsEEbB0+lAEtFFFAGdH/yMdx/16Rf+hyVo1nR/8jHcf9ekX/oclaNABRRVXU7g2mmXVyvWKF3H4AmgCyCCcAjIpa4eC1g0y00DVLcSfabyaJLhjKx8zepznntXcUAFFFFAGdpf/H1qn/X1/wC00rRrO0v/AI+tU/6+v/aaVbubmC0haa5mSGJeru2APxoAloBBGQciuc1+/tr+zsYLW4Wa3u71IJHhk7dSMj/PNGjwRaX4nutLtFZLU2qTKhckIdxBxn1oA6Sk3ADORj1rJ1u9kTbYWjhbmdWJfP8AqkA5b+g96o+G7K21TwXZ216nnRsCWUsRk7yeo5oA6MOpOAwJ+tOrlvD+kadHrl3d2FqIYrYm3Q7id7fxHk9un511NAGZ4e/5A8X+/J/6MatOszw9/wAgeL/fk/8ARjVbvL60sUV7y5igVjgGRwoJ/GgCckAZJwKAcjIrm9We11nWNLsS/nWU0ckreXIQsgAwBkHnmpvDBEM2qaem7ybS42xBmLbVIzjn0oA3iQOpApa5HxHFG+uL9utbjUrfyQY7a2J3RsDy5AI4PrTYL64Hh+KxgvBJcSxSSNLuyYIxnAOed38NAHXggjIrN8Rf8gab/eT/ANDWovCTA+GNP5yfKGal8Rf8gab/AHk/9DWgDTooooAKQkDqQKWuYubO31zxTeWt8rvFaQRmNQ5UBmyd3HfpQB09FYvhG5kuvD8DSksyFo9zHJbaxGTW1QAVnar/AMfGmf8AX2P/AEW9aNZ2q/8AHxpn/X2P/Rb0AaNFFFABRRRQAUUUUAZ2l/8AH5qn/X0P/RSVo1naX/x+ap/19D/0UlXLm5gtIGmuZkhiXGXdsAfjQBJQCCMggj2rndf1G2vrGyhtLlZYbu9jt3eCToM5IyPb+dJpEEOleKLnS7NGS1a0WcIXLBW3EHGfXNAHRkgDJOKKz9Z0231GAfalnliiyxgjfaJTjofX86zNFgmu/DtxZLeywyiRk5B8y3UnIQ55zjv70AdGCD0INGRnGRn0rmrDTIrHxBs0hmjtkhf7SC7MpkONvU/e7msO3jUTQkR3Eeom5CvqpLGCT5+gOcHPTGOtAHoVc/b/API+Xn/Xin/oVdBXP2//ACPl5/14p/6FQB0FZ3iC1mvdCvLa3XfLLGVVcgZP41o0UAQWUbQ2NvG4w6RqrD0IFZ3iexuNQ02OG1Te63EbkZA4ByetbFFAGTr1jc3S2lxaASTWk3miFm2rJxjGfX0rJl0TUdShvrq4hitbmcxPFAJNyqyHqxA6musooAwtOtdQu9Z/tPU7SO1MUJhijWXeTk5LZFbtFFAGZef8h7Tf9yb+S1p1mXn/ACHtN/3Jv5LWnQAVganFrTPd2sMMV1a3YKrJJIE+zgrg8Yyw71v0UAVtPtfsVhb2vmNJ5MYTe3U4HWsO807UtRmmtLmwslikdd96hG54w2Qu3Gc8euK6WigDBvbG8s9Wmv8ATrOG7+0xJFIjybCu3jPTkYPT2qvFoFzZ6VpZhEc95YOz7HbCtuzuUHHHUY+ldNRQBi6HY3cd5fahexJby3hT9wj7ggVccnHU1tUUUANb7h+lUdB/5AGn/wDXun/oIq833D9Ko6D/AMgDT/8Ar3T/ANBFACab/wAf2qf9fK/+ikrRrO03/j+1T/r5X/0UlaNABUVzcQ2sDTXEixxJyWY4AqWsrxBYyXtrA0MiLLbzpMiyNhJCv8JoAfY69puoMi21yGaRmVAVK7iuCcZ+orSrjNJ0jUJLlPtyQW8aag16NkwZmJ/hGO1dnQAVz8P/ACP1x/2D1/8AQ66Cufh/5H64/wCwev8A6HQB0FFFFABRRRQAUUUUAc/4k/5C2g/9fZ/9BroK5/xJ/wAhbQf+vs/+g10FABTWG5SpJGRjinUUAc4NC1GZobW+vYp9PgkWRCVbzmIOQGOcVuXtrHe2c1rLny5kKNj3qeigDAtNGv31C1m1O6glisc/Z1iQqSSMZbPfHpVZ/DuoBJtPiu7YaVNMZWUxnzAC24qO2K6iigDm9c8H6fqFtcvbW8cd9LyJndsA55OP/rVtabYQaZZR2ttGI407Ak8nr196tUUAFFFFAGdH/wAjHcf9ekX/AKHJWjWdH/yMdx/16Rf+hyVo0AFRzwpcW8kEgykilGHsRipKKAOcsdD1JJbGK9u7eSysGDQrGhDvhSBu7cZ7V0dFFABRRRQBnaX/AMfWqf8AX1/7TSrs8ENzEYp4kljPVHUMD+Bqlpf/AB9ap/19f+00rRoAydS0WOeyjisFhtJYJlniKxgKHHqB69KbpWn30FxdX2ozQSXcyKgEKkIqrnHXnvWxRQBgHQLbWbSO51qzifUDGVZlLqByccZ96l8NaEuh6WIQsf2px+9kUkhyM46+xraooAoaJZS6fpcVvOyNMCzOyZwSWJ7/AFq/RRQBmeHv+QPF/vyf+jGq7c2ltdqFubeKdVOQJEDAH8apeHv+QPF/vyf+jGrToAxtT0eZprS60lre2uLQMqK8f7sq3UYHSm2tjfabpd7KskU2pTsZSQh2buABgc44rbooAwbnTNSF6upafNbxXcsKx3CTqWXjnIwetV08FaYbJluIVnvGVszFmUFjnnAPA5rpqKAMnw5oseiaYkAVPOYAzOhJDt680/xF/wAgab/eT/0Na06zPEX/ACBpv95P/Q1oA06KKKACsTUNL1Aao9/pNxbxSTRrHMs6EggZwwx35rbooAp6TYjTdNgtA+8xrgtjG49SauUUUAFZ2q/8fGmf9fY/9FvWjWdqv/Hxpn/X2P8A0W9AGjRRRQAUUUUAFFFFAGdpf/H5qn/X0P8A0UlXZ4IriIxTxJLGeqOoYH8DVLS/+PzVP+vof+ikrRoAydT0SK4sY4bFYbSSGZZ4ysYChx6gY+lN0vTr6G7uL/UpoJLuWNY1EKkIqjJ78nk1sUUAYjW2r3en2lyLiO31GEsSmG8pwcjDLnPTB9qYmkahDp9+8NxCNUviC8oyqLgY4HJ4Ga3qKAMHSLHW7Upb3jad9jCkOIA+9jjrk9/U1Vj8N6gLePTHvIP7KhkDoFQ+dgNuCk9PxrqKKACuft/+R8vP+vFP/Qq6Cuft/wDkfLz/AK8U/wDQqAOgooooAKKKKACiiigAooooAzLz/kPab/uTfyWtOsy8/wCQ9pv+5N/Ja06ACiiigAooooAKKKKACiiigBrfcP0qjoP/ACANP/690/8AQRV5vuH6VR0H/kAaf/17p/6CKAE03/j+1T/r5X/0UlaNZ2m/8f2qf9fK/wDopK0aACqep6bZanbiK/gE0aNvCkkYOPb61crF8UR+ZYRr5OoS/vOli21+h6+3/wBagDmdMt7KK607UhpVolnd3QjtijyeZGwJwxycHJWvQK890S2sJr21FvYa4Y7a5AHmODFE4POR2xnmvQqACufh/wCR+uP+wev/AKHXQVz8P/I/XH/YPX/0OgDoKKKKACiiigAooooA5/xJ/wAhbQf+vs/+g10Fc/4k/wCQtoP/AF9n/wBBroKACiikoAWisq28RaXdXptIbkNKDtHykKx9AehrSlkSGJpJGCogLMx6ACgB9FZuna9p2pzNDaXG6QZO1lKkj1GeoqxcahbW1zb20soE1wxWNOpPGfyoAtUVm6lr2naXOsN5cbJGGcBS2B6nHQVoI6yIroQysMgjuKAHUUUUAZ0f/Ix3H/XpF/6HJWjWdH/yMdx/16Rf+hyVo0AFFZupa9p2lyrFdz7ZGGdiqWIHqcdBV6CaO4gSaFw8cihlYdCDQBJRVbUL+2020e5vJRHEvUnv7Ad6W8vrawtjcXUojiHc9/Ye9AFiiqenanaapAZrOUSKDhhggqfQg9KuUAZ2l/8AH1qn/X1/7TStGs7S/wDj61T/AK+v/aaVo0AFFZmpa/p2lzrBdzlZGG7aqFsD1OOgrQilSaJJYmDxuAysOhB70APorLuPEGmW1/8AYpbkCbgHCkhSexPQGpNU1qx0nYLyYq0n3VVSzEeuB2oA0KKhtbqC8t0uLaRZIn+6y9DU1AGZ4e/5A8X+/J/6MatOszw9/wAgeL/fk/8ARjVp0AFFFVr+/ttOtWuLuQRxjjOMkn0A7mgCzRVLTdVs9ViaSzl3hThgQQV+oNXaACszxF/yBpv95P8A0Na06zPEX/IGm/3k/wDQ1oA06KKKACiiigAooooAKztV/wCPjTP+vsf+i3rRrO1X/j40z/r7H/ot6ANGiiqv9oWv9oiwEoNz5Zk2DnCggZPp1oAtUUnQZNZdp4j0u9vRaW9yGlP3flIV/oehoA1aKyrzxHpVjd/Zbi6CyA4bCkhP94jgVqAgjIOQaAM/S/8Aj81T/r6H/opK0aztL/4/NU/6+h/6KStGgAorM1HXtO0y4SC7n2yMM7QpbaPU46CtCGWOeFJYnDxuAysOhB70APorJuvEmlWl6bSa52yA4YhSVQ+56Cn6pr1hpLxJdyOGlBZAiF8gfSgDToqnFqdpLpo1DzNlsQW3OCvAOOhpumavY6qrmzm3lPvKQVYenBoAvVz9v/yPl5/14p/6FXQVz9v/AMj5ef8AXin/AKFQB0FFFFABRRRQAUUUUAFFFFAGZef8h7Tf9yb+S1p1mXn/ACHtN/3Jv5LWnQAUUUUAFFFFABRRRQAUUUUANb7h+lUdB/5AGn/9e6f+girzfcP0qjoP/IA0/wD690/9BFACab/x/ap/18r/AOikrRrO03/j+1T/AK+V/wDRSVo0AFUNXN8LdP7PntYZN/zNcAlSMHgY71frB8V6XNqlvZJFbi4SK6WSWIuF3IAcjJ+tAGPBLfeGv3l3qVg1tc3ZkkWKN3dmbkgY6cCuusbyK/tI7q33eXJnbuUqeDjofpXFataaXpV1pE6aa2nuL1DI7ZKhRkkbskf/AKq7e1uYLy3We2lWWJ/uupyDzigCaufh/wCR+uP+wev/AKHXQVz8P/I/XH/YPX/0OgDoKKKKACiqWqXps4AIl33Mx2Qp/eb/AAHU1meDJLiTSrg3czTTLdyqzE56Ht7UAdBRRRQBz/iT/kLaD/19n/0Gugrn/En/ACFtB/6+z/6DXQUAFRzxiWCSMsVDqVJBwRkVJSEAggjIPUUAcRdW2p2mlafYOluIobyJYZo5MmXknOO3FdVrVn/aGkXVp5vlebGVD5wB9faoLLw9p9jdfaIUfI5RGcskf+6vQVo3EEdzbyQTIHjkUqynuDQByx/tM6xoSXUEELRvIv7p925AgyenA6cVPrNrDD4l0SVF/eS3EhdjyT8nT6e1aem6DZaZMZYRK8mNqtLIXKL6DPQVYu9Ogu7u0uZd3mWjFo8HAyRg5oAranGl5Hd2llJbpevGFkLDnYc9cc+tL4duYLnRLVrZGSNF8sKxyQV4PPfp1pdT0S01ORZJjLHIoxvhkKFh6HHUVdt7eK1t0gt4xHFGNqqOgFAEtFFFAGdH/wAjHcf9ekX/AKHJWjWdH/yMdx/16Rf+hyVo0AZt01taXjvDAJdQulC7c8sB6+ijNSaPp66VpcFkrF/LHLepJyf1NU7/AMNWl/fveSXN5HK6hT5U2wYHappdHX+xG02G5uAD0laU7x82fvUAZvju1hbw5d3LJulQIqk87fnGcDsfepNfN0dY0RbdY2BaU4kOF3+X8pP61ranp0GqafJZXJfypMbtpweCD1/Clv8AT7fULbyLhW2g5Vlbayn1BHQ0AUdBvJZrq/tLyOAXls6CWSBSFkDLkHnv2rZqnpmm22l25htg3zNud3Yszn1Jq5QBnaX/AMfWqf8AX1/7TStGs7S/+PrVP+vr/wBppWjQBztgxfxB4hEwHyrEq5/u7D+maseD/M/4RbT/ADs7vL7+mTj9MVJqXh6x1K5+0TGaOQqFcxSlN6+jY6iprjTFeOyit3aCO1kVgqMQCF/hPqKAOd1K0vtP0vW4o1gksp/Mm88yZcEgfJj1q5pXnf8ACURLcZLLpUfX+9uG6tB/DunPqBvDG+5m3tGHPls394r0JqTVNEtNVeOScyxyxghZIZCjYPUZHagCp4Q3/wBmXG4/u/tc3ley7u345rdqCytIbC0jtrZNkUYwozmp6AMzw9/yB4v9+T/0Y1adZnh7/kDxf78n/oxq06ACsHxGW/tDRF/5Zm8G7jjODit6qmo6fb6nam3uVJXIYFThlI6EHsaAM2x3jxjqm3/VeRFu9N3P9K3ao6XpNrpSOtv5jNIQXkkcsz46ZJq9QAVmeIv+QNN/vJ/6GtadZniL/kDTf7yf+hrQBp0UUUAFFFc3dwtrHiO5sXu7mCG0hjYCCTZl2zyfXigDpKKyPC99Lf6HDNOxeUFkZj1YqSM/pWvQAVnar/x8aZ/19j/0W9aNZ2q/8fGmf9fY/wDRb0AaNczDaw2njyNIU2g
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" alt="Включение дополнительных расходов и непредвиденных издержек в общую смету"></p>
<p>Оценка финансовых затрат на проект включает не только основные параметры, но и дополнительные расходы с непредвиденными издержками. Определяйте предварительный бюджет, учитывая возможные риски и неожиданные обстоятельства, которые могут повлиять на финальные объемы и цены. Для этого анализ проводится с учетом следующих факторов:</p>
<p>1. Сезонные изменения в стоимости материалов и тарифов на услуги. Учитывайте колебания цен согласно временам года и добавляйте процент на возможное удорожание материалов.</p>
<p>2. Запас по финансированию на случай задержек поставок или затягивания сроков из-за плохих погодных условий. Например, добавьте 5-10% к общему бюджету в виде &#171;подушки безопасности&#187;.</p>
<p>3. Вероятность ошибок при проектировании. Рекомендуется включать в смету дополнительные средства на корректировку проекта, особенно в начальных этапах завершения чертежей.</p>
<p>4. Резервные средства на изменение объема работ. Изменения в законодательстве или технологические обновления могут потребовать дополнительных вложений или изменения используемых материалов.</p>
<p>5. Непредвиденные работы, необходимость которых выявляется уже в процессе выполнения основных объемов. Иногда привлекаются дополнительные специалисты или требуются специфические технологии.</p>
<p>Итоговая смета формируется с расчетом дополнительных фондов и резервов, что позволяет минимизировать риски остановки проекта из-за финансовых убытков и повышает гарантии его успешного завершения.</p>
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		<title>Как правильно выполнять рекультивацию земель после строительства</title>
		<link>https://aktaustroi.kz/kak-pravilno-vipolnyat-rekultivatsiyu-zemel-posle-stroitelstva/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:17:09 +0000</pubDate>
				<category><![CDATA[Земляные работы]]></category>
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					<description><![CDATA[Первым шагом в процессе восстановления участков является тщательный анализ почвы. Определение уровня загрязнения, степени истощения и pH почвы позволяет выбрать правильную стратегию и средства для восстановления плодородия. Рекомендуется использовать профессиональное оборудование для точного анализа состава и структуры земли. Следующей задачей является выбор растительности, способной адаптироваться к текущим условиям почвы и способствовать её восстановлению. Рекомендуется отдавать[...]]]></description>
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TMkZzjYFOBimrWuzSpyQXM0dvqfh+zvIG8mJYZ8fKyDAz6Eelc34cS2k1J7S/t0ctlQHHKsO3867azdpbOCR/vNGpP1xXA6u5tfFF60JwySrIPY7Qam2lzOtGMbVEjpdc0S0TSLmS0tY0mjTepUc8cn9K5rQbVb/VII3UNH99gehArvbWdL2yjmXlJUzj69RWB4U002d5qG8f6mQwofbr/LFO11cdSkpSi0WNastK0zSbi7NlDlF+QY6seB+tQeGtLsrvQ7ea6tY5JW3bmI68mqPjy88yaz01DxnzpPoOFH863PC3/ICg+rf+hGm9Eivd9py2Oa8V28FlqsEFtCkSNDuIXuc109voumvbxs1lESVBJx14rnPGv/Idtf8Ar3P/AKFXZ2v/AB6w/wC4v8qT0Yowj7SWhwghibxbJaeUogW4CBO2MV1suiaYsTkWUWQpPT2rlE/5Hmf/AK+x/IV3U/8AqJP90/yptK4UoRvLTqeYWSSXjRxxrmSRsACu40/w3ZWsQNwgnlxlmfoPoK5vwOivqKFuqxsR9eldvfwJc2E8EkphSRCrODgqD70rK5FClHWTRmwy+Hr24NrAbKWUZGxQO386z9d8ORRWz3VgpUoNzRZyCO+KdaeHdHs5IpIdQw0TBgfMTqK6A3lmwINzAQeD+8FNxu9EaumppqSOK8NW8F5qnlzxrLGYycN0rc8QaXYWmh3dxBaRLJGmVYDpyKxvB+F1yVFIKp5ijHTGa7W4t4rqB4J4xJE4wyt0NJKzIoU1yNM860pEn1C1SRQyPIoYHoRXcNoemBSRZRdPSpItG02GRZIrONWQ5UjsauP9xvoaSVmOjQ5E1LU848Pol3qduk6KyO5BU9D1rsr3RtNisriRLKIMkbMDjoQK4/wp/wAhW0/3z/WvRZEWRGjdQysCGB7g09mTQimpadTy20bzREWH3iM16GND0vA/0KL8qE0HS4wAllEuOmK0RRazKpUOS9zzuxiim8SNbvGphFyybO2ATxXX3Gi6altK62UQZUYjjviuS0v/AJG2T/r9f+Zr0CRVZGV/ukEH6UbMVKEby06nlUDmSFXPUipO1dxFoOhypsgijYL/AM85ScfkaxvEGgJp9sbu2ZjCpAdG5K56HNTJa6HNUw043aNrTdG06XTbaSSziZ2iUsSOpxXMayIbHxJLFFbxmGMIfKI4ORzXbaT/AMgm0/64r/KuI8Tf8jPd/wC4n8qrozorRSpXsdXZabo17ax3ENnEUcenQ+lYV94fk/t5beBCttN84YDhAPvD/D60/wAHz3K3skCAtbsNz+insa7CkrNDjGNaCbRly6Ro9tbtLNawrHGuWdvQd64Oa7S9upZoLdbe3ziJAOcep966Lx3JdsltaKu2zkOZHB+8w6L/AFrmwoVQAOKcrKNupjipRXuJCHoa7yy0fTJLGB3s4mZo1JOOpxXCYpYII3voGYHPmL39xURavqY0KkYPVHoP9h6X/wA+MX5VBfaPpsVhcSJZwhkiZgcdCBWwOteTSW8cl3dM4JPnv3/2jWita7O+q4U43aNvw3o51ZBPOStuvBI6sfSunnt9D0iBXuUtoUJwDJySfx60/wANxpFoNoEAA25P1zVXWtF0/Ur6Oe9vDG8abVj3qABnrg0JK4qdOMY3SJhpej6pbCWCOJo26SQnFclq+nPpd55DncjDdG/94f4112lW+n6VFJHDfIyOd2GkXg1leNpbeWztJIpYndJtvyuCcEHP8hS5bkVaSlC9rM0NJ0jT59KtpZbSNnaMEsR1NLF4fsIbua4mSMxswEcZ4VBgfmSauaH/AMgW0/65iuQ8aM9zr6W8pJgihDKmeCSTk00l1LahGCk0dbdaLp9zEUa2jQ44ZBgiuFv7R7C/ktZeSh4P95T0Ndp4XkeTRIvMJbYSgJ9AawfGoC6zZsOrwkH8G4/nU2uZ1oRnT50jo49E0xo1JsoskDtUFjoNjZktcLHLK7kru6AZ4AH0rWj/ANUn+6K8310yXXiS9kmZj5MmyMZ+6AO386pJWuzWfJCPM0drqGgWV5CypCkMuPldBjB9/UVxVvCV1KO3nT5lmEbqfrzXoOlyPNpttJIcu0YJJ78Vx2qhU8bMq9GeJj9SBUtXVzKvTi0ppHTzaJpiQyMLKLIUkce1cVoVjLq86IPlTrI3oP8AGvRplLwui9WUgflVDRtMh0XS1h3DKjdLIeMnufpTsmjWdGMmhRoWmAAfYojjuRXP6TZ2k/ifVLWW3jaGE4RSOF6V1sMqTwpLE26N1DKfUHpXm+sKH17U1PQzf0FPS2pNZRhHmsd3/YelnpZQ/lR/Yel/8+UP5Vk+Bo1jsroKMZkH8qh8fqHtbBT0M5z/AN8mhWbKTg4c9il4mtIoNatbSygVBLFnandt2K3NN8M2lvGGu0E8x65+6PYCud8JW0K67G23lUYjPriux1yeS20S9mgJEiRMVI7HHWlZN6GdKMJt1LDRaaTM7QLFaO69UXaWH4DmsbXPDkcUD3NgCuwbmizkEd8Vy2kp9muraaLPmh1O/ucnmvU8A9RQ7N2RUeSsmrHBeGbeC81Py541ljMZOG9eK6W98O2M9uY7eCOByR+8A5Azzj8K5/wmAviK4RfuoZVH0DV1GvTyW2h3s0BxIkLFSOx9aFHWwqNNKDTQW+labEhijtoWK/ezhj+NYXiXQora2N7ZpsVP9ZGOmPUVjeEw1tq9syMxaXiQ5+9kd673UUWTTbpG5VonB/I0WV7IaUKsWkjk/CtlbXtxcLcwrKqqCAw6c1N4usbTT9Pge1to42eYKSBzjBpngJtzTk9fLX+ddBrOlLqwtY5GxFFMJHHdgAeKEraMmlTTpWsYXhrQkuUN3ex7oyMRo3f3rQ1vSrC10a8nhtIlkjiZlOOhrZeWC3aGEsqGQ7I19cDOB+Aql4k/5F3UP+uDfyoSNY0YxjaxzPhK1t764lW6hWUCMMA3Y5q74tsLPT9LjltbaON2mVSwHbmoPA3/AB9Tf9cR/Ouh1rSxq0MEDttjSYSP6kDPAojYyowUqWxgeGtCjugbu7iDQ9EQj73v9K1tW0jT7fSruaKziDxwsynHQgVqNLBaiGIsse8iONfU46D8BVfXv+QFf/8AXB/5UJao1jSjGNjzmM7olY9SM06mQf6hP90U+s3ueRLdhRRRSEFFFFABWRrP+vj/ANz+tbFY+tf8fEf+5/Wt6HxnThv4hsUUUVznMFFFFMApKWigD06D/j3j/wB0fyrzbVk8zX9R3O/E5A+Y8UrX2pE5XUrlR2AfgVXVW3vJJI0jyNuZmOSTWvMktGd1XEKULR3PQPDa7dBtRycKepz3Ncx4wwPEkZIyBbrx/wACNZv2y+RFjhvp4o1GAqNgVC5mln864uJJ5MbQ0hycUuZW3CWIjKny9T021minto5YWDRsoKkVzF34Oe71ae7mu1dJX3fMCWUenpXPw3V3a5+yXcsGeoU8H8KS5vNSvEMdzqM7xnqgO0H64qoyVty/rNOUfePR7EwfZI1tHV4UGxSpyOOOv4Vw+vqV8XXGR94REe/ArPhnurWBYbW8mgiXkLG+BQjTzXkctxcSTvkKC5yQM0rqzJqYiE4cqPTu1ZFx4f068vGvCG3M3zhG+ViOOa1x2rzY3l5a6nqP2S7lhzdSZCnI+8exp2VtTpqyjGN5bHok88NpbPNM4jhiXLMeABXmUl0b+/ur5gVE8hZQey9B+lLdy3eoFft97LcKpyEY4X8hVvStPOoXX2aN1jbaSCRkcUm1ayOStWVRckDofB17uilsnPKHen0PX9f510mFTc2AM8k/1rC0Xw8+nXf2maZXYKVUICBzT/F2pf2fokiI2J7n91GB156n8BRFN6HVR5o07SOKu7s6nq13fE5V32x/7o4Fd34X/wCQHB9W/wDQjXAQxiKJUA6CrAu72ONY4L2eGNeio2BSck5XOOFdKq5yO61LQbPU7lLi48zzETYNrYGM5rRRAkaoOigAV5p9t1P/AKCl3/38o+26n/0FLv8A7+VV13Oj6zSvc7geH7Iam2oDzPPaTzD83GfpWlP/AKiT/dP8q81+26n/ANBS7/7+UhvNSIIOqXRB/wCmlF473BYmkthfD96dPnguMEqpIYDup616HKltqunPHuElvOhUlT2NeaxRiNAg6Cpobi5tmLWtzLAx67G4P4dKnmVznpYhQbT2N+38CWyTDz5VkhXsFwzfU1HrmgeH9JsmnmEiMf8AVxq+S59BmsltW1kjH9qzAf7q5/lVNo2lm865lkuJf70jZNXzJdTV1qSWhteDABqq7U25iY4/Kul8Ukjw3fEEg+X1HHcVw8U00DFreV4nxjchwabNPfXETRTahcyRtwyM+QaiMluyKOIjGNmS6JEBqtk258+Yp+8a9KfPlt9DXl8TNEytGxVl5DDqKka91Js/8TO6we3mUKSb1YUcQo35ibwp/wAhW0/3z/Wu/wBRz/Zt0R/zxf8A9BNea22612mGRkdejA8ipHu9RkRlbU7oqwwQX4Ippq+46WIhG9yrYxBlgYu5JIP3zXq46CvLYh5SKqn7vQ1O1/qTMT/ad0vsHpcyb1YqWIUW+Yt6X/yNsn/X6/8AM1300fmwvHnG9SufTIrzCAyQSGVZX84sW8zPzZPepftupk/8hS6H/bSndNsqniIRcr9TsNC8MwaJMZo53lcrs+7tGPpUfjO/httDltmYefcYRE79eT9K5I3mpEYOqXf/AH8qusIMplkd5ZD1d2LE/iafMlqyniaajaJ6Vo//ACCLP/rin8q4zxDE83iy4jjUs7rGFA7nFUje6gAFj1C4jRRgKr4AFRxy3KXLXJupWuGGPNJy350rxsRUrwnDlPQdH01dMsliHMjcyN6msSXxUD4lFtEVNjFmOV/Vz3HsOn51zZvNSYEHU7vB/wCmlQQxLCmxRxRzRS0KliYxjaB6Xf2UWoWUlvMPlccEdVPYivPLm3ls7mS2uBiSM4PofQj2pTe6icBNRuUUDAAfgVC7zzSeZcXEk7AYBc5OKT5WtzOtVhUj5hUtr/x9w/8AXRf51FSqSrAg4IOQfSszkTsz1EV5X/y83P8A13f/ANCNWGvtSZsjU7ofR6rxpsByxYsSST1JNaSa5bI669eNSNkdd4U1OIwfYJnCupJjzxuB7fWrHiDw1DrM8dxvCTouz5hkMOtcWRmrKanqkSBIdSnVR0BIb+dEZeY6eIjy8szorbwRpiQbbhWkl6llO0D8K5rVrbSbXUvs2m7pWj/1kmQVB9BTbi91O7Qpc6lcOh6qp2g/lUEcSQptRcCqclbcKtany2iejaF/yBbT/rmKj1LR7LVZleYkTRDG5GwQD2NSaH/yBrT/AK5iuS8Szz2/iuV7aeSF/Ij5Q49fzpLY621GmnLY7a2t4rO2SGFdsaDFef8AiDUU1TxAzwMGgt08pHHRjnJI/wA9qr3V7qV7GYrnUZniPVBgA/XFRRRpEqqgwM0OSS0OariIuPLE9Qj/ANUn+6Ky7zQNP1C7N027eTiTY3DY9fetSL/VJ/uivPLu7u7TXtUNpdSwZuGztPB/CmkrO501JRjG8tj0Fnitbcs7LHDEvJJwFArzuK8/tPxK18ARHJOojz/dBAFV7ue91ABb6+mnjHOwnC/kKIz5RUx/KVOVI7UnJJWRy1sRGStE9RrifGWttcSNo9k+FH/HzIP/AED/ABrIa+1MsT/al0M/9NKrxRLFnqxY5YnqTT5orVbl1MVHl93c9L0sbdLtFA4EKD9BXn+q/wDIw6l/12/oKa17qHyhNQuUUDAVXwAKgAfzHkkkaSRzlmY5JNS2uUzq14zp2W51/gv/AI87n/roP5VB49/499P/AOu5/wDQa5xLm6hQpbXUsAJyfLbGajmkubkp9qvJpwhyokbIBoi0lqEa8VS5WWdPu2sb6K5UZ2Hkeo7ivQIJ7XU7ItGVlhkUqw+vUGvNqfFLNbvvtp5IX9UbGamLsZ0K/s9HsdjZeFrS0uklEsjqhyiN29Oe9WfEGtQ6NZNIzBrhwRDF3Zv8K4t9W1hht/tSYD2Cg/niqXlFpjNM7zSnq8jZNaJxWp0fWKcF7iNrwQjJqgMhy7RszH1JIruJxE0LpPt8tgQwboQa4zwl/wAhn/tm39K6LxRz4a1D/riaUfeZphneDbDT9AstOufOgDlgMKHbIX6VD4r1SPTdHmXcPtFwpjiTuSeCfoK4+HVNUigRIdRmRQOAcNj86qsjzTm4uZnuJj/HIcmmnFamf1mnFe6dJ4ETy5J19I1/nXWXNxFa28k87hIo1LMx7CvNo7i4hDfZp5IC3BKHBNR3El3dReVc31xNESCUd8g1KcXuTSxMYws9zX0vUpta8X297JlYU3LBH/dXB5Pua6jxJ/yLuof9cG/lXBQyPAwaB2jdejKcEUS3F/NE8UuoXLxuMMrPwR6VSmm7sIYpa8xu+B/+Pmb/AK4j+ddfPNHbwvNM4SNAWZj0ArzSGae3U/Zp5ISRgshwcU2eW8uojFc31xNEeqO+QamLj1FRxEIRszVstTl1zxda3TZW2jcrAnoMHk+5rrde/wCQFf8A/XB/5V59E7wMrQsY3Xoy8EUstzqEsbRy6jctG4wyl+CPSqU03djhilrzEEI/cR/7op9CqEQKOgpaxe5wt3YUlLRQIKKKKACsfWv+PiP/AHP61sVj61/x8R/7n9a2ofGdGG/iGzSUtFYHMJRS0UAJRS0UAFFFFABRRRQAlLRRQAUKxVgw6g5FFFAzRbxJrm75bqEDtmEVmDzGkkllYNJK5dyBgEk5NOoq3NtWNJVZyVmwqazu5rK4E9uVEiggbhkc1DRUmabTujVPirWiuALQe+w/41k3El1f3X2m/uDNKOF4wqj2Haloq3UdrG0sRUkrNhRRRWZgFFFFABRRRQAlLRRQAlLRRQAlLRRQAlLRRQAlLRRQAlLRRQAlLRRQAUUUUAFJS0UAFFFFACUtFFABSUtFABRRRQAUUUUAJS0UUAXo9d1e3hSG2uIkjQYAMQNUrie6vbxru8kV5SoXKrtGB7UlFXzu1jZ1puPK3oFHeiioMTQPiPWwcR3UIUdAYQazi0ss8087hpZn3sQMDP0paKtzbVjWVaclZsSiloqDIKSlooAKKKKACiiigBKKWigAooooAmtLy4sZTNauqS4wCVyKku9Z1i9tZLa4uojFKu1gIgDj61Voq4zcdjWFWcFZMRRhQPQUtFFQZiUtFFAhKWiigAooooASloooASilooASilooASilooAKx9a/18f+5/WtisfWv+PiP/c/rW9D4zpwv8Q2KKWisDmEopaKAEopaKAEopaKAEpNw9aU0ynbQq2lx2R60ZHrTaSiwrD9w9aNw9abRRYLDtwo3Cm0UWCw7cKNwplFFgsP3CjcKZRRYLD9wo3CmUUWCw/cPWjcPWmUUWCw/cKNw9aZRRYLD9w9aNw9aZRRYdh+4etG5fWmUYosFkP3L60bl9aZijFFgsh+5fWjcvrTMUYHpRYLIfvX1pN6+tNwKMCnZBZDt6+tG9fWm4FGBRZBZDt6+tG9fWm7R6UbR6UWQWQ7evrR5i+tN2ijaPSiyCyHeYvrR5i+tN2j0o2j0osgsh3mL60eYnrTNq+lG0elFkFkP8xPWk8xPWm7B6UbB6UWQ7If5if3qPMT+9TNi+lGxfSiyCyH+Yn96jzU/vUzYvpRsX0osgsh3mp/eo82P+9Tdi+lHlr6UWQWQ7zY/wC9R5sf96m7F9KPLX0osgtEd5sf96jzY/71N8tfSjy09KdkFojvNj/vUebH/epvlp6UeWnpRZBaI7zY/wC9R5sf96m+WnpSeWnpRaIWiP8ANj/vUedH/epvlp6Unlp6UWiFoj/Oj/vUedH/AHqZ5Sf3aPKT+7RaI7RH+dH/AHqPOj/vUzyk/u0eUn92i0QtEf50f96jzo/71M8pP7tHlJ/dotELRH+dH/eo86P+9TPKT+7R5Sf3RRaIWiP86P8AvUedH/epnlJ6Cjyo/wC6KLRC0R/nRf3hR50X94Uzyo/7oo8qP+6KLRC0R/nRf3hR50X94Uzyo/7oo8qP+6KLRC0R/nRf3hR50X94Uzyo/wC6KPKj/uii0QtEf50X94UnnR/3hTfKj/uijyo/7ootELRH+dF/eFKsiN91s1H5Uf8AdFKEVfujFK0RNR6EmR60ZHrTKKVibD8j1oyPWm
UUWCw/I9aMj1plFFgsPyPWjI9aZRRYLEmRWPrRzcR/7n9a1ayNZ/18f+7/AFreh8Z04ZfvDbopcUmK5jkCijFGKACijFGKACijFGKYAaYAScAEn0FPNW9E/wCQ1Z/9dBVLY1irpIpeVJ/zzf8A75NIVIOCCD6EV1mv+IrzTNW+y28MDp5SvmTOckn0+lGqvFqvhVtRkgEU0a7xj2OCM9watwOl4dapPU5Kir2naVeakCbaMbV6uxwKXUdHvNNAa4jBjPG9TkZ/pUWZz+zlbmtoUKKuDTZzpbaj8gt16ktz1x0p66RdGw+3MqR2/BDO2MgnGaLMFTk+hQoq7qOmXGmNGLkKPMBKlTnOP/10DTLg6Y2oHYluvdmweuP50WYezle1ilRWpZaDe39stxbiPy2JAy2DxUzeF9SRSzLFgDJ+eizH7KbV7GLRV3T9Mn1G2kntthjj+8WbHbNUgQQCOhosyXFpXaDFFXtO0q61IyC2CHy8Z3HHWrv/AAiup/3Yf++6LMpUpyV0jExRWjBot3cXlxaRiPzbfG/LcDNVrGzl1C4EFsoZuTkngAUWYvZy7Feircunzw6ktg+zzyVGAeOenNXz4Y1EHB8gH08yizGqU3sjFoq5f6bdacyi6i27vusDkH8as2OgX99CJo0VI2+6XOM0WYvZybtYyqKvajpV1phU3KDaxwGU5GaS60y4tLGK8m2eVNjbhueRmizD2ctdNilRV2HTLibT5b5NghizuJbnjrSWmmz3lpNdQ7PKhBLlmx0GaLMPZyfQp0Vb07TrjU3ZbVQdo3EscAUsWm3M1/LZRIHmiJD4PAx70WYckmr2KdFbQ8MajnBEAb08zmsu7tpLO7ktptvmR43BTkDPNFmEqc4q7RDRS0lIgKKKs2VlcX83lW6biBkknAUe5ppX2Gk3oitRitG50e5trdrgGGeFeGaFw2360600S6u4o5YXt8SfdVpAG/Kq5JXtYv2c72sZmKK0b3R7ixgkmnlt9sf3gsoJ/Ki30W7nt1nYxW8TfdaZwu76Uckr2sHs53tYzqMVZvbG4sJRHcx7SwypByGHsar9s1LTTsQ007MSirdxYT21zFbuA0sqhkVTnIPSi50+4t7xbR1VrhxkJG24/pVcr7FckuxUorX/AOEevvubrfzsZ8nzRv8Ayqja2M91ei0jXbMSQVfjBHUUOEl0B05LdFairF7aS2N29tcACRACcHIwamfSrlNL/tFwi2/u3PXHSlyvawuSV2rFGitK00W6u7VbmNoViYlQXk28iludDurazluneBoohlikgbFP2cnrYpU5tXsZlFaFlpFzfWxuIjEsYbaTI+3mpZNBu47eWcvbskSl32SgkAUKEmr2BU5tXSMqjirtjplzfRtLEESFfvSyNtUfjSXumXNiiSShHifhZY23Kfxo5JWvYXJK17FOjirE1pJBaW90+3y5yQmDknHWnXdhPZRxPcKqed91NwLfiO1Lll2FyS7FWitVNAvGRGkaCFpPuRyyBWb8Kz7iCW1neCdCkiHkGhxkldoHCUVdoioqxZWct9crbwAeY2SMnA4q7HoF44UFoEmYZWB5AHI+lNQk9hxhKWqRlUVKLeY3H2cRN5+7b5eOc+laQ8PXhfyzLaib/nl5w3flQoSeyBQlLZGRilCM33VY/QE1o6XYCXWVtbtCojy0qn0AzitRLjxLMgks4rWyt25hh2rv29uDVwpcyuzSnR5ldnOyQyQ7fNjdNwyNy4yKjqe8kvbi+Z9QkkkuB8m1lxt9gBV5fD96QvmGCF35WOSUBj+FS4Nv3SHBttR1MqiraadcNfGzdVimGSRIdo/Orv8Awjl6I/M8y12Zxu80YpKEnsgVOb2Rj0VLcwm2uXgdkZ0xko2R+dRVLViGmtGFFFFIQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZOs/6+P8A3f61r1kaz/r4/wDc/rW9D4zow38Q26KWkrmOMKKKKBhRRRQAUUUUAI1W9D/5DVn/ANdBVRulS2FwLS+huWUsIm3FR1NWtkbQdrM6bXtV02z1XyrnSzcz+WreYFU8ZOBzWJrOvzapbCygtfstpxuycswHQcdBVbV9Q/tTVDdrC0K+WqbWIJ4J/wAarfjWkpWeh01a7TaidZLHbJ4Pt45b1rKGTbulRSSSTnHHrVNNQ0e20C6sP7Ta5Dq3l7o2yDjgZ+tVbDXI4LBrG+tDdWvYA8jv3pt/rkcunnT9KsWtYWPzySYJx3wOefeqi1Y2jVi4p36Gpp0dtceCCl9P5EDN88n935hWd4uinfULeORAljHFiDa2Q/qT+lV5NWA8NvpIt3Z3P+syMD5gafdawtxokdhNbSSTRY8uVSOMdP04pJ6aEupFw5U9bGneK2seFIZUG64tXAPqex/Q5qDxa621lp+jRnjAkk+i9PzOfyq34OW5R7lXjZYWAOWGPm//AFVz9/eLf69cXjfPCHEaD1ReP15oT0uDlanzvd6G3uaPwBcNG7IwzhlOCPnHen+Eix07UN0kj8fxsWx8p9azdV12C50o6Zp1lJBExG5nIwADk45NJpOsrpdpcRNbvKZum0gY4xRtZB7RRlFXL/ggK2h3au21SMFvQbetU7DSNKvClvZawJJdvygxkZxUOgaxHpGnyW81rJP5uMhGAwMYqW01rTLCRZbPRJVlUYQtNnH55p6ME4SilKxnXkE9lczWrSOjofm8tiM+h4rf8TPIvhzS9ksiFmQEq5BPyHvXO3FxPfXk95chRJMc7V6KAMAVf1bWBqGn2dmlu6fZ2UlyRg4UipWjaM4TUXJJ6dDS8Ertub05ZiyqSWOSeTU2jomgR2VrMoN/fyfMv9xOv6fzNZOiauukPNI0DzeYAAFIHT61Xj1OWXXv7WukJYN8sYP3UHQCmmrXZdOrFQTk9TSv/wDkfV/3of5VY8SWmkza0r3+pG3l8oAIEJ4yeciseXVBc+If7U8h0QFDsJGTtFXLzXNLvrnz7nRp3k27d3m44H4076spTjeWpY8WeadP05IAJLFcHz92SxxgD8fWo7yydNPt213WXt4D/q7eMcnjpx14qlq+ttqVrDZW9p9ltYmDHLZJx0A9BVy416wvLWFdS0ySeaEfI0bYBP5gjNF9Q54c979C14heJ/CFo9u8jxeZHsaT7xHPWo/EX/Iq6X/vx/8AoJqhqWvDUdGWzexMMisrLsYbFAPA/KrJ8RWbWNvaXWlyXKwquCWGMgYzQNzi29ehPYf8iPqH0k/kKPDKPL4c1KONdzujKo9SU4q3oep2WpNJp0emNBC6FmViCrdjWPo+vLpEFzH9leVmmbaFIAAHAoS0QLljyu+huaP5OkT2ejKA91JGZbhh/Dgcfr/Ks7Sr9LPxVqcbxu/nzlRsGSCKytK1OS01WTU7tWmmk3Fgpx16AewqfT9ags9RvdQkspZJbiQsihh8gP8AWh2ewe1i7WezNW20Wy07xJDI+o77qRmkSJxljnNYviH/AJGW+/4B/wCgiorDUJItZOq3imSZmLMq9hjAUewqO/u/7Q1S5vBE0Sy7cKxyRgYpSadzOrUjKDSLFtBprwK93qYtpDn5PKLfyqT7Nov/AEHB/wB+GrNoqVKPY5VOKWsSW5FslwUtLj7TGAD5mwrz6c05ZLwadcwwMy28uBMVXP4Z7VBV7T9QFpHPBPD59rcDEkecH6g+tEWubTQItc91oa3hu30uG+aC1vWkaWErJD5RCkY7n2rE0BEbWbJtoYrMAD9DVo6xaWdtNHpFncpcTKUM1ww+QH0x3qlpkq2F1bylSywsG2jqa2lJKx0TmkorqOvYYX8R3vmKCDeMCcdt1WfFQM3iOaOUZjgjRYkPQAjOQKozTG5vbq52FBNM0gUnkAmtKbVbK8SM6pZzvPGuzzrdgC49waXNdyVxc93KKY6c7/BkTOcmG7CRk+h6j9ayO1WtS1FtQWC2gtvstjbnckZOWZvU1VrOo1ojKs1dK+x111HENUiuLdhNqUdgpgtmGAevzZ/PisjwlH5V3dzsN10sEkmSOS/eqt9qj3OrW95BG0Rt4VRSx6kE/pUj6vs1s6hZW5iLDLoxyrHv+BrZzVzolUjfR7GVa7kKXW4m4J8wy5+bd65rr8KPHsOAAXtw7gf3tpH9KyRqWjxTfaI9KuTMDuEXmDys/wCFQ2OqzR642r3ieZI2cxx8YGMAD6UJqOrfUSajrJ3uyzepJqttp10nMzSNZyn3DHafyzVzV7pZ9A1eCI/uLSWK3j/4CVz+uay9H1ptLtrkG3MrSMZI1yPkfnB/Wq0V2YfD9zp7Rs8tzIrmTPAIIJz+VUpx37lqpC9+5cv1V/CNgGAI+1twfoadYRpH4T1kIoGdnT61Uub4SaRa2AibdFMZGfPGOeP1p0d8INGvbHymdrrbhgeFwazU1da9DJTXNHXoTzAN4JcEcG8SnaJGkel63sUAm0PT6GoNQ1GCbTY9NsbSSKLzRLJJIwJJHYU20vxZ2V/CYmka6hMa4P3evJp8yTirj5lGUVc0dRj03+wtHgvbqeGIx+YEiiLCRsDJP0z+tV1vNIt9GvrO2nupfOXKK1uQFcdD7VHa6lD/AGdHZajavPFEcxvG2HT1x6im3Wqx/YXsNKtJbeKU/vppmBdh6DHSr509S/aReuhqww2lxpWhfbJtjCRzHGRxK390ntWbZxTXHi1ZdSjC3D3A3J1CgdAD6dKr3t99osNPs0iZTali0meDn0qS/wBUN3LaTrEyXcShXmBGHx0P1qXNWSRLqR5Ul5EGrbrjXL+a4yXExQZ/hUdAKL2W7uJ1mvWYsUCpuTb8o/n9avXGpaZdTfabzTrg3JwX8hxskI7nPIqhe3s+pXzXMyCJdoSKFTwijoKieqbuZ1NU5c25o+Ff+Q9D/ut/KsdXlku5byViblpS249QQePyrZ8K/wDIeh/3W/lUZ1TSzcPdvpU7XHmE+WjjymYHr6iiCvDfqOCbpaO2pf1KO6k8XINOdY7l7dXZyAQvUEn8KzIrXRLW8UyanJdXXmgkwQk5fP8Ae+tNsdXuYtZl1S5RZHmBV4weAnZR9KVb7S7NhJp+mXLTKcoLhx5aH145Nac0W3Y15oNuzN2AhfiFcA94h+e0Vyc7yXOoXF5OzGcythiTlMHgD0xV681R7jXDqVujQuAv3iDyB/KrE2paRLcG6n0y689juZInHls38xSlLmukyZTUrxi7amnIEm8TaLLMB5k1vvcY6sOhrmLzdc6peXFxlpTMwyf4QDgAVNNqV3d6t/aUmI5VwIkXpGo6D/Grs+p6VczG5u9NufPbl1hcbHPvnkUSkpXjFhKSleMWL4iPm2mjzSndLLAVfPVgMYP61HdxIPBlqmwbft3T8DVPUL6bVL0XM0awpGnlwwqchF/xqS4vxJo0GnrE25LjzS+eMYIx+tLnXM7PoTzrndn0KaoiDCqB9KdWjoqwNdSC6g82MRMxPaPAzuNZcLF4lY9SM1ztO3Mczi+XmH0UYoxUkBRRijFABRRijFABRRijFABRRijFABRRijFABRRijFABRRijFABWRrP+vj/3f61r1ka1/r4/9z+tb0PjOnDfxDcopaSuU4wooooAKKKKACiiigBH6Uynv0plafZNPshSUtFIQUUU4RuwyEYj1AoAbRjinGNwMlGA9xSBGJACsS3TA60aj1L11r2rXNsbYXEcURXaTGmGI+tZyII0CLwAKeyMrbWBU+hGKFUscKCx9AM1Tk3oXKpOejEopWUqdpBB9CMUojcjIRiPUCpIsN5ozRjnHSlVGY7VBY+gGaAsJRQVIJByCOxpQjN0Vm+goEJRTjG4GSjAepFJtOMkED1xQAnNFKFJBIBOOp9KNjBd2049ccUWHYSilCkkYBJPYUbG3bdpz6Y5oEJRQRg0oVjnAJx1wKADLAHa7oSMZRip/SmKoVcDpT9hxkg7T0OOKArNnAJx6CnrsO7tYSijFKFLHABJPQCkISilZGQ4dWU+hGKTFABSU4qwAOCAe9G1sZwceuKAG0tKFJIABJPYUMjK21gVPoRigLCUUqozfdUt9Bml8qT/AJ5t+RoHqNo5pdpxnBx69qTBoEHNFLtOMkEDscUqxs+dis2PQZosMbRR7UYoEHNHNOMbr1RgPoabigdrB0opyxswJVWYDqQM4puKACjrTljdwSqMwHcAmm4oDUKKcI3279jbf72OKQIzDKqWHsKNQsxKKd5T/wDPN/yNIFLHCgsfQDNAWYlFK6Mh2srKfcYo2kAHBwe/agBKKUK2CcEgdT6UKhZsKCx9AM0CJbS7nsrgT2zBZVBAJGQM1XRSqkMckkkn3NPKkHaQQfQ0vluRkIxHqBTu7WKvK3KNooxzinCN2GQjEeoFIkbRTjG4GSjAepFIqM5wilj6AZo1HZic0cmlIIOCCCOxoKkAEgjPr3oASkp20gZwcevagqw6gj6igQ0glWUk4YYIzjNGAAAKdtO3cQceuOKFRm+6C30Gaeuw9dhtFOZWX7ykfUYpKQthKKWigBKKWigBKKWigBKKWigBKKWigBKKWigBKKWigArH1r/Xx/7n9a2Kx9a/18f+5/WtqHxnRhv4hu0UUVzHGFFFFABRRRQAUUUUANk6UynydKZV/ZRqvhQUUtJSJCtyS/u7DwvYtZTeU8lwys20Hjk96w60L6eFvDunQCRTKtwzFM8gYPNbUna/odFB2bfkXft15eeE9Ue7uDKyFAp2gYGR6Uuo6jLYaFpKWe1LmdGHnEZKIOuP0qpFcQx+F9TheVFkkZNiE8tyOlX721t7rRNIV7mO3uArGLzThXHcZ7dq3i24362OmMm4362K/nS6l4dvHu28y4sQHSUgBivcHH40X9zNo1jYWunlYri5j86abaC2OwFQ3s9vpuj3GnQ3Mdze3hAk8k7liQep/wA9alcW2sWNoDdRW95ap5WJm2q69sGhab/ELZa/FYcs0uq6FeNdkSXNkokSbaAxXuDj6VcT+1j4d0z+x2Kk7/NICnjPHWsy6nttK0i5sYbmO6vrwBG8k7ljXvk1PNHDeaFpkC6lbW7wby6yS7Sc9OlEfPexUbrfew/Xjcx6FbHVFVtQefbGyoAdvfOOKZq13Po/2XTdNZYHaESzzbQXYnoOfxqG7ubax0CbTxfx31xNIpjVGLiL1OamuVttaitp1u4be8iiEUkczbQwHQg035bilptvYSeZtT8O3F1chWu7Jl/egAF0PrTIb2407wy01pL5Ust2sYbaDxjJ60l1Jb22mHRrS5juby9lUStGcpGuR3qxqenw/Z7OwXU7GP7KWaYSSYYyH29qSi9+tgUZaS62GT3t5d+EL6S7uDK6zRhW2hcDcvHFR34dvDOlIgJZ7hgAO/WrKWUcvh+8sIb+0lndlmASTPyqQT/Kki1Sxs/DVrcMyS3kLM1vDnne2QCR6DOaaTdubsNJu3N2J38i08P6tp8XNxBbh53H99v4fwFSJi58O2enY+e6tXaM996EEViadKkOg6yLidfPnjzljy7HOasTX8cEXh94pFaS3DF1B5UcdfwzTUo202GpRtdbWH+GSlvv1GVejLBGD3dyB+lTWxJ8fTg9BMQB/wAAqLUriyTVNPsrGZWt0uDdSsDwGLcD8OaS1urf/hNri585PI80nzN3y/cx1pWUVZdybRilFdyKTw/qhknfyFcGRmG2VScZOOM1LoyvHZ6yrgq6WrZB4IODVeLSrOK9a5k1mxj/AHpk3RyksBnNXP7Wtbu5164RxHDLa+XEX48wgEZA96XIlLmBU4qfNsVtAuUntzpV2SYLkYRu6P2NLq8h0m1XRbV/9IkAe7mAxx2UfWotMubfSdMOoMySXrLstoc5IJ/iIqWW4j1PRlkvLhF1G1GN7kDzl9Pr/nvSWkdd+hMdI679DJ6DFbKzvo/h6K7tQgvbyUxrIy58tRnOB+H61jgggEVqwSW1/o6afPOlvPBL5kLycK2eoJ7daxpP3jCg7Sfcgl1eefTJba/Bu5SQYZSACh+vcVQ7c1pXKWWmWE4lmt7y+mAWGOJt4j/2iazR0GeTRU5rLmFV5rLn3NXWiRpmiAHgxPn9KMkeDbsg4P2pB/KpruG3vtO0sDULOFoI2DrLJg84/wAKlWzjl8PXVjDf2k0+8T4STPyrjP8AKtlFuV/I6VBuSdtLD7Wz1CDQoJdIiQ3dyxMkzYzGnoM1I1lqVzpF0
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alt="Как правильно выполнять рекультивацию земель после строительства" title="Как правильно выполнять рекультивацию земель после строительства" /></p>
<p>Первым шагом в процессе восстановления участков является тщательный анализ почвы. Определение уровня загрязнения, степени истощения и pH почвы позволяет выбрать правильную стратегию и средства для восстановления плодородия. Рекомендуется использовать <strong>профессиональное оборудование</strong> для точного анализа состава и структуры земли.</p>
<p>Следующей задачей является выбор растительности, способной адаптироваться к текущим условиям почвы и способствовать её восстановлению. Рекомендуется отдавать предпочтение <em>местным видам растений</em>, так как они имеют большую устойчивость к местным климатическим условиям и болезням. Дополнительно они способствуют сохранению биоразнообразия региона.</p>
<p>Очень важно применение фиторемедиации – использование растений для извлечения или нейтрализации токсинов из земли. Некоторые виды, такие как горчица, подсолнечник или злаки, эффективно абсорбируют тяжёлые металлы и другие вредные вещества, тем самым очищая почву и подготавливая её к последующему использованию.</p>
<p>Для обеспечения долгосрочного результата необходимо установить <strong>системы управления поверхностным стоком</strong> и регуляции уровня воды в почве, поскольку избыток влаги или её недостаток может свести на нет все усилия по восстановлению. Эффективные дренажные системы и стратегии ирригации, подобранные под конкретные условия, играют ключевую роль в этом процессе.</p>
<p>На завершающем этапе необходима регулярная оценка состояния земли с помощью мониторинга, который включает в себя анализы почвы, наблюдение за ростом растений и оценку эффективности внедрённых систем управления. Это позволяет вовремя корректировать процесс оздоровления, гарантируя устойчивость и продолжительность его эффекта.</p>
<h2>Оценка степени воздействия строительства на землю</h2>
<p>Оценка воздействия работы на окружающие участки начинается с исследования состояния почвы и окружающей среды до начала инфраструктурных проектов. Используемые методы включают взятие проб почвы, анализ воды и изучение растительности. Результаты предоставляют базу для понимания исходного качества и возможных изменений.</p>
<ol>
<li>Анализ почвы – осуществляется для выяснения уровня загрязнения, плотности, структуры и питательности почвы. Методы также показывают уровень солей и тяжелых металлов, что важно для определения деградации участка.</li>
<li>Мониторинг воды – при строительных работах часто возникает загрязнение поверхностных и подземных вод. Проверки качества воды проводятся до, во время и после завершения проекта для контроля над изменениями в составе воды.</li>
<li>Изучение флоры и фауны – наличие и разнообразие растений и животных служит индикатором здоровья экосистемы. Учет изменений в биоразнообразии помогает оценить экологический ущерб.</li>
</ol>
<p>Результаты этих исследований приводят к формулированию мер, направленных на минимизацию ущерба для природы и определение методов восстановления участка. Реализация мониторинга позволяет наблюдать за соблюдением экологических стандартов и адаптацией проекта в случае необходимости. Эти данные также используются для разработки отчетов о влиянии на окружающую среду, что является обязательным этапом в получении разрешительной документации.</p>
<h2>Подбор подходящих методов рекультивации для различных типов почв</h2>
<p>Для песчаных почв рекомендуется внедрять органические удобрения для улучшения водоудерживающей способности. Введение гумуса, перегноя и компоста поможет усилить плодородие и структуру почвы.</p>
<p>Глинистые почвы требуют облегчения структуры для улучшения воздухопроницаемости и дренажа. С этой целью используют внесение песка или мелкого гравия, а также включение растительных остатков для способствования разрыхлению.</p>
<p>Органически богатые черноземы могут страдать от уплотнения в результате интенсивного использования. В этих случаях применение глубокой рыхлении почвы и внесение зеленых удобрений, таких как сидераты, помогает восстановить натуральную пористость и активизировать микробиологическую активность.</p>
<p>Каменистые и скалистые участки требуют создания слоя почвы достаточной мощности для обеспечения роста растений. Зачастую используют натуральные почвенные смеси, обогащенные компостом для формирования подходящей среды для растений.</p>
<p>При работе с засоленными почвами ключевым аспектом является их десолинизация путем промывки или использования гипса для вымывания избыточных солей. Дополнительно, важным элементом является внедрение глубококорневых растений, способных восстанавливать природный баланс почвы.</p>
<p>Кислые почвы нуждаются в известковании для нейтрализации кислотности и повышения эффективности использования питательных веществ растениями. Подбор подходящего типа извести зависит от исходной кислотности почвы и конечных требований к ее составу.</p>
<h2>Использование биологически активных веществ для восстановления флоры</h2>
<p>Применение микоризных грибов активизирует рост растений на территориях, разрушенных из-за инфраструктурных разработок. Эти биологически активные компоненты взаимодействуют с корнями, улучшая питание и защиту растений от болезней. Результаты исследований показывают, что микориза способствует более быстрому и крепкому росту растительности, что жизненно необходимо для стабильного восстановления экосистемы.</p>
<p>Бактериальные препараты, содержащие Azospirillum, Rhizobium и другие азотфиксирующие бактерии, оказывают значительное влияние на восстановление азотного баланса в почвах, обедненных в ходе интенсивных работ. Это поддерживает развитие растений, особенно на начальных этапах регенерации, создавая устойчивую основу для развития полноценной растительности.</p>
<p>Применение биостимуляторов роста, таких как гуматы, фульвокислоты и северин, способствует ускоренному восстановлению и улучшению плодородия почвы. Эти вещества активируют микробиологические процессы в почве, улучшают водоудерживающую способность и повышают устойчивость растений к стрессовым условиям.</p>
<p>Для мониторинга эффективности использования биологически активных веществ рекомендуется проведение регулярных анализов почвы и состояния растительности. Это помогает корректировать схемы применения препаратов в зависимости от текущих потребностей и результатов восстановления.</p>
<p>Таким образом, внедрение биологически активных добавок в процессе возобновления растительного покрова помогает обеспечить биологическое разнообразие и восстановление экологического баланса на нарушенных территориях.</p>
<h2>Проектирование системы дренажа и водоотведения для предотвращения эрозии</h2>
<p>Проектирование дренажной системы начинается с анализа типов почвы, уклонов и климатических условий территории. Использование перколяционных тестов помогает определить скорость впитывания воды почвой, что важно для расчета емкости дренажных систем.</p>
<p>Для минимизации эрозии рекомендуется применение траншейных дренажей, которые эффективно собирают поверхностные воды. Материалы для заполнения траншей следует выбирать с учетом местных особенностей почв, предпочтительно использовать щебень или гравий.</p>
<p>Размещение водоотводных каналов необходимо планировать таким образом, чтобы обеспечить максимально естественный отвод воды без скопления на низких участках. Оптимальный угол наклона каналов должен соответствовать природному рельефу и составлять не менее 3%, чтобы исключить возможность застаивания воды.</p>
<p>Интеграция дренажных систем с растительным покрытием, таким как газоны или зоны с кустарниками, способствует дополнительному укреплению почвы и предотвращает ее вымывание. Выбор растительности должен основываться на способности корневой системы укреплять почвенный слой.</p>
<p>Для контроля за эффективностью системы водоотведения регулярное обслуживание является обязательным. Это включает в себя очистку дренажных труб и каналов от накопившегося мусора и осадков, что предотвращает снижение их производительности и возможность образования эрозии.</p>
<p>Заключительный этап проектирования включает создание подробных схем и документации, которые обеспечивают правильное расположение элементов дренажной системы с учетом всех факторов воздействия на местность в дальнейшем.</p>
<h2>Засев территории газонными травами и создание зеленых насаждений</h2>
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
GCu340wJopzKjGQ+xP9DSO/lx+WA5Ofmz2FSK8VmoLKHIIOccgjuaSS6D+Tm1YrIc7s8uc1HXYLBbuZSgk37FJwFP3vT8KlvJIfsxhUCRj8pGMZP1FVpJ3gumJi8ltuccce/tTZJ8EbdrAjAOeMn+tLlu7jQ7BgJSeJV24I3HrnvVQM0zqY0BwScdq2reAwW8QJillY/M3XA9Bmq0lrbxM4twQJANi7/utnn8KFNCsVJZl3fOwHH3VFVEnKLlUC56uOp9qtMqGXZKqA8ZJ5GaZcRRoBgYVT0Ud/rWkbANhkAJztO7gg9hUskUZdZFbHHIPQ1CUCOhBBY4Oe2PWjDSTtEw+6evpQ0BdzsQASBg/C7D09qTyVkBUOwJ/u9CfcVDjahEZ+cdfYDrTEmxly+GXGMg5Yd/rzSavsOwyazktTgkMrZCsOg9fxqWz3uk0ciCTauRnn9aPtRcHzFycf5NOtYZVuPMQeWmD85Pyn86aemohLtkuQFG0MCFCKg6VVEMjSlCMY6j0rQuYUdma3QmXcCCMkk+lRjTppxmSSKP/eycn8KftOrCx6UTn8qUEUhGKY2e1biJcimMfTmoiT60ocjinYm46mPRkt0prBvQ0DGkVGwzTzn0pypu7UxFcikxVoxexppiBxigCvilAq2bJsZFNa1aMFm6CgCEA0uDSZ5oq+UnmHgUoGO9R5peTRyhzFlHwODTZJOMd6gyR3o60KAnITilUDPNGM1Ki1TdkJK5YtzwDVsEVTjYAVMJBisGbInJBHSoTGjZLD8qaZD2pN7UkMQRQq4dUyfQ1LuRhz8p96aOlJwOop3uIp3UaA5Xr3qvitPapycVVlhAHyitYz6Gco9StijFTRLmUBhUptyXy3APpVOSRCi2V44mkJC9utSRWxkUtnGKtwQCMEg5zTmwi4qHU7Gih3KJjKJk1IiO6YC59zVlIw5ywqyAoXFJzGoGWlrI3bA96ctq564FaJU4xSbaXtGHs0U/sRwPm+tQzQ+U3tWkMqDmlSEO6s44XpQqj6g4IzI4HkfaBj61P9hk45FaZUY6VXmeQHGcD2o9o2HIkZpidWII6UbG9OlXAuaei4bpT5w5B9qzCJc5z71ZpAAAKAaybNBTTTgdTTXkI6cU0Mucnk0ASb19aUk9qYcFaj3leBQBOM460hXv3pglyOlPDDHWgADHHNNY8Yp+RTHIx0pAVpXIBFQqflxUs/rUTE9egq0Sx3bFA6VTbUbaOSNTIpV8/OGGFwM81SvbtyL2LzCoRVC7h94k54x7UNga+4E4BBPpmql/dyR2ksto0btFnevVuPQVzBupZSrRSjpjYvBxkAkE989TVjVJo7l1aHzIJCmXZed3GMcVDloBqpq8M9ohKFZXUsQRwMd/0rCN8rBJIQsm5t8gIxyT+g7VGIzbxCRAWV12jI6Ee2eh5qK4kMVwJQytnGY1HAPpUuV9BlkXbyOxDEt2VunPpVAkBtwLowOR7fUUlxI6hpd25x94DOCfaq/mLLcBtp3nrnoKzdxE88u5nlYMD65z+VQCVJizFFY8HBOKl8hpY5mG2QQ/M3UZBqhLIBER5KA4ByM9O1OwE7qZF226qrMcsN3T60TM0Kf60btucDuajtraRcOG5LYx0PTrUskj79jxLsJHzKKLajGJES3PGR0z3PT8KuIr3IYgERgnBH+elVoYJVZvmRk6Dkj860CfJh2hQCDxxwaUmBGsqBSqHcy9QaNpZCTHnHfd1NENrGMNgl8ZIz1on2hNhYx+m0VDAa0arJhnAJwcVTuIzFk+ZkOfwxUk0T53FgpHTJqHo2CBIM/dHNUkIa8aJAFUgvncG6cfSp7TduG3aqZwxB5qrMC0jDcCQM88cU6zkjLENnpwAetVbQC+kK5MjSk9fyqCSSZSq27DBz82Kc4jMQMimLr0HWqpWVV8wHaAOD7Y4qUhlq2swibmlDt1HtT5JFt1Gc4+9ux3qvFLIJo0Eij39M9a3bfQrW4d5jel4YF378D943cD1A4/E4quVt3DcwbmVm+Yxncy/MB1FWIZGEFv56FEIOx84Jx6ii6jaWcBQdpOQdvf0NRwfvrsNdy7UQcrIOD/AJNDSsMkW4tmkZ/s4JIwMkk1MLE3MX+r8jb0BfgmrC2ykOrgRhjuR4z1bsfYe1QXdk5cSfaRACckNyScck44rHmXRgQPJMkghuTv29SDn+XSmyTyxp5McjPIRxtOfz/CpFgifzN0ioYzxt/izQkCRgM77GPGUfoPU1V0BSdJY4VdpM71+fjG3sPqamtbdH+R51jBH3WGP89KuyWi3MXl+a7KAG3etXJLa0jSNpD+7+4SBgD3PetIzvoIxmijDpsyV64JzQ2zz5mR8YAYADO7J6VJLDJMm6GNRFnAZR976ev1NPS12BmcozEgey455ovYZDD5hdYwuA2eQBkevNW5rWNwqlgUGNy9Mkds+lMRnO9tq4/iOM/hUVxcbHyBjJ4A7VLbewixeQpdTD5NoXptAAI9Kaz+eWCIMf7P8qSMvKqvgg4weeDUyldnmBNoXgnt+NRqA1NkbkHcpHBOTgk0/wAwIBv5bpzVS4lYFFK4Xkqc0hxPgMdoxnOc5pWYj1KS3zVWSFlGQDV4vzSHGMmuxMbRmbGPNSJayMelW1QO3AqfG1cAVXMLlKS2u1vvA/SpPLIOeOanAxTXNTdjsVposnoKfa2+RubGM0O1JbyiOQ7idpp9BFl4UZelVDEEfJHFXtwZcg5qtKCeTSTGwjbjAGKZKFkGHGRSKfmHOKe4HWmIz5otr/IDt7VHitFVy2KbNaq7ZTg/zrVT7kOHYoYpelWGtHRlyQV7mpZLeNgNvFNyQlFlKkp7LtYikxVECCnhj603FLikxoeHINPD1Gq5NW4bUZDbvwqJWRcbsgLnNOBY9AauiFepWpUQL0AFZ3NLFAFx2NAcucYq9JHuHFUipUMCOQeaFqBHvIJpASWpVTJoKlaoRIqqDnjNEkmOlIiMxGO9PaDCEt1FIBIpQFK9Pems+89Kjx2xRkr2p2C5ZQ4FSBqqK7UoY561LQ7lrcKC+KgG40uxvWlYZJ5mTVlDlckYqqkePmNTNKw6UAPd8AgdarSEseakZt3UVHQAgODU8IVlNQ8ZqaMbec9aGBN2qGSUZxUhIIqFkycikAn3jS4FBGKFBLYNABtJ6UeXkcmpgoWo3wDxQAgwoxSbhUbE1EWNMC1v4pnmepqAOaduyOadhXEY7myelYt7q00MksQREYMQrHkEf4ik1y4kjnQIXUBMbjwMn09elYck5kmMzks/38HjmplLohFe4nM25dwOByPX3z3rRupUW3tG8ozO0W5nY8FcdMCs69DmViij5umAB1/lQUcoIvMTbI20EtypHH4VCGJ9qeZtzoAe4AHHtSmZpo2KsyANgt2Hue9NvGELSRW534HLepHXHtVWOaTZkLy3zKeowOpqWgLsrzzSCUtvDcbwai82LcybCx757n60jTmRMZKNkfL/AHfelNoYxvZlmDZwPQ0WAhvHlfcsYO0AMCOwqtE4A/dseeDkHJ+lK1xIACWxsOMAfrUbK4UFZjhDx/dwaaQi5HOwjVUw6nqG6nFNkcvM0i8AnHHQ+xqJnDJhmAK8jjA+tMhaaR/kVm/v47UAWYEmljYuQoLfLubp70+G2IlXzJRtHO1f4sdiaRTcQAIIoxjJOD+tSmZSCyt83TnoB61nd30GOdFMrPGMITwG5pZEZhmQ9+MVVuJV34LdsdP1oDyMqAPux3zwaWr1Al8425bLFm6EjtUbN5gkbcCzcZz0pJJP3/A3luAAOtLJZklRuPJ+Y+lNeYFfyQz4YucDJPWkJWN14GAMEgVZaFvL2nCqcjnrUUcH3gWVj6k9KdxFQwSzz8DOepPanvbmGLO0BwAW+arzzpHEEYq7AdAO9ZkrmRyo6HnBPOapNsYrGRoxvYlScD2qW2JaTbLyjAgen/1qjtlkeYINpcAnDcjirsnloyiQHaD8oHShu2gr2FiS3WJl8oMVBPzDn86uLeb4USHKIi42D+lVpy08WVbHsOKqxMEbaCd5PrUq4F9pWckhe+eP51FdQxmNNvynpxjIqxbxCWIv54C44VfX6mqLp5suXUOvTIOMmktwsXfImEPzzLvUBo8c7j79hUT3BntpQ4RpGzuD98DH51SkLRMYwxIPIB4IqHzApUg5YnrT5LjuSx7vJI5Ch8EnpVpBFGsa7t567mH9KfEwndkmMZjUDEYOBuNWIoLQ4keNyN3ynqoqZSGRyTRxSYiOJBhtx4De2Ka1zPl2hK+UflZfbrzVa8Pk3LeYTKjj5WIxxSz3DOAIlC4UAbcYP196cV1FckWWRCka/IhGAferSMY12CQbc4OR19qqmMyIJVXBIGMnGBUjREyEyMxKrwP65ptAJK4VWMf3f5mq0kZaYeShYFckHntVxI4iq4BYd93SobkxhjsYI3oM0JiIbeKY/OjeWoGctnA9vepZ96gbzgr1UdKjSWQzjcFAXnDAAAUtyrPH8jgHPOTwaHqwI5HVvLDY3KPzqTaYY1yVGc4461WSOTazh1UDvVq3fChpSCxH3jih7Aeo7gO/amlyarb/AHpQ9dNguXoCACakZuKorLipVmBGCaTQ7kxbjAphAqNpB2NRtL6UrALLgVCG+ahnyeabnnNWhFpWYDjIqaP96hJPIqmZTikSVx0OKVguStwxFOXJ4qJmLHJPNIrlWyDTAsbUXljTWdezFsdBSGRHGSCKiUfNSGTBnkHI6UhAI5yDT4nHIbgU12BbjpQBWlOOMZ96b5DldwGRjNWDHu6ipEwiBT2quay0I5bvUoYweRVqO03LknB9qlZEkwc9PWrG3C4zQ5jUO5mvEY5MDJGetXLfAX72aeQp6ikEa5LDrUuV0NRsShs07PHWoMkGnBhipKJd3NMdA55FN3U7dnigYnlLngYqvcDDhR171dHSopIgz7ifwppiK8ONwBqWV14BphXY2RTHYnrT3EI5BOQMU3AbOQaVV3t7VYwqpjHFF7AVAKX7rU485AppBDYpiJQwxRvxUWSM0m6iwXLAk4o3iq65bpTgrZ5pWHclMnFM3e9G2l2igAzinrJimYxQKAJg/qacXwKiB9acAKQxwYGn7gKZwODTGXI+U0gJi4I61GzD1pnltimlGJpgI7iqeoTSQ2cssWNyDPIyDV5UULyOa5/W76NG8qPmWJ8n0xjBH60XSQmWNNvZrmaXzHRlCjCjjb7++atzXCQ4ySWPRV5J/CuOtZpoJ47mPk/Ng9se4q/peoKVe6+1KbmQldjgkLzwSewx2pRmS0amtWr3sMIgZXZjtIDDj07+tYSJtXbOm2TO0Mw4xkfd/GtaSwiuVW4hvlI83acpgk55BIrH1CGW0kjlaMXELFsMshHFJ6u5Q23sbq9kFtG5XbmTJHBx/jVCeJ4LiW3YrlD0RiRmlhvJlmEokO/ARDu49hS27Qx3Bt7olA/3ztyQcfyz2qRkUhjhbPmFmY7s46f/AFqhnnVAwQHLcFsYGKuagUN27KkcQRiFCAkfT6Zqokct6fNH+pVsNl8UkIYtw7MjEZwed1XTOZQF3Aq2SM/w1Wa1wd24/vGwoB/WnJbkTblIZBkjnk4odgHJbecziIbgAMbecn1pyxJbo3mR8nhcnH19qsW5SOIncF4GVU8c9j61FJcn7PsMR8vORu5pXApyJ5sm7yyi4656e9WkvYYo1jjZyy9SR1pIJ/lcxMFDfe9weo5phSLySFGS3Lbu1DSe4Ev2jzfQ/jVfAWQScLz+H1p6BQGCxEe7dKayPKCY8bBzjpU6IZI0P2lvlUYHSlNuOFiZQRyVY5wKkto5YIvLDoM5Un72QfUevoaSSSC3JZkyT/dpPyEOiWaPqUbp060xt8jqyMMA569aFugw+X69cYFNba8YBG0HoAetLXqIkGCpfqecZ5wKrRwYG5lVm7A1KhdSEChQDxnvSMXDEYLA8ZzRsK5UmDiUnjPdQOnpTAiyTBJVx68cn6VajyEwxBIPcdqlWRFbcRuYHnNVzWHcSKKCDaI0IZx3PIqKURvIElTk9GXp70t1MGbIBU+9Q7WmQFpAqKcDI5zQl1ETSFkUkSbccBTziqquhkPmqScYBBxj3q0sahFWSVVdzwTyKpEjzWVxkr8uRxVIZcZDGsSNcDcibhGvHJ/nVaRv3fDEA8kE81A25WLDOPYdKeZXIDdewzTSGOF5Igwqgp6HtURDLJll/LpT1YKynlj6EdP8a1wsckG2NlCtngHlv/1UnLl6AYnmMsmEJ3VrW2oRW9o+xHNwr4Rs4GO/HrWfeh2lYkRbU4JTvSIsjhpmcjPJI6mq0aA0Y7/zgYDCjMeE3DGDUOmw/ab1oQhyuQAvJB7c/wBagL7x5gG1sZJ9atWkM0aGdMju53YLUlZaAXo4/s6GK4AZlOQ24f571HNIrkuXba3GAOafN5CMjIWWTbhlYggfSs9pXAYsMBuhxkDFQ9WIsAsLfC8so4JOc/hVOWVzLl1XKnA+npTlLuRkFUGcsD19qnECs8bF92CMnB5HpijRDIbrzWl2qcFACO/Xn86twLhD5r5ZlxtK8KfX8qZFa4eQTBsFiAA3Yd6m+zxL3dh1w3c+/rTbjawPcbHCEG5gjY46Yx/9eleFAB5aKD69KRpeAkYVGJ4x/OmlyWZHfDKeo71nqgO/K80oTmnleaci7jiu65NhnlGnGFl96uR8DDYNEwZxhCBUXKsU0jaQkL1FMeN16ir0EJQ7jjNTMoZSCAaLhYxzn0oCtnoa0/JRRwooCD0o5g5SikT55FOdcDpj6VeaMHtUMkeDRzXCxWAGKlRV6kUhQZo5pgK23OB0qNuOgpzAgZqMn1oQCq2TUiEZqHNKr4NMRbDgdRzSPICOmKgMtMMmamw7khPNPRsdDUKtninYximBMTzTgxqNSCcZp3GaQx2SaVVyeabk5wBUq57gUgAquOODTcEHGKJLgIQMZPtULzs78HAHSiwFxWBFMkDFgegFRecxUjABPcUmR3yaACQ1CaeTnimAgNkiqQh8bcUrmo92GyKGbNFgAdelITg5pFPNIxyMUxXGscmkpdpxnHFKiFiOO9XsRqx8e0DJ608YIyKSWNV5HHtSx4AxmofctdhaesROc8U+JQDuIqY4I4qblWKTAqcGm5qeRMmoDwcU0Jhk1LESxye1RAVJuwOmKGCJHI6gUiMN1Rlximh8GlYZbZhioZZVjXcxAHqar3F1Fbx75pAi5xz3rK1fULeeweOJt7lsKB2I7n0pbBcq3mv3kdw6qihRwFC8n35rBuHmvphLKshwpLtgD/JqQPO8RMg3Mc7Wz2/GoZbgujJnJH3RjqaycmSNd5M/6s7WTIH9360qoBbkDYrZGShwCPx70iTs0caghdwxjsPrT4xyy71VVJ6Ac0rsY37TNBCyRzqckFlz9RzUf2hyGDZZmbeQRgVJ562zKYFyXUhjkZP1pofegDIFV+n+NFxFeOMuw3oQCCGHY/SpHwApZsODnJGSB2qRiqjPmEY7CqoIaUnIJ5BU+vai40OErLO25sljuLZzkk9TT0iDR5VjsY8tt4H0/wDr0LYzEqx2rn+EHoD3qwtpsQIrPx1OcZp3QFTC25MoZmI4wD09qSC5USsn+rBOeKYEmSdyuSob5l/vVIxEc2x1RYypJVcfXGaBEdtIXeRXXIfP0+tWj5U+A8mQpHOelV1hj8o/NxuyMHpUrLEw3gqFPzehpMEx8ojtyQMFScrzn6VVjV7hjgR5J43f0q6AJFxgZI6e3rSbkhUqhxleOKXMMgtgZpJochSp54xV+OGKFQq7SQOSepqG3DTszDAHdiOcelEsXlhmR92OQuDUt3AWR2STJBAOTkVRuJPMckYGenFWPtTbsFQwHT1+tV7plUjbzkcGmkAy2eMMWldiw6KBwatSyo0YduuMDA6VStzm4TAVtxxg1cuwSwXcCGBJP0ptaiK/2glgf4Rxkf4U0uQzpn8R3pvlqVzlUA7+v0pr/fUDLf3ie9VZAWUt96b87QPXvSRwu0geTYQOooE+VKRE5XqD0pjsxG8javTHpSswsSSXMe1iqA46kiqhkbIUsEU880+KORw6KvPoTgCptsUSATqoB+XdTVkBEpib53l34xwV/lSPF5pMkACxngBRz9aglMYDbCSAant5SkWEUnH3u49qYEbIyIVbt19Kjh3NHt
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
OUk1YFFp3NmWzbOE+Rwc7scGqPkyIdkinb9eBVi0tZbJBi8klUHOCQw/KtBJIZELOxXtyOv4VjsaGJdJC6jZsR+TkcD6VAgY/MxUjHODnBrdks7abc0bhiDtJxnB9KqzWQXcYhwR2XP60aEOCZmCUrJjOMjJHpS+YCRz8/8AKppPLt0xKvJ6bf8ACqLu2cgkZHYcj3o5bmbpj5J3c/L8qg4A7mmRohJLA4PoetOUKi9SznIJ7VHI7MNi5T3qkuxaVthXKsQduPb0qUXTIvmM42DrvHQVVQFQoXB5x14qVFEgyWJUnJLD+lNpdRtJ7k6zbwflLc5GR1FSSFmyBIgzwc5wvt70LCwj5UoOuN2CR6n2ptxI9vsyFx3X0Hao06EWS2F8mKOArGPl9COPzqOMqr7/ADGkk4GT0A9MVG1yZeM7EHT/AOvQkgXhfmI/iPAPvVJdyki1vOS27n1z0NVLi4MgCbmK55xxmohIzbgGBBH3s9c+1HJxjoadhpEYJI3EAAnirCSqm07ACcKcdPwqEks44G3HJPXPaggMM5PFMZrfbPMhkiibD4wSw4PtTFEcsweYRuoQAqBwGHcVkxoWIcO2Ou0dqcxKp8rFfUelFguXNThtfsEwjhjDFeDjvmuajRN43MF59OlaIknM+xyu0c8Hkj+dQXEQmJlhGcdR0q07ESVy/FpSXFuGhdQXAyc5pBojA5aVOOnvWXbzz2jrMoZVJxyODW3b38d0vD/Pk7VIwc46e9RLmjsZkS6DGRlZt2T0FKfD6khQ+R0z3q+S0Cbg3y4yP8KVLwmPdtOAOfesvaSFcow6EVjKSPj3Wkl05LFVYZ+c469utaonZkBUZBGM5qtORM6oTyh6daam29S4tX2EWOOVAZTio2tkZyAMDPFWo4xncAMkYwTUhIHpmtVY01KAtVUY5qeG2ZUZcYJPJNPZwWxjp3oMhznAx+dJtDENsCcM3PrT5LdJF27QAaTzRwO/rU3A6jNAFNrFVywJwO9Q/Z1kYj723vV6Q4HXGD0psS4VivVjmi4iuluBjPJXpzUnldSMcnFT7CAM9TRsYA4PPWmIpTbogAOCam3fuSp/u/0ptygchHbgdeaheTaGycKFwD6VDRSKFpDNAHMU6Ag7TGRlHqzaPbhztQW0/o/Kn6HtToWuhaebbSC5cnJhEYzk9eaxbiO/aWSWeKfcOWJU4X/61aWuRexr3RijfF0EUkZ+fjP09apPdacv/LAP6hVI/U1DBqOYvIuolnh7A9V+h7VONJhu4JprK5JMY3GOQYP0z0JprTcN9imbm1YNmzwT0IfpTvMsCAPJlXHfdndVRgynaQQw4IPajFXYi5b3ad/cm+maekunK4xFMvGGJw2fbFUTyBg0n4UWAvrb28z5hnjALfKjZB/GpJdOlV/MROM/eU5rMK05ZJIsFHZfoaVhGhIxkgV3Ubhx071FI8kixK4yF6ewz/KkjumuJkW7kZxwu8nkCt7+zYEUKp3BSTyfXtUNqO4GXbJ/o53zRIQ+djjlv/rU8pFEVMKthjk5OcHutXbiwO8SRorgDB56fhRDaKrFUBBGfm7ZqOZAZ6rsZlwQOoxzx6U5BEXbzF3qOhJ6Vejjlw4wAyt12gUsVpKwJkAy/c8gj/Ck5BYqIFuwVtSfMUbipbG76f4VWnspYp/mPOOQOoNaU1k0iqgzGinnA4NXCFWMCWNJQDjD5yPxpKVtgsV0UiKVfMZWKgbk44oilWLZggyLwWYDJ/A9KVwV4a6KhuAqsP6VRd0VWY27uc9SwGa2RpsW3ntbYGR4Ec9drORuNJDcrJtBAhBHOxDwPTJqC1mJVjLbqo427Dz+NWDIOfKt8tn+JhSsUpuwsl5ArABWkVFChcAbagmuyQ3lxAHHGfWpftG04+zxL6ndmmmRmcsSY1xxgYzQSRpcXYcfKCGGcY6VPFLMVxKAGzgH1qBmDocSZJyOpA//AF0ApsVSisBjIIJz+OaYFyFJiuHdQPUsKl2xocvOv0XmqBnVWCiJB6KeaeZpCw2sqDPCgCkBc+02y5IR3x3OAKikv5MsY2SNMdFwaqyKZmBmkB+mTmporJRtBh3HqSwHApNpANSTzQWyz9yWJqOSabcRGB04+vrUvlhMhhnH8C9/SlWJEiIGyNuu9+cfSi4XKglnkIjlJK9cbjj8alLgNjHyZBx/9apVKEmPcXYjIYEAfmKdL5Sqfl2Fhn5RyT9aTdxbjEdprglXAXdk5HOKhD3TMwMTr2BJABNSLsTzHLlgFyV9T2FSWoVoWYuWYnlMcrmlZInlC3F0FAaSNRn7zHNWYwdyFHUrn5s5/GmSuI/uqD02huw+lNS7DANgfMfToKhrqK1ijOhGEQHdkkqq46kY5pI7Ly5NwZ1bOOn3qtuPtWPuFs8Mp+ahTdDB8l344JXGa0T0NEhUtiYTGC5JPUnkVL9nZW4OT3GeKdC08hYS2zxjGVY8A1YVHUbSWYngVDZaSKpyzFUz6kjoKGQAEtkAdOauLDNKOApx3JAoFvOqkMmFPpg5pXKsUtqMRzuA96URZJJRuehz1q6sB54GTTkjCf6wAeuScUXCxnbCxJhy5zjAHFO2TqudmW7hq1lhjzwM57r0p4gjI3qo9Mnn9KLjsYiQysy5jADdRjmpvJZSAsTMAc8nj9K1C6JwyoR/eJAo8wsSEAKeu0kUXCxTFjkbpEcHHQAc0iWRL/LH5X+8Mmrc0jDAU/oRj8KAzE/NtPHTjJFF2BANNKOHO+Td2z0q8tqHQ5Ubf4ge9RPKFUukZXHOM8msmz8QTPfplM2rZVvl5U9uetFmxXSNxLdIziFVTP3iaR7BpHyzgg9qZJqEJjZg2QOoVhmsuPXJCz7V2ADO5uQP05pJMd0bfkJboWY+WgHOSVH86ybzVyMC2ZkVckyN1P0HaqU1210Q08skvceg/AUxpI4nD4yTg5Izt9qpR7kOQs7nG9n+ZuWLHp7/AP1qrsw3KRyQc56n64pzZcuwKqFOeOlRRlGUlCp3/eYd6tCJUYtyq4AOOaUKA6kj8hUaHncFAwOlPRZIm3IMj/a6UBsWIYXYF2G1emQuSTVgzQWy7VI3fd/HuTVRmLquSUUcKF5GO9QmJwpbAwDwD/MVNr7k7lxp41QuXSQ9eD8xqhPMxG5uNx6n9KV8Mdpz0yf8Kai7QWUBf8KpKwxkhMalmIAHPNQwXgkLKULc8ccfSnyxwSLl3UnooJNSRtCFWFGTI6AetUA/cpygP3eoUdaVCRkO30+XApMI+Mj7vPXFOyJF6DA5OelSUBJAYRlXYAYwcY46UitgrhjuPAU5/lSFiVO2PJ+uCfemoXW4YyS5yMAKMAevSmIeSByWAxxu64qJZhuaOLzDlsfMML061N5qBiAwDqD97qTQoO0O+N6gFiR096QEKh1lz37Z6UtubgXAknceUoOEX6VDNektuf5cn5cDg1Yh/i3yFiy4wR0HtTewiXyGkfeflyerHJ/DtVK9snSYNEpJ5zjg59cVsHP2RGUjAXgE4wRyP0zVUZkiWV4xvjbAyc7lPepjJk3uVbQ3MR8yUlQBgevNWlnxlkR9390HpSPIFwMBQerE9Pang5DdwO+Rg0Oz3K5UWbL7bd3AghEKq3393CqvcmtQ6Q5uSltGPIGB5xYfOe568fSsLIx8uNvT7vBpDMEJwxJB6Lk80JLsFrHUnQ0Cg7JCx64fhfao77Q5FizaIxkJAwzdq55LmQgbXfOegYin/bLkZIlnGPSQ/wCNPQepuRaA/lL5khD/AMWFyBQ+iorhVeU59hxWKmpXu0brmfcRzhyOao6lrurQyr5V9NGhGMK3f8aaSegm2jpxoqhC5lf1+7Ug0Yl8eefxTpXFr4p1temoyn/eAP8ASpE8X64n/L4G/wB6JT/Sq5CednXnQdxwLocnH3O/501tIcbUM6BuQBt5OPxrll8ba0pXM0LY7GEc1MPHWqg5MVmf+2R/xo5A5mdENMddqm5jLN0yDzUVzaSwKGaWM7ugUHJrEXx3qG7c9pZsfXaw/rUc3i43MhefTLdzgAYdhtA9MUcgcxrR2TzsdkijGcuwOBgc1hXLswbYwP4dakk8WMbeSKDTraBmQoHUsSM/XrXP73/vt+dCgDmacOoi2/dNHkg8lWq7Hq0PA3SR+xzXPZPWphyOeuKHBMFJnRG4s7gZYW0hP95RmpkW28poltVRGOT5TkHP61yqAckkc9qlRynKyFfocVLh5lKZ0dzZ2VwuSHR/UqD+oqk+lx4xFPExJ+6RtzWet9cpx55Ps3NSrqc2PnSN/wBKFGSC6Zak0pkGRFv/AN3mqUllIrkCFh6fLU41VAQGjKn/AGTViPVkPHnsPZlzReSCyZkiF1ciRGQ9gwxSumAccEd6v3s3mRxPJLuLEhR6CqcpCRkk9sCrTuS1YprzxXWaed1nEAS/GM56Yrn9Mt/PuRmN3ROW2jP0roIkdd7AEAjPTG2s6z0I6Fncu5hnofm5pxZOFyT71SiDsx+UlDjnbxVkYlYD5hj2/GuViHkjHGCOmKcFVcbRTUQH5s53ZPA6ilEZ2bUcKq9QaQWFDbTgc03O5j8pI/3aQgrzk7s/jT1dGzljuHUcihXYGIZECbU457jOKTJJwvzep9aXyywUM/Tn/PtSeWc89frjFdpqIhZecZ/3hkmlaQg7doH04xTggLZyWPtQcr8oHy5xkjg0DGp+9bgZPJyMU5d/UgDrwakMDm3Lk4HBIA21E64YZbBHXvQIVjtH3wF744p+C2ckHnv3pUjkaPcsRKkHlRnFNCZbkuB6ADNIY8RSFchCADgnOajHDHecD1bimtlm4llK54UtTHt/MXDbnB4AZsD/ABpiJw6K/XBxnA7fj0p8spYjdOSg4+9z+VQqmIgVUbRxuJPahRkjd0Oc7eCaVgJEuCg2owGOu7nmjc0pLORnGdx6H8qaIkUrHHK21euRk05IoX585sdveloAu1SufMA4HAXilLhVxuO7sfWonjjTI3FgDjipvs8ewEtkgZOf6mgCBmkcbFdQn+7zTXyQDu5UjpTyoxvwMY+6OtM2RkEF1/3VGRTGP3JjLIWIP3gxB/GiK6IhUJGAFyBuHQe4phkZJAFVWXn7zCms+TtCBGPAY9F96dhFlriVR8rLHkdFAqNJ5Y3V2dvfLcGq+yVNolA7kkHOfanwASXLPIdyheAQQo+tFkO5etrq52+YGj2dmkzk0HVpATu2AD+LOM+9VXkVhuZi7FSQqHBA+lVYlknw6Y54I7L7e1SorqHMzZ/tLILY3KfU5FTwanHxlCoPGV4A9sVz4tys2VP1ByVB+tWVaONQ/mfNnguep6ZxQ4ofMzoY7uJwxCDjnIYYqXz2KcIPxFc4iRXMW4XPPQhRz+FXILvyIVhQPKF4y9Q4lKRpmZE4dOQPQ4FMF5tAOwKW7ZP8qzjfZyAMOT0ZuKjN1KS4UKgA69ePrS5R8xsrcbuZEFIssUbDG7c391iPw5rGSYrJvMxBz0QZz9c9qna+BbBjUL/CxenYXMawuUJ+63pu61G08EW7IAyeg4rJe/dmCqUJP8Ock+wFR+ZKJsfKVx9cmjlDmNOTUYkCRlTKMfMWX+lZ06pI7PDN5e4k4KdPameaSWwo3deoP/6qOSpDNyPQ5ppWJ3I7a0mVPnvImBbPyqeT2znFSyQIN298tnGckZ/D0pnyZycOR90EnAoTbGPkHX8aeoWHfu1YBiOn8KEinvFCOElJ/A5phK5DZJHcGmsUVix3HP8ADjmgLDnWF1MW9ih4OEwtDRRomIWBXHAFG1QMjI3dz2oAGzAbkfxYoFYkS3QfNJIu3uMn/OKjuG86QH7QAFGQgBxn60oZiqlGORxupEY7MYZcnkMB+dGoWuSrAUiPlTFQ44YLyfr7UxVljKGQ+b3HVSP8aco4CjzJQvTjFBwqlTGc/Ug0gsJLEdq7c4YAnHJ/nUJsopSJJHAIPC/e59CBUjwhyr/vFUcDBwKAoU7gCM9DuxTV0FmVntIJT+8kcMvI2jafpzSx2FtgmBmM467jyM/SraoMHBbcOSc0zCEBgc59aLvuFhhtZV+bczqowNvI/KobqGR41VPMSM4DHb1/OrSIq8iLrwSM80bFHTO71zQmw1KojBUKrMdgwGXqKSImOfaHyGGC7Hkn0x/WrexSMfM2B1J5pRGirjqPfmncopSlwBJsywGMNjH1zViJ8o7KuXH8J7+o5p+yPJPlj5eeBTyd64UMMHJHr9KGxGfcymCPe9qpYkKGPSovtjhMPEEYnA35AHvWqVxkBCFznkZFDAy4ZgGK9CwHH0ouFmU2naRDbu3GAVPQ5z0A+lT5VBlztC9d/pUqiRnZsAEeoFIzyEZPIPYCkJRsVWKTxZXaVYd+1PW3VsSMzjbjaM8dPSp+QATls/3QMU1Cqr5oVmyR0B5NBQ1BuIIVYzyFDen4UsaYBJc4Y4O08McVMkzFRujCZzx1Jp7EbckAkdjg0riKht3K/KzADoc8iqzQXyghGSQ8kNnkVohsxcqA2fXpSMwWPggkDJ5ximmwM4f2pGceUkmOOMCoJrbUbhf3sAIHfI4/WtXzG3AbhyemOcUhMLMVDknqRnk1SkKxgnT7vJxAx9+KVdNu2ziHGO5YCt8TpEQ21SR3JHFQhgGwgAB6460+di5EZP8AZNyOSFPGQFOSaptG6Ehl2kdj1rpVZsZUNj2qOeITFVmiLY4HGKFN9QcEc5tNHIre/smA/wAMi+vzDik/sSI9JWH1xVc6J5WYfNFa7aNjJ83A91pF0ZS2DOCB6DmnzoOVmUOvIqTcTwqmtVdIiHUs5HbOKkGn2qjaY9pJ6h+R9KXOh8rMQqxONp+mKQo2clW/Ktw6ZEPuvICevzmnC1QELlzgdTIaOdByswSjdSDx7UmCTk1uzWqv8riRI+5DnB/CmrZQKQVjBBHBbn9KOdBysxhDI43BGIHfFSxwSMPlUsD3XkVtiJBx0x0A4pyxpj7pA9uKnnHyGO1pNIqrtPtuYfyp8GlzSvhnjQDuzVq7UAwGI/Gl8kM2N7AH2pc7DlRE09tYRG1hkzLjkqmefUmpYLq4EaIJThRtXPUj8aXyIgemffNL5KKTjdn1zSbTHylmO68tSd5DA8rjOfxp4uI2IZZACADkrjBqnhAPuMB680YUgjDAdsms+RByo0jcRxHekqqNvY/pTRfQEomEbJ27gO/vWbtQ4XAJ96AgDdNvpilyIXKa7FpFIVGBT071WmB4HUc845HtVdbiWMAI5xjGDyMVKuoXBOSQTjGQBkfmKXILlM13JTAYD0Gf602OM7TiRgeuQc0zgMMA5xwtObhgMHPfac8V0FEifKBunZiegAH4dKknh3qMSgAnvyRiq+1xKeNvdeD/ADp2SEKlT97g0hDmhiV0G6W4fPJcnaB9KmkuIocbkIUtjCjBNVY9yuAM+uP/ANdSzOEJdgW2DrtyP/10mgsRtK5bKeYctnJ4xUkbNuJbn1yeKakjSqX8shO25sfl70SIXYE5VM8ZpgI7wx9FK9Tx3565pPtMKbX6b+gHOaSW3jeJy8uxF4DetRQNCh2IoLR8bxySf6U9AJ5p2GWMfmHsM5x9afH++KtDCUzktk4NQwxruZWV03cZJ6+5NXI/LAwzNtJ+6Gx2pN2Ah8nJcMfmx1PQVDcJCfvMxwOrHAP+FW5oY4jiFWIb5m5zUbFgNj7jnnbtpJjIwFKgn067qAoJwGYD1/pTiVzuAHXsKlaJ2OCdrHoDxTuBXkKGNtzbOeMHr9KdDakQ528ON2+R8Z/OmmKJ3DMV+Xg9/wDJoMyEiFQcnJwaAJljtkJOzc+MHJOD9OKrsE85cRYUjqQSAfSptgIAySMYyDTN6RnYnyu3JOOtCCwpGV4B3L12j/Gk8t/O8yQqFAwqr3+tOdsLsDqNgy5x/WhWVIjjBbuRmgASOOPDIG3KeCDzmpUkYSBd8e08nK5INRxYXdks8mPXhRTRLHAhDDDsc/KeaW4EiiOPcoGFJy2BjJprLG7s5i3sB1IpiyxrGdxwDxuPenKywgsWYcc8ZzQMcpWP5ggUngj/AAp4meQEbc+nP9ahWQJIWCSSybcDC9qcrx5YrGyMRyDRYBUJxnZlu6g0sYeQkOmCOTz0qPzkB24IY8HntTiXVQYvldjj1oAfkFtseGb37UpOSY1CZAyTuzTPM2neFO8j0NNZ7lwdkflMB1z1/GgBwjQ
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
WPqOgpAyg9lPqDSo2/ggN3GRigBXkhl4YEe+KXZIEykgI96VmKn5Bu/pUKyfvG+YEjrz0oAcZ1HyuRx70uY36Dr3AqJ3gIMh2cdz0NRxzIpJiwV6cdM0xFnCxAbW+m40xbmMOFBRiTjjjJqNdx++GA6neM0u6FXEchG7PygDFICdnUnpn1BFReYUbbnYPrmm7Y5GPLEqcc0DzlbACsOm7POPxoAPOR8Bn55PAINGWDKFViD3z/OmzStFsZ0IG4A/L1+lSmJCDleR/Fn+tMBCsh+dhyPQ9Kjd8qGfYQei9MU9UdehLY7ilaN2A2gIcck45oApvcxi5kiARhH0BUc+4pDK6XfUhMZIIG38KbDAHYSwxFm7MR+tRyWs0rnzJwXXonrntVaEjptR43LCWxxw3FSWEc97blCUiD8KxHJP+eKoy20kUihZAuBwpap1W5+zqITnPOQcnn3qrK2grk6yxpK8BdpGHLNnHHpgelWgqGL7ig5z61CLFC/2p4y7cb93Az/AHvxp73GwfcIOcbV4BqH5FIQvHhlYEk9sHmqVvcIZpPKt92TwRx9BVzJmVCYyQxxkdvzpUCRM4ZgkcfZOWNMCjLbTbgWkXaeSSf0FTwqVtWaeVW2jC5GAP8AE0lxcxiRljWRwOd8mRj/AAqFQ86BGjQoOeB3+tPWwh1tqZETgxu0m7gr3pkkt6s6gSiQj5iFGQPbNX7ZRHb7kixk/LjgtSyg4zu4GThRgCldX2CzK+6NoyruX7MMEZzUQFxO7RxuI41HBz8q/Un/APXT5Gi8om53s68hlP3fY025eWeVY7ZSsI5JxjPrgd6YE0arHCixuZ9vJkAwpP4+lRTXO2UBFO0f8tHJAzUyyShwI4goHGW7gf0oaNFcpMWnLYZixOCfw6Cl1GKcOVjc7vMXcTk8CnILcBWCkDIwCoGfofQVVaZY1P2WNXmPJkGcge1X1jRbcqAS2AN79c+1DAgfyvtodTgRjOAe/PNJNNK7hYkBHTc3alFssUiySI0kh5GeM49B/jTLhZTJmR1LOMIgOAv40AMtPPkRwQR8+Nxb5QParPk+WpVQH9260WyrFF5S8HoOuAP/ANdS/IEYYBPHQ5PWk2CKibyJGkYfKTtUcknt1qWK2iAJky2znPTn3qQxgAsyH2FBbJIVDlTjae/vmi4FdrCBy2+JsDnfnqfT6Uzy08x1cARooGN2RmrzSLGG+bIxwMck+gqJ1PypKdoJ28evvTuwsOSUuiqqkADAqTypnGVjVfT3qJjDbqERyMdMA/zqSDUWcEFWRV6lhg0hjJLeQuykMQeTxx9KbHMsAXzCFwcKpGDj3HrVwSxCL5See9QXEMcuJTGCw6ZXJNICUgSsMZB7DFQXckdtIiE5kZcsuf1xTZGCKgdtpHO0HBpYltoZPNkIdn4LMclvzpgNgmV5lgdTkj5ZCMAe3+e9T26oxKTDEmTx7VJtRiXiTOO56Ux42GGJGAOc+lIB7QL0VMKOgHFRJGyli5Q7iSQAB+frUH2qRi3ONpx1GD6VZSMMcsA74yMjOMdTQAiyyIx5wGPBJz+FLJgkMWBHXBGTSBlEZ54x1PFVnjcsSkjAkgfSgCQoEZ2RMbuSQcCnCV4wxkGwj09KmSMMjDafTnvUUkahAWJHpmgZC10jSKixu7MeCVGBUyCRhuwqvjoTxUZdgCFO1e7HqatwNuXkjHv1oEQNF56NFPnBGflPQ+1MRYoIobdZFbGd2KuYDDjYPdu9UZ7eJ5xLPMQqdh0P1oAtLFsQAsR3GOmKYYEf58ZHrjJp8bB2MgXGSeM1I5AILsBnjmkMy2tEa7D5Drjr0x9at+SC25RvIBJbODn0ptzbltroCecgKKsRSZTHHI6jrVXERPGfkJHQ84PNNiSN5svnKdG9M1Od6c5Zs9B1AqCUSLhuOOWAHX8aQyRoIzx97P50xrUI29BgYOR60+OTkLnPqafIpJ+RgfWkBXjt0GN3Jzn0xUzxqfljOOOccZpogkZgVfGRjFAZYX2OSGOTg85pgI8O4cqSP7p6URA+awxtULgBVyfc1PkSjG5lLdqruSjMFSQE8E5+9QBP5KkhgQe2DTWjx/q9qewqKElW+cEHAwO1WTPCXPl8gYAY+vpSAiMhZDGw/M1JEpUAq4YjoKRi24j5OTUW0mJgVPPAxwRzTAfLHKzb1PXgginfL5ew5LdwRx+BpEll3lSmEA6nrT2QEHkg/wC1SAZtRhglvSmC14zk7vc54pFQld0YJA7etSEOI8DchHtmgCNECPvC5PqO30qTzlyN2V9z1pqXBX5FIb2KYPvRI+1d2yKQk8Y4NMCQpHINxdmx09qiKljuBYqoJ6YqoNShAKtE45IK55NSLPN5UbRDAbG0KMnHvRZiuW0YE/OoOO+KHlG4Kq7j39qryXAPLSzk/wDTJTUHmTZQ+bJKuSdjcMB9aLAX3jIbcgwaYHkLYAHucUsciugILBuMqetV5rWYAtDM7BjyJD0+lAyy0aPtYoSc8baRY0Vf4uD0NVjayPAAWfev8Wf6VKieUuGeUkqNzsM8j+VADzOinBYnnoD/AEpv2lBhY0d8kjco4/Oo/JMk3nZUAjAboTUm9oiRIpCdmHP50CE+diS0ez33dackqKxBIG3+6aqzXMzriCGTB6FlwDUtrth+RxlyBuZeh/wosBMzrKAWY4Byu5QcflUcm4rmNwGz93qKlG1ySMqOwNMmBRMqF4HB9KQEfyEBHjZAwwcc4+pFSiLcMrMAF9FquGKgSSBm7EJz+lSFN6AruTnAHY0wHiJgpIkDk98YqKWN8BVByRjletSoVjj2kcDjp0pouozNtBcAjd1xwPSgCCFXIw7bdp6EcY/rUsSqku7AyRjK8D8qA6St15PXIpWLDIRlZT170AOLgtuBJI9DxSyMsybJIw3uOtRZEaDGxSeSAMUokQyB95x/dI6UgFSEQKoaZQmOAclj+NODHHADenanRiFQ7BeXOSc5/wD1U8gMhxn0+tACGSNScIHcjoTkU1JHwVmiUA/3en0qN1YttaMKPXOc1C8R27d8uSeoPeiwFsvDHg7tg9GOBSefnhFMh/2egqNGUrhWDEcHIyM07dt4U4H04oAa8hjIWOZYFIxtHXp3qvJMsIxsdm+9gd6S4kYcIuBjlgO9Vz5yuuU44Oepx71aQhJ90qh5o9xP3QDjFXY18obm4PuM8YqB2JnIKZPACDnbTLgFmEcjlpGBJSMggD609xEsWoK7/vSTGxILZ7Y6VEITHJLHIwbaw24XHHqPapwxt7bmNUUAAoRyTTPMZ3RdmCBtyT0XrjNICeH5bfEJC46l88D6CmiKRpFaNMDJIJTnjpUtrtlJVWCxr/rdpxk+561NcXIjRvK5PAyeFFIZSBuI2xhvV92CGHpUjRCRcsrJJ1JbIG0ngVXkuZJHJEQ3ofvBgdvvUX+lSTqwbfEx53HtTsBrRJCqAJhsDbtxjA+uahkUAbPmQEcnOcVNEoMeWYMvUAfzpk/lbDIxHA4Oe9SMqywxMPvHGcnHf8DUsAhdv9XIQnGXwuBUbvBn5928dTjg0lmyus0uGxKehOec80+gh9zcxoVWCP5m4B6lj6VZiG+INOkYwMlSBmqSQrdESrwRxuIxtHrVoJsiYDcSR94dT/hQxlSRUEu8uW3YXyz6+tT2kjMiySncxOQuOgqtJbAOr5dmXuGxj3qW3Zi2GLF25bA6fjTewi6YHlXzHO2R+y84/Gqcyl0CqkhxxlhxVuSeRFWNCr8DBwcVDmXBySxPfHQUhlVY904Qo6qBy3XNXYUSM5VSCwwM9/8A61VpZm3qScFjtAI6D1OKlhkMhkKylyG7jgUMQsoBYDcvXpz17VFct5MXlqpeZyQqg809ySSTjcxxgk4NQTx7W+ZN8jcHPQChDJY38oKzjDkYx7+lSx/vflClm55IwoPvVazj2piRg4Qkhcc5Pf8A+tUyqeHAPTrn8+KGBPKoMgTeAB1Hp9ajkjhVCd+Wz95m/lUbSFwx2E+69B6ZqAiKNFL7VA+bnr+VCAsxbVkY7iT056Zqz58a4QSBm6HHrVODMnMBBbqxY9KSSzlddu8Rj+L3FIAmZpZiwaMDGOACfzpHiieVPMUSPwR+FSGCNYtuCwHJ7fpUcUs+GWRcRltqtn/P5UxFmeZlQKsiDPbHAqs7STRMocuT8pIJHNXCsSxhlj3bTTGWVxgDaO6jjFK4ylEoiZWRdrnGQDnHv9auRZkjyDsDHoetVXIgdEPmnec7/b3q5bAxoq8FiM8npTYIERjkM23n86rXkckaZ3KEGCWHtWhsbeWL8H+EAVWvdxxjG0A8e9IB8DJsXByCM5HenSrhScbgP4QORVa1cPGcqQwO0gjirYkR49jkZ6gE9aAKHmLlUIZBjHUHn61bilRlyOBnnPUmoWhunk2iOGNOctnJNSrGYzlnU47HtTYFh9jZyPmUZwOSKr7A8LKVJDDkMMGkWaYznIVVxgDu3/1qm8zf8zAhm4wefzpDKkcnlFYmO1vuoG5zVxCSvzH2+lJLA0oGOCOQSOhoVTAMvjHtQAKkgPzY49DmoHSWMs0KB8nld2D74qcONhYdR605dxAyevtQBEh2kFs5PYnilkKFC24kHp3xUdyoDjg7pDj1HFLblxGBIfmGc4GAPagCBmY52S9T/EvOKtRyYxzkUCNW525yewprQMG4CEfXFAD22FS+AhA5I5NNnjUYVyrswyFOQR+NRHETZ3qrdhnJNPQEEbjnPHXvSAPmDA/MPoePpUm7du27Sw6+1JujLAH5gOfWohEvnuyFxvIyCc0wHmBSgHmMhz2Awfr3qEoMA+W5PYg549cdqSeVVk8sYeNThucHFWU+eIrGTCSMLxyBQARrLwiOE77nHb/GlWaNfkAy36/Wq8sL7kWSTgc5zgtgdfYU+OLe28FhnuUwDQA8zncdwC+hHpSxXAeVHEaSoDyrdGFRmyRAx3kuwwGYZx9KrSLcQM0zMXj67v4lHoRQBelhHmE2xZU/hVhwtQS287qf3rZz2OKmtbjz0X96m7GSMVNhw2GAPuDjP4UbAZcSSk7czLgY55Gfp2qylmwULu2he3WrD4Y9TG/Ynv8A40yGWXH7yJD6sjZoEVxYCP502ux6seuKmiYxL9wLjjGMcVPI8YB3MAAMnnFRDDjAbOfUUDJBNG+VBznjHrR9niKbMFTtIyvaqDxyxnYCC3JA9B9aiD3yuIyTljjOeFHvRYRcFpLFnFw0noG4NSxtiPG4llODnrSRJGSQrliepzTJbZj8sRZRjt0NAFkNv7dKbzvJJ9hgdKgjnePI3hiODt7UNNvPBC4/GkMUSKJBjjPUYp1xcbITsAL9MYzTFEajbNIzluc4wP0pyCFRiJd3PYE/rTEBjiVcbzkDrmq8Yy5kTDHoeOtWVgLbmf8Ai/h6gUx43iO5AM+mev4UAPJIyVFNG/uQ3b0pRK2zLDH1HWmkMvDEEmkAwoU5Q4yeR2+tOjY7ifvcZwOgFBiVjlHGQfuscA/T/CpFLbTjBzxgAAjn1oAaNm/zCTg9s0xkSXcrKxjIxknIFNm8x26KV7Y6j60kYlXIC5Vu4GMfWmAi2QYs5ZHA4xjGB6VII9sYC5Cr0z/jSbWU5y30pecDll47GgCOQCSIq27/AHx2/Clj2B1BBY/3sYx9aezAknYc46j1pHyUyoDH0zigCVDDuyFyR6UmUYgpwe2RVaRZJYyoUR8jlTyP8aEt5Q+8yM4HReKLATSGZ5dsir5fYg9am3KwGR26DrURbaQCRnqQDTgAy8DOeppARMYlyeFPqeKbmNW+V8MR3bOanjRV3kKGVuDmo5LQee0qw4B4FMAjbKgZzjpjvVD7bHLJ5YiO4HufzqZHcvk4XONoxjaKge2KKwZg+TkoDtAGOapITJl8lnVBJgscAY5+tWltlhCgDGOQTzn3qlZxOZxsCtGBwzR4J+gq/IqtEkRlUEfwjkikwRSnVBKSWk3HBHzDgdyah3RRSK25wCepBP41M1vBA7PLlmJxuBzn86rlGkud7MFx0XnJ9veqQi3EyzxYicqnU5GMimTRNO4RXkSJcHAxj8aswRHG84YHtgY/+vTvLaWR2lwPoe1TewzO+yEqHiRgSx+bfjaKR1mhVVeUEsCu887RWi6vF8yMhAHVxnP0rKkVrm7AVs4G9j14+lUncT0NKBZWt1i8w4HRunH0FMkgjSdcli3Tcc4TirCCRduQEQge7H6VLHG7hixLgjdzjNTcZQZZCW2njqc9ORTbEBU2srdCSN2B16mprl0iyyuGc8461X09hKXbyxtkbaOOXPp9KfQC+rYi5wUPTjAFNeTaNx5APpU08edqCMEY5Pp+FV5Q6KoCjnqDnp3qRkN1IkiupUkDuRgUmn4e3DAk54Y/0FR3UubZ2ZSMelXNLi8q2hXHJXcfbNV0F1F8pg2CgZTwFJxn3pirIiFpgF54XOKsSKN+7zW9xx0qOTyzMsjs2xeSAQcn8akZRmlWNkDyANu+ZdvBGK0YESNAp24ArOuIC10rRuOTvO4k1pRIsSr8rPgcZ/nTewkRGISscMzKTkcUx7eM7mDbHPWriyE9Yyc+nFVrt2TGVGMfePTH+NJDIrZ8zSAn5EGd1XFUtFviP4HjNZ1t+8kkRmwvUgcDFaakkBUxjPLNTYCbW24LDPXAzj8qpagZVgz8pxzhR0A7nir8rqkQCAZJ5Ynn6Csu8lxxsZ9/GAeaSBl7TboxkPGAT1yw6k9/1ou0feGiAIPLFj/Kq1lv+yxkp5e3Oe3SruNzIw5HViepoe4Fa4EskbBCQcc7lz+Oe9VoGYXaRlhhgc/LjkCtRuQQce4rOmSGC6ik6HPXPBJ7U0BoRkKMe2aUSOOQdo+hqFWJc54wcdetWMMELIM49akZWuS3ADBGP0OagtJd8YIA35wzYxzTpYXZ+uCT7c1DErW+Iss+ScdiaYjQLiUAY+Yc89BRJ5alcoC3Ykf1piEIMPnd16dKdKvmpw2Ae5FAyqzss+TtVSefm6VYhyuNigkVRMKRHKCQ7+CA2ce9WI2kTqcgdgeTQItuzMPkYD+8x7fSmyTIYjyXAHPy5z+FIuH4c8EdKTIbKndjH3icUDK8RdWYuFA7Efy5qxGxABYD8PWo5WD/ALtdpA9TzVVpVhkjCqz72G4txz2o3EaTGY7mQjHbNU7g6kzkRKmOgJYVOZJeACh7bd3NRzXBTgE7m79loQxIUlhDeYwA+uSfWp0lkdgFjwmOrHp+FU3kV5gvmqXP8PTNWvs8jr8zbQQOBwB/WgQHy9xUzKWwe/IqJolVV/fBiOgc5zStpyMwdzyvPTrUfziVlaPd3Ut6UAWPNCIXJOPQdfpRGrOhcnB6hQf880lv5Mm2NlHmAZZfSpmAi6MF3e9Ayu/C/NkEDJ74oWIzRcbioySS2Ofr7U+UKW+cjbjHrnNQsXiYJFMhQkZR+oHfFAD4t0sDfeXacBgcD86RoWiO8A5zyc9PwqW4nEw8tJFCLy2DyKjF0+5Ytmc9M0AV7RXeYmWHABz8xH+TV0wqNzRhlY88c/zqGd5UVmjhVpMcc4zUkN7DLbbzIEwMHPGDQIhlZ3jRZFUMCCS3f6VbhniJGScZxgjGaasiyRqxXhhnBFNSSKIspjWQkZwWIx+VAyXbvYknD9hnikaJ93OR2OBU1tqH2a1l2wWxlJAClc7hn3yeKqLfrkRTYjkPPHQ/jSAZcWa7SYWKH+I561Fb6giq0UyvH5YGGf8AiFWZD5pwD8v86rXKq6iHY4LdCoyAaaEWlkcgFgASMkelQu4DbwNp6fJzmqq2qRj/AEkuwI6NJwKUgxNthZFUD7p5xn3osBbE0Yj5HB9VzxVZo5ZzJIL5ljJwFAxiopMPIsayxsij5gQTn8akNtcToWMgRf7qjOR+PSnsBPaw4C7iTsG3IOc1ZGcYVhj3Gaz08yFAqR7iDknfgn1p8dxIRyDlj8qMRkCkBNIEVmUEiT19KZAZNjRSv5nr8xGAaI44XdiwJbjO5uPy7fSpHRScbmBPOQaAF+zGOLEOyPPXI4qPfFj5GGQcZ3dDTfLG/wCV3xjG3qKsLCQoXcuPQigCBMbVXLKD2Y8H8alMoVRHhs9QVH6Zo2kuW3DkYIwBikkBZWViQD79aQDhJLGdpdH/AN47aeZEDbcrk9wc/rVcEyLtRVx+eD/Wk8xBGUQbnXj2+tMZOw3d
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" alt="Засев территории газонными травами и создание зеленых насаждений"></p>
<p>Для восстановления поверхности участка, поврежденной строительными работами, начинают с подбора смесей газонных трав. Выбор семян зависит от климатических условий и предполагаемой нагрузки на газон. Рекомендуется использовать устойчивые к истиранию виды, такие как райграс, фестука и мятлик.</p>
<p>При подготовке почвы удаляют строительный мусор и камни, после чего землю перекапывают и выравнивают. Это обеспечивает лучшее проникновение воздуха к корням и способствует равномерному всхожу трав. Засеивают территорию, используя сеялку для равномерного распределения семян, что важно для получения однородного газона.</p>
<p>Полив газона следует производить регулярно, особенно в первые недели после посева. Это предотвращает высыхание почвы и поддерживает необходимую влажность для прорастания семян. В последующем частоту полива можно сократить, но следить, чтобы почва не пересыхала.</p>
<p>Создание зеленых насаждений начинается с определения местоположения деревьев и кустарников в ландшафтном дизайне. Выбирают растения, адаптированные к местным условиям и способные уживаться с плотностью грунта на участке. При посадке учитывают размер будущего растения, чтобы избежать его стеснения и ущерба для окружающих построек.</p>
<p>Деревья и кустарники необходимо регулярно осматривать на предмет вредителей и болезней для своевременного реагирования. Это включает обработку инсектицидами и фунгицидами, обрезку поврежденных веток и формирование кроны. Такие меры позволят долгие годы поддерживать здоровье и эстетическую привлекательность зеленых насаждений.</p>
<h2>Мониторинг и уход за восстановленной территорией в последующие годы</h2>
<p><img decoding="async" 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RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSGlpDQAUtJS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFIaWkNABS0lLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUhpaQ0AFLSUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSGlpDQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=" alt="Мониторинг и уход за восстановленной территорией в последующие годы"></p>
<p>Для эффективного контроля за состоянием восстановленной территории необходим регулярный мониторинг, осуществляемый как минимум раз в год. Сбор данных включает анализ почвы, воды и биоразнообразия. Особое внимание следует уделять уровням тяжелых металлов и органических загрязнителей в почве, а также pH воды на территории.</p>
<p>План ухода за восстановленными территориями должен включать методы постепенного восстановления растительности, поддержку полезных насекомых и предотвращение инвазивных видов. Важно обеспечить адекватное орошение, подкормку и обработку растений для ускорения их роста и развития.</p>
<p>На ранних этапах после восстановления рекомендуется применение живых мульч и защитных средств для растений, чтобы минимизировать эрозию почвы и способствовать укреплению растительного покрова. Эти меры помогут создать благоприятные условия для постоянного увеличения плодородия территории.</p>
<p>Для оценки устойчивости экосистемы применяются методы долгосрочного мониторинга. Они включают фиксацию изменений в популяциях животных и изменениях растительности через определенные интервалы времени. Это позволяет адаптировать методы воздействия на основании получаемых данных, внося коррективы в стратегию ухода.</p>
<p>Результативность действий по уходу за территорией может быть повышена за счет использования новейших технологий, включая беспилотные летательные аппараты для съемки территорий и специализированные информационные системы для анализа экологической информации. Это позволяет на ранних стадиях выявлять потенциальные проблемы и оперативно принимать меры по их устранению.</p>
<p>Включение местного населения в процессы ухода и мониторинга может способствовать более активному взаимодействию общества и природы, так как именно местные жители наиболее заинтересованы в поддержании здоровой среды. Организация обучающих семинаров и воркшопов для населения помогает поднять осведомленность о значениях и методах экологического мониторинга.</p>
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