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	<title>Техника для дорожного строительства &#8212; Компания «Актаустрой»</title>
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		<title>Автоматизация дорожного строительства &#8212; как это работает</title>
		<link>https://aktaustroi.kz/avtomatizatsiya-dorozhnogo-stroitelstva-kak-eto-rabotaet/</link>
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		<pubDate>Thu, 30 Jan 2025 18:16:14 +0000</pubDate>
				<category><![CDATA[Техника для дорожного строительства]]></category>
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					<description><![CDATA[Применение обширных данных и параллельных алгоритмов стимулирует проектирование и реализацию сетей путей без участия человеческого фактора. Разработка покрытий по новому методу включает в себя детальную аналитику территории с помощью GIS (географических информационных систем) и IoT (интернет вещей), что позволяет ускорить все процессы от замеров до закладки асфальта. Интеллектуальное программное обеспечение за счет изучения и адаптации[...]]]></description>
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" alt="Автоматизация дорожного строительства: как это работает" title="Автоматизация дорожного строительства - как это работает" /></p>
<p>Применение обширных данных и параллельных алгоритмов стимулирует проектирование и реализацию сетей путей без участия человеческого фактора. Разработка покрытий по новому методу включает в себя детальную аналитику территории с помощью GIS (географических информационных систем) и IoT (интернет вещей), что позволяет ускорить все процессы от замеров до закладки асфальта.</p>
<p><strong>Интеллектуальное программное обеспечение</strong> за счет изучения и адаптации к условиям эксплуатации дорог определяет оптимальные параметры материалов для каждого конкретного участка. Программирование бульдозеров и дорожных катков на основе точных координат и высокоточных карт гарантирует равномерность и качество на каждом этапе работы.</p>
<p><em>Системы мониторинга и контроля</em> в реальном времени отслеживают состояние оборудования и готовности покрытия, предотвращая возможные неполадки или дефекты. Технология предсказуемого анализа помогает предвидеть потенциальные проблемы до их возникновения, минимизируя риски задержек и финансовых потерь.</p>
<p>Совершенствование методов укладки и связующих технологий, таких как автоматизированное распределение и смешивание компонентов, обеспечивает долговечность покрытия и экономичное использование ресурсов. Отсутствие необходимости в частом ремонте и поддержании дорог значительно сокращает общую стоимость владения инфраструктурой.</p>
<h2>Применение беспилотных авиационных систем в контроле за строительством дорог</h2>
<p>Беспилотные авиационные системы (БАС) существенно улучшают надзор и проверку качества в процессе возведения дорожного покрытия. С их помощью доступен оперативный сбор данных с труднодоступных участков, что позволяет оперативно реагировать на возможные проблемы, возникающие в ходе работ. Благодаря аэрофотосъемке и видеонаблюдению с использованием БАС, команды могут получать актуальные изображения местности, которые эффективно помогают в мониторинге продвижения проекта.</p>
<p>Проектирование маршрутов с использованием специализированных программных комплексов позволяет БАС собирать данные с максимальной точностью. Интеграция данных с ГИС (геоинформационными системами) обеспечивает визуализацию прогресса и выявление расхождений с проектными заданиями в реальном времени. Это способствует своевременной коррекции планов и распределению ресурсов.</p>
<p>Использование БАС подразумевает возможность проведения детального анализа состояния грунтов, особенно в областях с изменчивой местностью. Также дроны способны определять уровень уплотнения покрытий, что критично для обеспечения долговечности и безопасности дорог.</p>
<p>Обучение операторов БАС требует вложений, однако оно быстро окупается за счет снижения затрат на традиционные методы обследования местности и скорости получения результатов. Предоставление доступа к данным в режиме реального времени через облачные технологии не только ускоряет процесс принятия решений, но и повышает его прозрачность для всех участников проекта.</p>
<h2>Технологии машинного зрения для автоматизации укладки асфальта</h2>
<p>Технологии машинного зрения значительно повышают точность и равномерность укладки асфальтового покрытия. Системы оснащены камерами и датчиками, которые анализируют поверхность дороги и автоматически корректируют толщину и ширину асфальтного слоя. Данные передаются операторам в реальном времени, позволяя делать коррективы на этапе укладки без задержек.</p>
<p>Применение машинного зрения помогает сократить количество дефектов, таких как неровности и трещины, увеличивая срок эксплуатации дорожного полотна. Отслеживание параметров укладки асфальта в режиме реального времени позволяет выполнить работу с высокой долей точности, минимизируя риск человеческих ошибок и ускоряя процесс обустройства трассы.</p>
<table>
<tr>
<th>Параметр</th>
<th>Функция</th>
<th>Преимущества</th>
</tr>
<tr>
<td>Анализ текстуры поверхности</td>
<td>Определение оптимальной толщины слоя</td>
<td>Уменьшение материальных расходов за счет точного расчета необходимого количества асфальта</td>
</tr>
<tr>
<td>Контроль температуры асфальта</td>
<td>Поддержание оптимальной температуры для укладки</td>
<td>Предотвращение преждевременного застывания</td>
</tr>
<tr>
<td>Лазерное сканирование</td>
<td>Формирование цифровой модели укладки</td>
<td>Точное соблюдение проектных параметров, улучшение качества соединений</td>
</tr>
</table>
<p>Интеграция машинного зрения в механизмы для укладки асфальта способствует значительному повышению продуктивности труда. Благодаря автоматической адаптации к изменениям в условиях работы возможно обеспечение непрерывности процесса, снижение затрат на подготовку и контроль качества. Повышение точности укладки способствует долговечности дорожного покрытия и снижает необходимость его скорого ремонта или замены.</p>
<h2>Использование искусственного интеллекта для планирования маршрутов строительства</h2>
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
3sV5Zb2zIiuonUdllXI/DP8ASlhubd3XCvC5PWJuPyNWrY6vBH5ccU7Qn/llIm9D+BpB9kluUjudOe2udwwYSVUn3Ru30NVKSSYRWqQ29ZmnkCmGTDY2n5WHt70xTFtw4kgPo65H5imXWnvPK8tndQ3BZiTHna4Ppg9fwqET3dn+6mWRP9iRePyNEFaKQ5u8maVvJdWzeZZzsOOsL5H4j/61adr4r1CE4nEdwo67htb8xXPLc27nLxGNv70TY/Q1ZWV5R8k0VzgfdlG1vz/+vVEHTzeJ7O9snieOSCRiv3uR1HcVm38iSw2PlurYDZwc/wAZrIcxhsSJLbt6EblP9f50ogc/NCVkHXMbcj8OtAHpGnf8g+3/AOuYqzXnlp4g1KxxGs+9V42SrnHt61vWHi1bg7JrUq4GSUbIP50AdLRRRQAUUUUAFFFR3CPJCyxttY984oA5xkuL/V7u2iwRC2WdpCUGewA7+1WpfDvmWsqNdNvZCFCDaue2R3rUs7RLUOQqh5W3OVHGcYAHsBVmgDG8M3putNEcg2zQnY6nsRwR+eauXcNybyG4tliYojIVkYr1x6A+lSW9hb21zPcRJtkuG3SHPBPsO1WaBp2ZS36n/wA8LX/v63/xNHman/zwtf8Av63/AMTV2ikPm8jB183raJdi4t4tmz/llISxORwMiuMM3lwpAk0kFxIvyZO3OMHluxrvPE+P+EevM78bOdn3uo6e9cK0pjjgVLkRhkJ8qRMtJwOQex/+vTE3cveHr2efW7e3mlWeKQNncFY8A/xDnqK6+fgbQAFHYdK43wxDJ/b9s720cYVX+eBgYyTmuznoEZy/8f0H/XQfzroq5tvM+1R+SFMm8bQ5wM++K0d2uf8APLTv+/j/APxNAGnSVm7tc/55af8A9/H/APiaN2uf88tP/wC/j/8AxNAGlRWbu1z/AJ5ad/38f/4mrGl3T3thHPKio7FgyqcjIYjj8qALVFLRQAlLRRQAUUUUAFFFFABRRUNzcxWsTSzNtUUAS0ZrEfUjfx/6LfwW5P8AC33vxPY1iXYu0uDF5/nyYyfKYmmlc6KdDm3djtcjPWoLu+tbGPzLqdIl/wBo8n8K42O1ke1Fw88KIw3ZYHI/EHisqS4iMzT3EK3TgYAkdiD6H1I9qfKDoaNxd7HT3HiqW6ZotGspJ2HWWQYVff8A/WRWFf3hnOdW1F7tv+fe0ICD6t0/IGs65vrm6jEckmIR0ijARB/wEVXxUnOXG1KVEMdnGllGeMQj5iPdzyapevqevvRirsNlAsKz3t4kaHkRRYeVvw6D8aBlKpIFhaTFxI8cYGSUTcT7AVLdz28u1ba0WBF7lizt9T/gKrUAXZb2FEaKxtEhQjDSS4kkb8TwPwFUqMVNa2k925EKEgfeY8Kv1NJtJXYIhqe3spZ0807YoO8spwv4ev4VoW1lBGpddlwV+9cS/LAn07uajudSVXDQk3E68CeZeF/3E6CsHUcnaCKslqx6W9vaRiXhO4muEyzf7kf9TVWfUm8wm2VkY8GeQ7pG/Hoo9hSWVrLq18Y3n/fOM73BYsfSor+0exvJbWQhniOCR0NVGl1lqHN2Kx5JJJJPUnkmkNLketS2r2yzqbtJJYh1SNgCfqewrYk0fD/h+XWXkcv5UMfG4rnc3oK0tT0GTTo4ybpG8xxGiKCpJ/wrnm1S4huHaxnltI2OViSQ7V+lOudUnu7UG7u5ZplbChuQB/jXRC8dmc87S6GrPfWmms8b4vphjDsc/wDATnpj2rnnuHkkfaRGGJYAdB7CoJDIZSm35h19BVmy0+W5mEcSeZKe56KPU+gqZTtsUo33Ku0swCgknoMc1ba0jswGvPmlPSAHp/vHt9KuSzW+lho7Jlmu+j3JHyr7J/jUFhpc1+xlcssROWc9X+n+NYmpS2z3suAOF6ADCqK1IkKadIh5wQufXArSFnHBGEiTaoqm67bWQDvIaAMd1+Y1NBNk7JACexNNdeTTVQHP1oA1ra6HCSHjsx7VdxWFG2cK3XsfWtC1uGjxHLnb2Pp/9agDoYf+Qdc/9eSf+hVnWotG+S+jMkDNg7eqnb1H0rSg/wCQbc/9eafzrKHEY/3/AOlAFfVdElsE+0wOLmyblZk/h9m9PrWZmujsr2axdjFh43+/E/3X/wAD70y90WC/ha80UcrzLZn7yH/Z/wA/SgDn6Wk5BIIII4IPUUUDFrRsbnTWi+zajZhQelzBkOv1Hes6koA0NQ0d7WHz4J4rq0b7ssZGR9V7VhzQyrL5iPz9KuYGc45qSOJppFjQbmY4AyBn86ATa2KMVyGbbINj/oashhnDDPpmnX+lz2zBLqB4mPTcOv41QPmxAoTuQ8c9VqHC5108U4/EdJZX0jRCAXMyKvChJCBTpYFlOWJkb1dix/WsGIpbsmxshuGU8c+uK2LnWoLi32vBFHIBxJHwR/jWTi1pc7aVSnK0lEDFE0gEyMwPAKHDD6ev0pJtImUO9rIt2iEhvL++uOxWsxLsLMrLJLI6kEHtmtW3vraQqbpZILgHi7gb5v8AgQ71Pvx1RzYr2cmmjN74PB9D2oroJ4/Oi8y8gS/h/wCfy14kX/eXvWe+lM8ZlsJlvIx1CjDr9VqoV4vfQ43Ezz0rqfD8SWlocyszPhiuTsX6D+tcscqSGBBHUHjFIJpo7hWjmkTavGDwPqPSivTlVhyxdghJRd2dnf3MhZI0uPs0LffnGGYnP3VB6H3qW0is7YkwwkSN96aX53P4muagvVu445ZYw205APRWHXFa8N8rH7w+h4/X/GuWklTjyN2NZxv7y1OiiaJU3RDcx6setUtUQTRJvVWdnCqSOR9KqRzlp/lcxELx6sf61YM5mvLeOXCeWS7EdD2BrGtCq7NPQdOyl6anN6x4f8ty9kSy5z5bHkfQ96pQ6lewR+Q7+bGpwYbhN6j255H4V27JGLoYyzepqp4g0SG8i+0IVhuVH3uzj0P+NelSU4Q/eM5203ocox0q6H7yCWxk/vQnzI/++TyPwNNbR7kqXspYr6Pr+5bLD6qeagniME7xMysUONynIP0pikqwZSVYdGBwRWydxDluri2JifcuOqMM/oalW5t5eZISjf34jj9DU41W4dQl6kV7GOMTrlh9GHIpPs+k3h/dyy6fIf4Zf3kf/fQ5H40CHo7yDEdxFcDskww36/0NWLDyxdES28sTbDxnI6j1rPn0e/t0MqILiD/nrAfMX9OR+NS6PeTpOyCRwAh4zx1FAHqVFFFAFBtZsUkZJJghUsG3AgAgkH+RoOs2KyvEZwHQZIx15xx60+XSrGaSR5LdS8p3OeQWO3b/AC4qJtH01Du+ygcY4yRQA6LWbCV9i3KhsAgMMZycClXWLEySI04QpJ5Z3jblvQZqEadp6SxSxx7PJbeADgE84Jz6ZNRSWukea00kKGQncSGLH/8AVyeKALY1jT2jMgu4ioXcTntnH86sW9zDchjBKsgRtrFeQDVZtG09+TbKcjrk8d+OeDwKtW9tDax+XBGI0yTtHTJoAlooooAKKKKAM7xAT/Y1xgEnAwB1PIriJCn2dmlALg/KzALtHfntXo0kaSptkRXX0YZqhc6JY3KFHi+U9R1H60AcV4SSNdfhK2jwNsfJR90fU12s/WsmHw7b6Vq9tPaD52LgKWIX7p69as3pnguFa6bfbnghBtCn37kVLklqyoxb0QyIltQhCKzlXBbaM4+vpXQ1XtHjMSiJVVfRRgVYqhBRRRQIKztA/wCQRH/vyf8AobVRu9Qnt5p2MreXGWOMdhzWV4f1c3WmAxD5UkdTuHckt/WgDtKK5WTVpt7Ij7Shw2B7ZqzpF7NcaiiPK7LtJwTQFzoaKKKACiiigAopksscMZkldUQdWY4Arn7zxdbLOlvYJ9pldgocnagJ/U0Dtc3Ly6js7V55WCqgzyep9KrWkwusT+ZHKxH/ACzYMF9q5K5vp9Ql/wBInVihI2jgKfpUSwwjLAAFerL8uPxFVynZ9SfLvqdXrj2dpp8txPbRMwGF3KOW7Vz7XttptuoVxLKQGO09T6n2rHv71ZAIPMZlHQO5P86z3dY03EhVp2sWqChG02Wp7t5vlJIQMSF7DJzVLzZXdWAHlt/L1qtJcSS5EIKr3c1LBEUQbm3Y6cUnLoZVa7a5Y7E6glgqgljwAOprQbSmt4PM1C4S0JGUhI3SN/wEdPxqC1v7iyRhbFI2b/loEBcfRu1V2Zncu7FnbqzHJNScolJilpKACnRo8sgjiRnduiqMk1ct9NYw/aLyQWtuejOPmf2Ud60VCW1tuGdOtWH3jzcT/wCArnnXS0jqUolSHTUikCXANxc9RaQHJH++3YVPc3EUQEUwW4cfds7fiFD/ALRHLGqVxqRMZgso/stueoU/O/8AvN1NS6DMkFzPumWB3gdI3J2/OenPalGlKTvMbkktBkttq2pOpa1uHVfuIIyEUew6VIPDurbNzWu32aRQf51vaRLeLp7HU7s5DkAvOGBGPUGrMF1Y3Fz5EVwksuCcLk4A966EklZEPU5/QbWe016FbiMoSDjPetzWLPSLZpL++tmmlmlKjLHGR7fQVZgtPMvvtLwBFjXEbO3zMc9QB0H1qjq+s21hIY3iN3LI25omb5Ix6gY4JoHFpP3tiSJtOjAMNtax8dRCSf1FZ2v3FjNp7rHJA9xkbQqAN157Vi6hqdzfXMkhllSNjlYhIcKPSqWKCrx7EctsJcHoR3BqMWOTzI2PrVjovHrWnpWlfaYmvL2Q29hF96Q9X9loTJkknoQWGlveMzKQkMfMs7/dX/E0t9qESQtaacDHb/xyHh5vc+g9qXVdV+2KttbR/Z7CM/JCO/u3qa1NB8P7tt3fJ7xwsPyJ/wAKZJS0bQGuQtxeLtg6rH0LfX2rojCEUBVAUcADtV5kqJ14oAzpI854rGvyApXpg10UiVQubKGX78ak+tAHLSFQetRK4BK4JNb8unRL0jAqpJaBegoAzTzVq2mZ/wB2xyx6Z7//AF6R4MdqhaPBFAHZwf8AINuf+vNP51lD/Vj/AH/6VrQf8g24/wCvNP51lAfux/vf0oATFLHJLbzLPbyGOZejDv7EdxR0pKAL89taeIwzIEtNVUZYfwyj1+nv1HeuZuIJrWdoLiNo5VPKt/P6VqspJVlYo6HKupwyn1FaaT22uxrYartivVGIblRjf/8AX9RQM5OirepadcaXcmG5Xryjj7rj1H+FVKAFoPIx1pKKANax1ySOH7JqEX22zP8AA5+ZP901BqcGmg79PumkRv8AllIhDJ+PQ1RpKAIZbJZOVYgjpz0qH7DJ08w4+tX40eSRY0xuY4GSAPzNWb3Tb7T1VruB41bo3BH5igabRmW9t5L7s84xU9LSUCJba5ntJN9tK0beqnr9fWtKO/tLqQPcq1nddrq34z9VrIpaynSjL1KUmjoblGeIPqNut7Cel5a8OPqKzLjRjLEZtPnF3F32cSL9RUFpe3Fk+62maPPVex+orRiu7K7lEjE6def894eFY+4rn5alLbb+v60K0kc/GbmzZhC525+ZGGR+VXIdTikOyYeSx455U1t3iHA/te1EyH7t7bfzNZl1oLSQmaxkW8g7lPvD6imqlOp8Wg05R2LtvclECnDR9geRV5JAjrKXKAdjzkema5XT4Zo7wIHZIVy0inoAOvFL9vlV3uRu2yOdyk8Eeg9xWc8O5O0WbqquW7W51g1UQOQo8w9j6VXub26vSfNfbH6ZwP8A69ZMOo2ccG5ihY9y39BVOfV5J2CW4Krn7xH8hVck52XQhOENS9eWFywN1FbytbH/AJaAZGe/TpVAc9DVi0vbqykMlrcSRMTk7TwfqO9XxqVhfDbqdlskP/Lza/K31K9DXalZHO9WZFGK1ZtELQmbTruG9hHXaQsi/VTWUQQSCMEdqYh9vPNay+ZbyvC/95GxWxp2qG4uG+2WdtcSbf8AWlNrHkdSOtYlXdK/4+W/3D/MUAepUUUUCOZ8c3d1aabA1vNJDG0uJZIzggYOOewzXKaXeaje3sa2E1xPOpDFt56A9TntXp0sUc8bRzRrIjdVYZB/CiKCKFdsMSRr6IoAoAzL6PzJwSP4Rx1qNLR3HyxnHr0rZ2j0FU47OVXJDqgxt+UZJH40AOE0qPhl+XOASKt1Qe2n84KCTGT98H5hRNE9u0TrcTNmVVIZgQQT9KaVyW7F+szWb+5sRAba3E29jvyD8oHfj/PtWnRSKMT+1r2OYRy26MXkZEKK3OHA/wDQSW/CoZdfvEkuNliXET4EeCH27SS36dK1be6eXcCOV9KjsdXtr+4ngt3Lvbvsl4I2nn8+lAFay1a7uJY1e0CK03lsfmG0bSe456fTkVs0UUAU7v8A5CFj/vP/AOgmrE0SyxlWAIPY1Xu/+P8Asf8Aef8A9BNXKRb2RggyaVMFOTbE8H/nn7H2rZhmWVAykc0TwJMhVgDn1rGHm6TL3e1J+pT/AOtWfwen5F/xPX8zeoqKCdJowysCD3FS1qZHNXoBupwRkFzxVeOKOJdsUaRrnOEUAVYvP+PyYf7ZqGqIM5v+Py5/3l/9BFaWgn/ibIP9hqzXOLu5OeAy5/75q/oL51eMgEjawJAyBx3pMZ1tFVr2/tbCLzLqdIh23Hk/Qd65e+8YT3En2fSbZtzcK7LuY/RR/WkM6u4uoLWIy3EqRIP4mOK5nUfGS7/J0u3aVzwHcHB+ijk1jXFk2/7R4g1Bo5D/AMsQd8pH06LULawLdTHpNstkp4Mv3pW+rHp+FAE93BdXBE3iC/MC9VhPzSH6IOB+NU7i9tlgaCwtFhU/elk+aVvx7fhVFmLMWZizHqzHJP40lBSdncie6RZiJol3g/eBwTWi/iKZ7T7OrrHERgqMDIrPeBJDlhk0xbOH72wkZ69qrmZv9Yl1Iy6SR71+aTdnr37D6VfsdDub5DdXUiW9sOs0xwv0A71CsaJwqgU4kkYJJHpmpMG2zQ8/T7AbNOg8+Tp9puFB/wC+U6D8azySxJPUnNJS0CCikrTi0xYYhcapIbeI/djH+sk+g7VE6kYbjSbKdpaz3kvl28Zc9z0C+5Nalpawwy+XaRrf3a8tI3EMPv71NLxag3X/ABLtP/ht4/8AWS/Ws281JpohbW0YtrUdIk7/AFPeuW8622xekS1dXsNrMZBJ9vvv+e7jMcfsorKmmkuJjLNI0kh6sxqOlrohSUCG7hSUtT2Vjc6hcCC1iLuep7KPUnsK1EVsKOwFT2t1NZTia3fY4BGcZ4Na922n6LA9rbpFe3rcSzuu5I/ZRWEaAN3RL+6vdcUzzMQ67Sq8AD2FLqsllb65qH2mASsHXy1I4Py9P5VW8M/8hqGm+Jf+Rhvf98fyFAiGCSx8tPOjC/vCzqIyzEZyAGzwMcYqSebSTaSrDCwnIbYSuAuWB9ew4+hrNNbWjaRC8DapqjeVYR8qD/y1Pt7fzoAi0jTYJUa81KTyrOEB8HrLknAHtwar6xq0mpSABfJtIuIYF6IPX60us6k+p3Xm7BDCo2xxj+FR0/HmtfwzoHmbL+9T5fvQxsOv+0f6UkXPoL4d8Pfcvb6PngxRMPu+hI9fQV07LUuKaRTIIGFRMtWGFRstAFV1qu68VccVC60AUJE5NU5YvatN161XkSgDIki9qrSRVqyx1VkjoA3YB/xLrn/r0T+dZ0fGPdj/ACrThH/Evuf+vRP51h3zPFbI6HDCXg/hQBZkj4yvSoqktbhbiLcOD/EPQ0sseBuFAENNkjWVCrjI/kfUe9PpKAL9nqMV3CNK13EiNxFcNxz2yeze/esbWdGuNJmw+ZIG+5Ljr7H0NWJI1lQo43KeoNXtL1ZYo/7M1j99ZyfKksnOP9lv6HtQBzFFa+vaDJpbGaEmWzY8P3T2P+NZFAwooooAMZFbGl6/NZxm2uk+12TDBifkqPYn+VZFFAG/faLZ3Nub3RblHjPW3dwGX2Gf5GsDvg9qQgHqM0UALRSUtACUUUUAW7LUbqxOIXzGesbcqfwrRt5LK7lElpKdMvD2B+R6xKltohNJ8/EaDc59q56tKLTlsaQbbsbV1Ih+XV02M4MbzwLwT2JP9Kxb3RWGXtmFzAf4o+v4irUetTxb0ZVlt3/5ZOOB9KsafBHcSGbSLn7NcdTA54Nc8eeirv8A4H/ALm1N2XQ55bNF6VNHEEroblrW4k8nVbY2N0ek6D5
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
FFFUIKKKKAClPAzSV1vhjw8Cq6hfoMYzFE46D+839KAOSyPWnxxvK+yNGdvRRk1vai0Wual9l0q2hihjOXnVACff6eg710en2NjYWyxQxZ7s7D5mPqTXPUrxg+VtXKSbOTs9Au5GDywBlH/ACz8wKT9T2rcRNVgULFp1mqKMBVlYf0rXm+ziIsUAx7YrOkdm+UFlTPC7qyvGtLlcb/PQpaK42G9uPPSG7smhL9HSQOn49xTb29it4ZJHkCKo5Y9qzbrzI7oTJOwjxjy+oY+tYuqXRmlhjk5QBnYZ4yOBXL9WjKquXRG/Nywuxl3LDPN5sGNjDOQMZNQVHCNoKEEEHkGpK9ZKyscrdwrf8K6P9vu/tU65toDwD/G/p9B1rIsbKXULyO1gHzyHr2UdzXd6hcweG9EVIFG5RshX+83qf5mmIyPGer7j/ZkDejTkfov9a5OldmeRndizscsx7mhVd2VI1LOxAVR3JoEanhxGN/JIFOxYZAW7ZKnA/SvQrdQIIx6KP5Vg2+mrpmlQQgZc+Y0jereW2a6CL/Ux/7o/lQA+iiigBKKKKACkpaSgApKWkoASoZ7WC45ljDHGM5waq6jdXsN3BFaxhlcckxlgTuA6j7uASefSq0Oo6k08Hm2TLHJu3IsZ3jHuTgcj9RQBHe+FrC7bf8AMjjgMDg/pVyxsprOxisxMCkeQJD8ztzn6Cobi+1KPzNlopAaQAhWbAAUqffqfqRgVWOp6xhs6eBgHnYT0Gen0IH1BoA2I7aKM7gu5/77nJ/+t+FSGsmHUb94rgyWxVkRduIW+VsZORn5h9P6VGt/qssyxrahCzJy0ZwgIy2ST1oA2DSVT0ya9nike9iSLLnygowdvPUVcoAaaaaeaaaAGNTCKkNMNADCKjIqU9KYRQBERUTCpiKjYUAQsKjYVMRUZFAEDCoXFWGHNRMKAKrLULrVplqFxQBVZaiII5HarLLULLgUAX7eUSxBv4uhq1AyHdFMMwyDa4/r+FY9tJ5UvP3W4NaY60AZN5ayWd08EnJU8H+8OxqGt29g+22WVH+kW4+X/aTuPwrCoASiiigAoBIII4IoooAjuYht85AAv8ajsfX6Gug8Ka95RXTrtv3ZOIXP8J/un29KxUfYemQeCD3FVrm38lwy5ML/AHT6ex96AO88Q6IuqwebCAt5EPlP98f3T/SuBZWRmV1KspwQRgg+9dn4W137Ygsbp83KD5HP/LQDt9RTvE+hfbEN7aJ/pKj51H/LQD/2YfrQM4qikpaACiiigAooooAKu6V/x9N/uH+YqlV3Sv8Aj6b/AHD/ADFAFab/AF8n+8ajqSb/AF8n+8ajoEFFKAScAZPtXRaX4cjEX2zWJlgt1GfK3AE/7x7fQc0AZWlaTd6rNstkwgPzSsPlX/E+1dA02leFh5duovNSxhmP8P1/uj2HNU9U8TFovsWkJ9ltl+XeBhmHt6D9a50UAWb+/utRn867lMjdh0C+wFVqKKAGTKWiZR3qgbeVTwa06cApHIoY02ZW256Z4+lPS2ndgWYceozWptQUEgdKQ3JvcrmDc26Q7mqQKoHAoLZNb2k6Cz7Z75cJ1WE9/dvb2rKtWjSV5DjFso6ZpM2oHecxW46yEdfp61tXd9Z6JB9mtow0uPuA9D6saraproT/AEbTz8w481RwPZRRpehAj7TqIyT83lsf1Y1wVG5LnraLojRK2kSvY6dc6xP9rvnbyj7YLeyjsPerepavFYR/Y9OCB043L91P8TVfV9dMgNvYttj6NIvG4eg9BWEOBW1OjKo1Kpt0RLklohWZnYszFmJySepopKK7zMKKKKBhRRRQIKM4oroPDOgHUZBd3Sn7Ih4X/nqf8KAJ/C3h77UVv71Mwg5ijYffPqfapPEesyahcf2Vpp3hm2yOv8Z/uj2Hep/FOv8AkK2nWLASY2yuv8A/uj3qHwbpilGvZV+9mOMew6mple3u7gaOmWEen2ywR8t1dv7xrQVcVObaMc73X23VnapL5KNGjkh8Lk9QScV41TCVE+ab3Zspp7FW6umdvMVcwKcD1P8AtfSqdxcIUyD8nc/3vYf1p9xMDlEbEacOwPX/AGR/jWRdS+bKpIxt4UDotdbap/u6b06lwjf3pIbPM0rnJ/8ArCsG+nW7uEEPCRZG/ux/wqXUbzzGNtbt8v8Ay0cd/YVHBEFXpXRRp8upFWd9ESRJtX69acelL2re8J6R9uu/tc6Zt7duAejv/wDWroMTf8MaSul2BubnC3Eq7nJ/gTrj+prkte1RtW1BpQSIE+WJfb1/Gug8aatsi/s2FvnkAaYjsvYfj/KuOoEGK6TwfphnuDfyD5I/li927n8OlYNnayX13HbRfekOM/3R3NemWNrHZ2scEShUQYAoAg1YYhjA/wCmn/otqvRf6mP/AHR/KqWr/wCqj/7af+i2q7F/qI/90fyoAfRRRQAlFFFABSUtJQAUhpaQ0AFIaKDQAlJS0lABmkJopDQAlJS0hoAaaaetPNNNADDTT0p9NIoAYRTCOaeaaetAEZqNhUpFMIoAhIqNhUxFRtQBAwqNhU7ComFAFdhULrxVlhULCgCuwqFxVlhUTLxQBWIq7aSmRNrfeX+VVmFNjcxSBx+I9aANeGVopFdT8ynIrP1i0WCdZ4Fxbz/Mo/unutW1YMAQcg9KnREuoHs5ThZOUY/wv2P9KAOcop8kbxStHIpV0OGB7GmUAFFFFABUsex1MMo/dt3/ALp7EVEKcKAKskctnc43FJIyGV1P5EV33h7Wl1W2xIQt1GP3i+v+0K5JoVvYRCSFlTmNj/6D9DVC0uprG6WeEmOWM9/1BoA6fxToON+o2acdZ41H/jw/rXKg5r0nSdSh1SyE8WAfuyIeSh9K5XxNoX2CQ3dqv+iufmQf8sm/wP6UDMClpKKAFpKWkoAKu6V/x9N/uH+YqlV3Sv8Aj6b/AHD/ADFAFab/AF8n+8ajqSb/AF8n+8ajoEGKTaPSlooAKKKKACiiigBaKSigYuadFFJPKsUKF3boo71NY2U9/N5cC8D7zn7q/WunjistCsy7n5iOXI+eQ+grlr4hU/djrIuML6sh03SYNOjN1eOhlUZLH7sf09TWdqOq3Gpy/ZLJH8t+MAfNJ9fQVHLNea/d+VGpWMHhc/Kg9WPc1sxxWXh+zLud0jDBb+KQ+g9BXG/clzT96b6djTfbYZYabb6RF9qu5EMq/wAZ+6nsKx9W1iW/JijLR2/93u/uf8Kr6hqE+oTb5ThR9xB0X/E+9Va6qWHs+eo7szcuiEooorsICiiigAooooGFFFFAgrVTxHqscXlJchUA2gCNRge3FZdFAE1rCtzcCOSbyg2SXbJ5rvdPvLOG2jhjdFWNQANwrz2NtkiucjaQeOtbASOUZjlBU/d45rmq1JU3dGtOCmjtPtkB5MmfpzWTflJ4WZ5CoLbvkPPB4FYJhYYxg/TippQ8afPKAB/Duz+lctWcqyWtrGsYKDG6le29tCokbYDwiKM8fT0rD1C/IAhgYGRxyw/hFNun+13EziMudwRBnsvb9CapwQ5fd1BPFdVHDqCTe5nOq3oh8EIAFWgNooAwKCeDXQYE1lZy395HbQD55D1/ujua9CuJbXw7ouUUbIl2ovd2P+J5qj4S0g2Nn9qnTFxcDoeqJ2H49a57xPq39pah5cTf6NASq4PDN3amBkzSyTzSTTMXlkbcxPc1HS1c0jTzqeopb8+WPnkPoo7fjQB0vg7SzFAb6VcSTDCZ7J/9eupApkKBIwoAAHQCpBQBDdWiXSqHZhtzjafUYP6GpI0EcaoCSFGMnrT6SgAooooASiiigApDS0mKACkNLSUAJQaWkNACUlLSUAJSGnGkoAbSGnU00AIaQ0tIaAG00inU00AMIppFPNNNADDUZFSmoyOaAIyKjIzUpFMIoAhYVGwqZhUZFAEDComFWGFRMOKAK7CoWFWWFQsKAK7ComWrJFRMKAJLKXrGfqKuA1l5KMGXqK0Y3EiBh3oATWIPtMAvkGZFwk4H6N/SsbFdHbSiKQ713RsNrr6g9axdQtDZXbQ53L95G/vKelAFbFGKKKAClFJSigCRDgg0/ULb7VCbmIZmQfvAP4x/e+o71GtWbeRo5AynkUAUdI1SXSrwTx/MjYEidnX/AB9K9Ggnt9QsxIhWWCZehHBHcGvPNVsliIuYFAgkPKj+BvT6HtVjw7rR0q52Skm1lPzj+4f7w/rQAviDRm0m5DIGa1kP7tv7v+yayq9QuLeC+tGhmVZYZR25z6EGvPNX0ybSr0wSZZDzHJj74/x9aBlKiiigAq7pX/H03+4f5iqVXdK/4+m/3D/MUAVpv9fJ/vGo6km/18n+8ajoEFFFFABRRRQAUUUE4FAwrR0rSJdQbeSY7cHl/wC97D/Grmk6AZdk9+CqH7sR6t9fQe1XNV1pLNfs9mFaZRgkfdi9vrXBUxEpS9nR37miikryJ7u7s9EtVhjQbsfJCvU+5P8AWsOC2vdeuzNM5CDhpP4UHoop+m6RNqMv2m7ZxExyWb70n09q1NT1WDS4vstoi+co4QD5Y/r7+1YR9x8lLWb3Ze+r2H3N1aaFaLFEgMhGRHnlv9pjXL3NzNeTmad9zH8gPQe1Mkd5pGklYu7HJYnk02u2hh1S1er7mcpXCkpaSukgKKKKACiiigAoopRk9AT9KBiUUUUCCiiigBaGmljjPlsM+4zSUdaTSe4XsRf2ndLwUjb8CKZJqN3IMKqJ7gZP61MYwe1KsQFSqcd7Fc8u5Ut7eTJZmPOc44Jz1q6iBMYpelGaskCa2fC2k/2jfedMubWA5bPRm7D+tZNvBLdXCW8C7pZG2qPevR7WC20PSNpYCKFS0j/3j3P40hFDxXqxsLH7NA+Li4GBjqq9z/SuCxgcVZ1C+k1K9kupernhf7q9hVamAhIUZNd94W0v7DYB5VxPN87+3oPwrl/DmnHUNSUuuYICGbPQnsP616KigDFADscUtFFABSUtJQAUUlLQAlFLSUAFJS0UAJRRRQAlJS0lACGkp1NNABSUtIaAEpDS0hoAaaSnGkoAaaaaeaYaAGmmGpDTCKAGU09aeaaRQBGRUZFSmmEUARMKjIqYioyKAIWFRMKnYVGwoAgYVCwqywqJhQBXIqJhVhhUTDmgCuwqW1k2ybD0bp9aRhUTD060AaYNPuIPt9gYlH7+DLxn1Xuv9aghk8yMHv0NTxSNFIrqcMpyKAOforT1q0WKZbqAYgn5x/dbuKzKAFpRSU4UAOFSr1qNetSLQBbgdWVopV3xONrL6isW/s2sbjyyd0bcxv8A3h/jWqnBqzJBHf2ptpTg5zG/9xv8PWgA8Ka55Drp12+IWOIWJ+4f7p9jXUanp0Op2jW84weqPjlG9a8zmhkt5nhmXbIhww9K7Xwrrn22JbK6f/SYx8jMeZF/xFAHJXtpNYXT21wu10P4MPUe1QV6JrukR6taYUhLmPmJz/I+xrz2WOSGV4pUKSIcMp6g0DG1d0r/AI+m/wBw/wAxVKruk/8AH03+4f5igCtN/r5P941HUk3+vk/3jUdAgooooAKKKntLSe9m8q3Tc3Unso9SaUpKKuxpXIo43lkWONS7scBV6mun0rRI7IC5vCrSrzgn5Y/fPrVizs7TRrVppHGf+WkzDk+w/wAKwdR1S41WYQQIwiJwkQ5L+5rzpVJ4htQ0j1Zskob7lvVdfMu6GxYqp4aXoW+n+NSaPoP3bi9TvlYT/Nv8Ks6ToyWK+fc7XnAzz92P/wCv71Q1jXDPutrNiIujSjgv7D2/nUJuf7rD6LqxvT3pFrV9cEW63smDSYw0o6L7D3rmiSxJJJJ5JJ60mKK76NGNKNkZSk5C0UlFbEhRRRQAUUUUAFFFOVWd1RFLOxwqjqT7UAOgglup0ggQySucKo716FpWmWug6c7zOm7G6aY9Pp9Ki8O6Imk25nuNpunX52J4jX0H9TXN+JddOpz/AGe3YizjPX/no3r9PSgCprmrPq15vC+XAnEaY/U+5rNpaSgAooooAKWkooAWjNJRQAtA60laeg6WdV1FYjxCnzyn29PxoA6HwdpPkwHUJ0xJKMRA/wAKev4/yqn4z1XzZhp0LDZHhpSO7dl/DrXR61qSaRpjSqBv+5Enqe34CvNWZndndizscsx6k+tAhKDn+FSxJwAO59KWt3wnpxu9QN065igOFz3f/wCtQB1Hh/TBpunJEeZD80h9WPWtYCmqMDFPoAKKKKACkzS0hoAKKKKACkoooAKQ0tFADaWiigBKSlooASmmnUlACUlLSGgAppp1IaAG0lLSUAJTTT6YaAENMIp5ptADDTTTyKaaAGEVGalaozQAxhUZFSmmGgCJhUTCpmpjCgCBhUbDip2FRsKAK7ComFWGFRMKAIGFRMKsMtRMKAEt5PLkwfutV7rWcwq5byb4+fvDg0AXIVS6gkspmwsvKk/wv2P9K56WN4ZWjkUq6HDA+tbY9qZrUH2i3W/QZkXCTY/RqAMWnimCnCgCRaetMWpFoAkUVPGSDxUK1KtADtTsf7RtvNiX/SoV6d5F9PqO1c5HI8brJGxSRDuVh1BFdXC5VgRnIrN17TgB/aFsPkY/vkA+6fX6GgDq9A1lNWtMnC3MfEqD/wBCHsareJtD/tCH7VbLi7jHIH/LRR2+o7Vxen302n3iXMDYZeo7MO4PtXpGm38Oo2aXMB+VuoPVT3BoA8xz6/8A6qu6V/x9N/uH+YroPFehZDalZp7zoP8A0If1rn9KOblsf3D/ADFADJlHmvwPvGmbR6CiigA2j0FG0egoooANo9BXX+Ho0XSoiqKCzHcQOtFFcOP/AIRrS+IyfFJJ1CFCTtCZ29s1P4VjQm6fYu5QAGxyKKKy/wCYQr7ZZ8TErp6KpIDSYIHeuW2j0FFFaZf/AAhVNw2j0FLgegoorvMhNo9BRtHoKKKADaPQUbR6CiigA2j0FG0egoooAXA9BW74OjRtbyyKSsRIJHQ5FFFAHReLWK+H59pIyQDjuM15/tX0H5UUUCDaM9BS4GegoooGJtHoKNo9BRRQAbR6CjaPQUUUAG0ego2j0FFFAC4HoK7bwSijSpWCgEzHJx14FFFAGf42AN/bKRkCIkA+ua5zYuPuj8qKKBCFFx90flXd+E0RdEttqKMgk4HXmiigDbxRRRQAUUUUAFFFFABRiiigAwKMUUUAGB6UYHpRRQAmB6UYHpRRQAED0FGB6CiigQmBnoKTAz0oooAMD0FNIHpRRQMMD0pMD0oooAMDHQUmB6CiigAwPQUwgegoooAaQPSm4HpRRQAhA9KYQMdKKKAG4HpTSo9BRRQA0qMdBTCo9BRRQAwquOg/Ko2Ax0FFFAEZAz0FMZR6CiigCNlX0H5VEyr/AHR+VFFAEbKv90flUTKufuj8qKKAI2Vf7o/KpLdV3/dH5UUUAWwq/wB0flVuzRWW4UqCDC2QR1oooA5oIu37o/KlCL/dH5UUUASKi/3R+VSBV/uj8qKKAJFVcfdH5VKqrn7o/KiimBPGq/3R+VXLZEZZFZVKlGBBHB4oopAcUqJj7o6eldP4J4vLtRwuxTjtnNFFAHYYBwMDBrz2GNE1i6VUVVDOAAMY+YUUUAf/2Q==" alt="Использование искусственного интеллекта для планирования маршрутов строительства"></p>
<p>Аналитика и оптимизация маршрутов с помощью искусственного интеллекта значительно повышают эффективность выполнения проектов. ИИ анализирует большие объемы данных, включая геолокационную информацию, состояние и проходимость дорог. Системы могут предсказывать риски, связанные с погодными условиями или текущим состоянием дорожного покрытия.</p>
<p>Программное обеспечение, использующее ИИ, также включает в себя алгоритмы для определения наиболее экономичных путей. При планировании маршрутов происходит сравнение возможных вариантов, которое позволяет выбрать оптимальный по стоимости и времени маршрут. Помимо экономических факторов, такой подход способствует минимизации воздействия на экологию за счет сокращения выбросов от транспорта.</p>
<p>Внедрение ИИ для планирования маршрутов обеспечивает не только выбор наилучшего пути выполнения работ, но и способствует ускорению принятия решений. Системы могут оперативно пересматривать планы учитывая новые данные, что делает процесс более адаптивным и менее подверженным человеческим ошибкам. Применение ИИ ускоряет процессы от начала проектирования до завершения объекта.</p>
<p><strong>Алгоритмы машинного обучения</strong> в составе ИИ эффективно анализируют прошлые случаи и делают прогнозы на будущее. Это позволяет делать точные прогнозы о затратах времени и ресурсов, необходимых для завершения проекта.</p>
<p><em>Помимо прямого планирования маршрутов</em>, системы на базе искусственного интеллекта помогают в формировании бюджетов и управлении проектами, интегрируя различные данные для более глубокого анализа эффективности проекта в целом.</p</p>
<h2>Роботизированные комплексы для разметки дорожного покрытия</h2>
<p>Стремительное внедрение роботизированных систем способствует повышению качества и скорости нанесения разметки на асфальт. Применение данных технологий значительно сокращает время, необходимое для завершения работ, и минимизирует возможные человеческие ошибки.</p>
<p><strong>Принцип действия</strong> роботизированных установок базируется на использовании GPS и дополнительных датчиков для точного определения координат на поверхности дороги. Благодаря этому оборудование способно автоматически вычислять маршрут движения и равномерно наносить разметку, следуя предварительно заданным параметрам.</p>
<p>Современные <strong>роботизированные машины для разметки</strong> оснащены системами контроля за качеством нанесения. Такие системы проверяют толщину и ширину линий в режиме реального времени, предотвращая несоответствия стандартам безопасности дорожного движения. В случае обнаружения отклонений машина автоматически корректирует процесс, гарантируя высокое качество результата.</p>
<p>Использование таких комплексов не только улучшает качество разметки, но и способствует снижению затрат на трудовые ресурсы. Они позволяют выполнить работу с меньшим количеством персонала на объекте, что особенно актуально при проведении работ в ночное время или в условиях плохой видимости.</p>
<p>Ключевое преимущество – возможность работы в различных погодных условиях. Современные роботизированные системы обеспечивают точность и однородность разметки даже при неблагоприятных атмосферных явлениях, что чрезвычайно важно для поддержания безопасности дорожного движения в любое время года.</p>
<h2>Программное обеспечение для мониторинга и управления строительными проектами</h2>
<p>При реализации инфраструктурных проектов ключевое значение имеет обеспечение своевременной и точной передачи информации между всеми участниками. Централизованные системы управления проектами способствуют синхронизации задач и ресурсов, обеспечивают контроль сроков и бюджета. Программные продукты в сфере управления проектами позволяют делегировать задачи, отслеживать их выполнение и анализировать продуктивность рабочих групп.</p>
<p>Один из эффективных инструментов &#8212; программа для создания детализированных отчётов о ходе выполнения проектов. Она предоставляет данные о проценте завершенности, затраченных ресурсах и времени, что помогает принимать оперативные решения для корректировки планов и распределения ресурсов. Такие системы также часто включают функции для рискового анализа, позволяя выявлять потенциальные угрозы для сдерживания запланированных сроков и бюджета.</p>
<p>Важной особенностью современных программных решений является интеграция с мобильными приложениями, что облегчает доступ к планам и документации в реальном времени непосредственно с места проведения работ. Мобильные приложения позволяют обновлять статус задач, загружать фотографии выполненных этапов работ и делать заметки на месте, что значительно ускоряет процесс согласования и утверждения работ.</p>
<p>Выбор подходящего программного продукта должен быть основан на анализе специфики проекта, численности и географии команды, а также требуемых функциональных возможностей. Решение должно быть масштабируемым, с возможностью адаптации под увеличение объема работ и изменение структуры проектов в процессе их реализации.</p>
<p>Поддержание актуальности информации, автоматизация распределения задач и оперативное внесение изменений в проектные данные способствуют повышению качества и скорости работы, снижению затрат и предотвращению проектных сбоев. Современные технологии предоставляют необходимые инструменты для эффективной организации работы, а соответствующее программное обеспечение становится неотъемлемой частью успешного выполнения проектов.</p>
<h2>Системы автоматизированного управления транспортом и логистикой на строительных площадках</h2>
<p>Внедрение современных информационных систем управления на строительных площадках позволяет оптимизировать применение техники и персонала, сокращать время выполнения работ и уменьшать затраты. Такие системы включают в себя следующие ключевые компоненты:</p>
<ul>
<li>Программное обеспечение для трекинга транспорта и оборудования обеспечивает мониторинг состояния и местоположения техники в реальном времени.</li>
<li>Модули для планирования маршрутов и расписаний предназначены для выстраивания оптимального графика перемещений на площадке.</li>
<li>Инструменты для анализа данных помогают анализировать производительность операций и определять точки роста эффективности.</li>
<li>Приложения для мобильных устройств позволяют операторам и управленцам в реальном времени получать актуальную информацию о происходящем на объекте.</li>
</ul>
<p>Применение системы GPS-навигации помогает в корректировке планов в зависимости от текущей обстановки на территории строительства. Геоинформационные системы (ГИС), интегрированные с автоматизированными управленческими приложениями, способствуют точному навигационному позиционированию и учету выполняемых работ.</p>
<ul>
<li>Внедрение RFID-технологий для идентификации материалов и оборудования ускоряет процессы складского учета и уменьшает риски потерь.</li>
<li>Использование беспилотных летательных аппаратов (дронов) для обследования территории расширяет возможности мониторинга и сбора данных, улучшая контроль и управление на этапах подготовки и выполнения работ.</li>
</ul>
<p>Современные системы управления на стройплощадках дают возможность оптимизировать логистические расходы, минимизировать задержки в поставках материалов и комплектующих, а также улучшить координацию между различными подрядчиками.</p>
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		<title>Где аренда техники выгоднее &#8212; у частных компаний или крупных подрядчиков</title>
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		<pubDate>Thu, 30 Jan 2025 18:16:12 +0000</pubDate>
				<category><![CDATA[Техника для дорожного строительства]]></category>
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					<description><![CDATA[Актуальный вопрос для многих заинтересованных в использовании специального оборудования – кто предложит более выгодные условия: крупные организации или отдельные предприниматели. Рассмотрение ключевых аспектов такого сотрудничества помогает сделать информированный выбор. Начнем с анализа финансовых условий. Мелкие предприниматели часто предлагают более низкие цены за счет снижения налоговых отчислений и минимизации административных расходов. При этом крупные фирмы могут[...]]]></description>
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
0oAvUVnPBeMzEOVG6TYA/Yg4J/HH0oazMqAeUyKsbhUMpOGOMdD9aANGis9YLhJvMCEyDncZOCNv3fz9qY1pNBjyS5xsyVYZJAYE/Nx1IoA06Kzp0mG6V22bYgSwfA3DB4/X8++eGPBcygSHJRxueLdgtkk7c5GMDFAGpRis1bSYB2yfOMIUPvP3uc/pjmkntJpIY1iRogmSEZ845GOc9evrQBp0VUntvPug0gJiEZA+YjDZ9B7VWRJriEOwMgDBSofG8AHkH3OD+FAGpRWe8FybreHYrtwMY4GPuk59ec4pgt71Vj/ehmAjGegGM54zz1H1oA06KoLazqqYmfcHG4Mc7lDk9fXB/pUX2e8SNd0jOVRRhSAQQwJ6nB47mgDUorNkgu3RmY8kLuUH72N2R1GOo/Kp3SVrLZKGlfHzDIBP8AIfrQBborNjtrwEb5M/KB97+LaRu/PtSfZ7jyUWNWiI3bwZM7uPrxk0AadFZdxbXTyzGNSqtGQMP16YHX6+n1pGtroRQhAQytn73KjP144z60AauKKzfsbJFtEbOvmsWQScsvO3kn6U2GKY3eGDF4wmZN/AHcY75FAGpRWdbxXYWJZS+EcE7mBOMHPTqOnXmphE/25pGQlTja4fAUY5GPrzQBborPlWV7mWGJyBgyZ3fdYrgD8+aTyZ2VFiUxKQ4YeZkjOOnvkH6UAaNFZy2ku+ORifMUqPvnhQuCffmmxW14qqDKQwkBLHBB4OTjPfj/AAoA06KzPs17sYedzgZ/2vnY+vHBFOjiu8lWLbRLuGWHTcTxjtjsaANGis+yhu4psztuQrjG7OO/9SPwpZIbgyzkMcNu8v5sbTgc/ofp+NAF/FFZEtpcMgEUTIm/IQyZK/LjPX19/wAKfLFdhnCxOw+fDCQDOVAHf1oA1KKzvIuFmZ1jO/5jvL8MNvC4z64/Kn2EF1C7Cdt67AAc55HH8qAL1FFFABWa3/ITm+i/yrSrNb/kJzfRf5UAaCdKkqNOlSUAIelQTfdqc9Kgm+7QBW03/W3P+8P5Vf71Q03/AFtz/vD+VX+9DAwpf9dJ/vH+dNp0v+uk/wB4/wA6bXytT4mepHYKWkpazGFLSUtIQUtJS1IBS0lLSEFLSUtIApaSlpCClFJSikAUtJS0hBRRRQAUUUUAA6itcdKyB1Fa46V7mU7T+Rz1+gUUUV7RzBRRRQBBcSNGIwuMvIFye3+cVCb9FjEsiMkbMArHHOQef06VYmiEqpzgo4cH6f8A1qYlrCo4TjOQCSQOo49uTx70AN+1qLiONkKlxkZI9M9Pw60xNRUqDJE8e7GP4uCCQePpUhsoWIJQ8DGNxweMc+vHFOktopDlgQeOVYg8Ajt9TQBGb+ASeXuy+4KACOcjOfpij+0IWhV03ncCcAYI4z3qX7PF02AfMGx2yBgfoKYLK3EWzyywII5YnjGMZ+nFADYLgeXNl3l8nkuVA3cZ4pBerIqmGNpN+duCBnA5OfxqSQW0IYSbEEvykE43dsUrWkTD7pBznKsQemOooAgGpRF2ADEKm/ORkjbu6delSyXQAZUBD5KgkZGdu6l+xwZJ8vgjaRk4xjHT6cU37DEoJj3ByDhmdmwSMZwT6UATxP5sKSYxvUNj0yKpefOhWZpVMZlZSgToBu7+vFXI4Uj27QflQIMnsKbJbo8RjAxySD6E55/U0ARJfLtUzIYicZBIOAQSDkfQ077ZGLZJ2VkRm2/NwV5xzRHZwpGiFN5QhssSTkDAPNSCCMIqbflVtwHoc5z+dAFZtSt1CnJIJPPHQHGR68/jTpb0RiRvKYhQ21sj5ivUevY1KbaM9iOSxwxGc9fw9qUW0IkL7Mk54JJHPXjpzQBXivGjDi63Bg2DhRhc9BwT1qRbzdIEMbqpbZuJHDYzj/69PW0gX/lnu6/eJb+dMksYnVlG9dwxkMfTGceuOM0ANjv1YAyRtGDggsQeCCQePpTTqcI2FldS4yARz1xg/wA6ethCswkwxwBhWYsMjoefTJp5srdhgxA9u/v/AImgBGu1WYqVbYG2l+MbsZxjr0pgvG2xN9nkxI2B8y9+QevpT1S2lnYqQ7qcsAxIz0zjpmnpaxIAFQ4VtwyxODQAxbyN5liUNubd24GPX61JcS+TEZNpYDryBgeuTUb2ULRsgTbu3cjr83U1K8SyIEbdgdCGIP5igCAX8DFsZO1d546LtDZ/Wla7EZRZY2SR87VJByeP8f51J9mhHSIdMY9sAY/ID8qQWsW3aVJ68liT27/gPyoAhl1COJ5UYfNGAQNw55A/DkjrS/bkHlfL/reByOucAe/PenmziZmJVst6MRjnPHPHIB4pfskOUOw/Jgj5jzznn1555oAjF6WjQi3fc5YBdy9B1Oc4pyXiu4ARhGSoDnGMkAgY696e1rCyKu0gKSRtYgjPXkU2O0jSZnxnJG0c4XAA6dO1ACTX0MEvlvndgHj3OP8A6/0oe8CyMvlMVDbNwI5bGcY+lSSWkErFpIgzHqT9MUjWsLyM7KST1G44zjGceuO9AES6lbuJGBOyPJduwAx/jQl8JNnlxM259jYYfKcZ/Hj0qcW8IJPljnOfxxn+QoSCNduATtbcCzEnOMd/Y0ARXV35DlRC0m1DIxBAwB9aQ3ijzA0bgKWCng7yvUD8u9TvDG5YuuSy7D7j0qCO0h3TKx8xnLFgSeA3bHagAOoQKSDu2hwu7HByM5HtTW1KFIopDnEi7gMcgdz/APW61O1pA+d0Q5/wx/KkNrFsVQmFUkjaSMZ69O3tQBH9vh8wxgkuGK7R14Gc4psOoCUp5cLMGfZkOpAOM+vpVjyIumz+It1PUjGaVbeJGBVACpyMduMfyoAri+iePdGrM27aExgk5x34xx1pWvlS5ihMbBnx1IGM+3fp2pws7cKyhCAf9o5Hfg54/Cn/AGaIEYTBGMHJOMZx/M0ALPMlvH5khwoIBPpk4qH7aNwBicJtDMxx8oJIGR+FTJAiQRw8sseMZPPHSoRZxLPv52hQFTJwMEnp36/hQAhv0UOzxuqgMytx823g/SlbUIPLeQNwjBOeMkjj+f6Gn/Y4fmymQ3YsSBzngduactrAqsFjADYzg+nSgBn2pTai4RWYEgBeAc5xj86Z9uxn9w24Ft67h8oGMn9RU/kp5YjIJUEHkknOc9frTHtImOSp5JJwxGc9fw4HFAEZvT8xW3dlDBAdwG4nH+NL9ujAbcrAqOnvnBH50+W2R4/LX5AXDnBPYj8ulI1pGZISAAkJLAdyfr+tADTdglkSJmkD7AuRzxnr24FKb2LyQ6ZZiARHkBuTgfrT2tYiDwQSc5BII+h7d/zomtke28hfkTjGO2CD/SgCKS/jiQM6sPm2uCR8p9Pfr2pZLzbIyLC7OGCBcgZyCf6fy9ae9nA6BShwPRiCfXJ7/jThbxB9+35t27JJ68/4n86AIftwG8vCyhSRnIOSBkj8gfyqVbmMybNwBztGf4jjPH4EU2O0EZkcHc7szAtnC59qktYRbQLGDnHU+poAlooooAKzW/5Cc30X+VaVZrf8hOb6L/KgDQTpUlRp0qSgBD0qCb7tTnpUE33aAK2m/wCtuf8AeH8qv96oab/rbn/eH8qv0AYUv+uk/wB4/wA6bWnJp8TsWDOpJzxUR0s/w3B/FBXgzwNXmbSO1V4WKNLVltLuP4Z0P/AcVE2nXo6Mp+jVi8HWX2S/bQfUjpaa1pfL1jY/Qg1C0Nyv3o5R+BrN0JrdP7hqaZYpapEyL97ePrmmFierH86j2Q7mhRketZ+fekpez8wuaO5f7w/Ojeg/iX86zsCko9kgNHzoh/y0X86PPi/56LWdRT9igND7TCP4xR9qh/v/AKVnUUexiFjQN5CO5/Kk+3Q/7f5Vn0U/YwHYv/bovR/ypDfp2jb8xVClCseik/QVXsodgsXf7QX/AJ5t+dNOoekX5mqwglPSNqcLWXuAPqaPZ00FkTjUf+mX/j1alrq8ExCyfun9GPB/GsX7K2OXUUC1DMFBZiewHWujD1lRfudTOcIyWp1We9LWfptnNbL+8lbaekecgVoV7tOTlG7VjikknZMKKKKskrXqyuiiEtu3DlTjH1/z+BqAwzvOwzKmd+ZN3BBPy4Ge3HpWhRQBmmK//eYkGSsmDjgk424GeO9Gy8JmUb9pOVyRxyOh69M5zWlRQBWt0nWTMuSMfL82do9D6n3/AMmnaiaS1ZkEp3Kc7n++2eo544z6Z9q1aKAMoQXG1ZCrmUrsUhsbPmJBPPTBHc/jT5ILhmlAEgJD5bfgN/cxzxjj0rSooArwsUZYNjYWMEuTnn0+tVLiGZI5ZcuGzKSfMP3dp28Z+ladFAGeqXIKeWHSPf0dslRjknk556CnNHdLYQpHkzgruLNk8c8nv0x+NXqKAMwx3QiQTK8gV2yI2wzA8g9R05704Q3pO13yN0e4dyMDdg56Zz2rRooAy3guUs0WMSGQFiTvJIPbv/n0NSLFdfaQxY+TkfLnnG498/T8OK0KKAMvyr4RLudiQn8H3gd4Pc4Jxmpgl27BslW2jBJ4HLZyPXG38fpV6igCjcbhDbqySnL4ZFf5j8p75Hfmo3ivDNBkMwxh2DcY5znke3Y59q0qKAMuO3mjh2BJdihQ67+XI6lee/HpUscE3mJIyuMK+AZDxz8oPPXHfmr9FAGXBHeBWHzod3G5uMYGRyTznof/ANVXYG3q6FGUIdvzHk8Dv+lT0UAZogmWCJWWZ8bsqshznPynOemPepblLk2kQUksAPNC9W47cjv7irtFAFCOKcyr5wlbKAblfaBx82QD1z/+uo1ivIVtxGXJCEOGbcC2R1JOfXpWnRQBQvI7h7uFod+wDnBwAcjrz6expkS3mCrb8CTIJwDjJ/MY9a0qKAMz7PPGi4ErAonmASEknncBk9aV4J5IT/rFKK3ljzCDktxnnsAOvrWlRQBnvFeHOH+X95gLwRk/Lk55ptvazpKhkLHaz9HOO23jP161pUUAUrH7SICs+7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" alt="Где аренда техники выгоднее: у частных компаний или крупных подрядчиков" title="Где аренда техники выгоднее - у частных компаний или крупных подрядчиков" /></p>
<p>Актуальный вопрос для многих заинтересованных в использовании специального оборудования – кто предложит более выгодные условия: крупные организации или отдельные предприниматели. Рассмотрение ключевых аспектов такого сотрудничества помогает сделать информированный выбор.</p>
<p>Начнем с анализа <strong>финансовых условий</strong>. Мелкие предприниматели часто предлагают более низкие цены за счет снижения налоговых отчислений и минимизации административных расходов. При этом крупные фирмы могут предоставить дополнительные скидки при долгосрочном сотрудничестве или взаимодействии на крупных проектах, что также стоит учитывать.</p>
<p>Следующий важный фактор – это <em>качество и надежность оборудования</em>. Крупные поставщики обычно обладают более новым и технически современным парком. Они вкладывают значительные средства в поддержание своего оборудования в идеальном состоянии и обеспечение его регулярного технического обслуживания. В отличие от них, индивидуальные предприниматели могут иметь ограниченные возможности для обновления и обслуживания своего парка, что может отразиться на качестве и надежности.</p>
<p>Не менее важен аспект <strong>гибкости условий сотрудничества</strong>. Небольшие предприниматели часто более гибки в принятии решений и могут предложить условия, максимально адаптированные под специфику проекта заказчика. Это может быть решающим фактором для проектов с нестандартными требованиями или там, где требуется быстрая адаптация под изменяющиеся условия работы.</p>
<p>Подводя итог, важно заметить, что выбор наилучшего поставщика оборудования зависит от конкретных нужд и условий проекта. Сравнивать предложения следует не только по стоимости услуг, но и учитывая качество оборудования, уровень сервиса и гибкость в вопросах сотрудничества.</p>
<h2>Сравнение цен на аренду техники у частных и крупных арендодателей</h2>
<p>Оптимальный вариант аренды оборудования зависит от уровня бюджета, специфики задач и объема работ. Мелкие поставщики обычно предлагают более низкие ставки благодаря отсутствию больших административных расходов и маркетинговых затрат. Стоимость услуг у малых арендодателей может быть ниже на 15-20%, что делает их привлекательным выбором для краткосрочных или менее объемных проектов.</p>
<p>В то же время, крупные предоставители услуг обладают широким ассортиментом оборудования, профессиональной технической поддержкой и возможностью обслуживать крупномасштабные и долгосрочные проекты. Они могут предложить комплексные пакеты услуг, включая обслуживание, страхование и оперативную замену оборудования при необходимости. Это повышает их цену за счет удобства и уверенности в бесперебойной работе.</p>
<p>Анализ рынка показывает, что среднестатистическая стоимость аренды специального оборудования, например, строительной техники, у крупных арендодателей на 10-25% выше, чем у мелких предпринимателей. Однако, учитывая дополнительные сервисы и гарантии, которые предоставляются в рамках аренды у крупных провайдеров, их услуги могут оказаться более экономически выгодными при реализации проектов, требующих высокой надежности и продолжительной эксплуатации оборудования.</p>
<p>Выбор поставщика услуг должен основываться на тщательном взвешивании всех факторов: стоимости, необходимости технической поддержки, объема и временных рамок проекта. Рекомендуется запросить предварительные предложения от нескольких арендодателей, чтобы сделать наиболее обоснованное решение, исходя из текущих потребностей и ценовых предложений.</p>
<h2>Анализ дополнительных услуг при аренде техники: что включают предложения</h2>
<p>В сфере предоставления оборудования в аренду услуги дополнительного характера могут существенно увеличить эффективность и удобство использования. Рассмотрим, какие дополнительные опции чаще всего предлагаются и как они могут повлиять на процесс работы.</p>
<table>
<tr>
<th>Дополнительная услуга</th>
<th>Описание</th>
<th>Преимущества</th>
</tr>
<tr>
<td>Техническое обслуживание и ремонт</td>
<td>Регулярное техническое обслуживание и возможность вызова ремонтной бригады в случае поломки.</td>
<td>Сокращение простоев и продление срока эксплуатации оборудования.</td>
</tr>
<tr>
<td>Доставка и возврат</td>
<td>Организация транспортировки оборудования до объекта и возврат после окончания работ.</td>
<td>Уменьшение затрат на логистику и времени на подготовку оборудования к работе.</td>
</tr>
<tr>
<td>Страхование</td>
<td>Предложение страхового покрытия на период использования оборудования.</td>
<td>Защита от финансовых потерь в случае непредвиденных обстоятельств.</td>
</tr>
<tr>
<td>Обучение персонала</td>
<td>Проведение семинаров и тренингов для работников на тему правильной эксплуатации оборудования.</td>
<td>Повышение квалификации сотрудников и уменьшение вероятности ошибок в работе.</td>
</tr>
</table>
<p>Выбор поставщика услуг с более широким спектром дополнительных опций может обеспечить не только прямую экономию средств, но и улучшить качество выполнения работы в целом. Важно оценить свои потребности и выбрать тот вариант, который лучше всего соответствует требованиям специфики работ и предпочтений относительно уровня поддержки и обслуживания.</p>
<h2>Исследование гибкости условий договоров аренды от разных поставщиков</h2>
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
XEbPcWgnA8sARtvVePUYbvVi51a+tpZrZJluAJ4oxcAKu3cpJH93PA6+tbV7ptre2TWroqIVC5QAEDIOB7cVMLW1WAwLBCIT1jCDafwoA5+SW/F1btPt+1i2uvK2kHdyu3pxn6U6GW1sfDSX1iIWujEu+ZxucMxAYsevBJJHtW8traqsYW3hAiOUAQfKfUelILS0EjSC3hDuCGbYMtnrk0AYb6jfLdGyS7ST/SYoxceWM4ZGJGBxkY/Wl0zUb+S6tBcXKSJNPNAyiMD7gOGz68c9ua3Y7a2iRUjgiRVbcFVAAD6/WlWGFSpWOMFSWGFHBPU/jQBnRuq+Jrrc4X/RY+p/2nrLs727it9n24s0+oyQGSQKfKALdPrgAZ45rop7O0uHDz28ErAYy6Bj+tH2KzIcG2gxJjePLHzY6Z9aAM3w3NGLaaJrhJJGuZiDkAuA3JwP6VtVDHb28TBo4YkKggFVAxnrUuR60ALRSZHrRketAC0UmR60ZHrQAtFJketGR60ALRSZHrRketAC0UmR60ZHrQAtFJketGR60ALRSZHrRketAC0UmR60ZHrQAtFJketGR60ALRSZHrRketAC0UmR60ZHrQAtFJketGR60ALRSZHrRketAC1Uv7cTRqxcIqZLE+nerWR61DdQ/aIDEJNgJGTjOR6UAYtnClxI0a7o2f94u8Y3A8HHr2roAMDFUV02OOSOSKV1ZD/Ed2R6e34VeyPWgBaKTI9aMj1oAyN88HiELLMZIbjIiRZP8AV4UZyuPXPOadfB31m0hguJ1c/vZVV/lEa+3ucD860VggSZplijWVvvOFAY/U07agkMm1d5GC2OcemaAOf07VGuluDeTy25ljaRWDLtjjVsceh+tX9LNzJpLF7kh3ZjE8gDMqZ+XPqcVc+yWp8zNvD+9/1nyD5/r61GdNsS8bfZ4gIwwVAoC/N146GgCPQpnuNGtZZZTLIU+ZzjJNZevTyx6htSV1GwcBiPWt+GGC3TZBHHEmc7UUKM/hQ8MMjbnjRj6kA1dOSi7tGdWDnGydjj/tU/8Az8Sf99mtbQJpJHn3yO2AMZYn1rY+zW3/ADxi/wC+RT0iijzsRFz1wAK1nWUo2SMKdCUJXchuT6mjJ9TUny+1Hy+1c51keT6mjJ9TUny+1Hy+1AEeT6mjJ9TUny+1Hy+1AEeT6mjJ9TUny+1Hy+1AEeT6mjJ9TUny+1Hy+1AEeT6mjJ9TUny+1Hy+1AEeT6mlQncOaf8AL7Uce1ADqbI2yNm2s2BnCjJNLketGR60AY+ozySTWf2eeaC4kcYgbAGwN8xYfTj8RUtnNMNbvoZrkSIqIyJgAICW4/Qc1dltbWeRZJoIZHXozoCR+NRzafZzCXdBEGmUq7qoDEHrz1oApQPPDrrxzzNKk+5ogsmQigDgrjj65rVkOAKjhtra3JaGGONiMFlUAn6nvU2QfSgCLJ9TRk+pqT5faj5fagCPJ9TRk+pqT5faj5fagDlvFdxLFPbCOZ0BRs7WIzzWD9tuf+fqb/v4a9DlggmIMsUbkdNyg4pn2Kz/AOfaD/vgVSZ6FHFwpwUXC5y/hi5ml1NlknkceUThnJ7iuryfU0R29vE26OGJG6ZVQKk+X2pPU5a9VVZ8yViPJ9TRk+pqT5faj5fakYkeT6mjJ9TUny+1Hy+1AEeT6mjJ9TUny+1Hy+1AEeT6mjJ9TUny+1Hy+1AEeT6mnIc55p3y+1HHbFABtU8lQfwo2L/dH5UtYstzLDq18j3uUFp5iIAP3ZBPQdSeM0AbOxf7o/KjYv8AdH5Vi+GrieaO4W4kZ2XYQDJ5gGVHIb3647VuUARM8CttZow3oSM0/amcbV/KuWu7e3k0zxDK8MTSLM+HKAkfIvem3t5KNXS/jSVrbTysTOuCmD/rSec8Ar27GgDqT5QcIdm49BxmnbF/uj8q5CYWr6Nqcs5T+1FuH2Nn94G3fu9vfGNuMVu6vd3lpp0ckKZkLKJGxnb+HuePbOaANLag/hX8qTEYzkLxyfauT1G6vNQitUg86ae1j+1SeUgXEuflVgSMDhqjvbpbrVZLk5bTZbe3e52H5ghL4z/s5+97UAdiFQjIVSD7UFUHVVH4VR1S5kttKM1kFIG3DKNwRO7Ad8CsO/ubnVNPtrL969xKzSzCJQGjCn5RgkcbtvPfBoA6rYv90flRsX+6PyrlrrXLuWwE1tceTJDZtLMgVTiQMF2nIOOd1TPql4LuXbdqSl6kCW2xfnQhc++eSc+1AHR7F/uj8qNi/wB0flXLjWr1IYrhZlnkl87dahB+62AkdOeMAHPXNWn1FotPtW/tCS4mumAVo/KUKdpJGSMAcd8mgDe2L/dH5UbF/uj8q5WHW9Re3sZImE7ypl0VOCd5A5/2hn6bc9K6ugBNi/3R+VGxf7o/KnUUAN2L/dH5UbF/uj8qdRQA3Yv90flRsX+6Pyp1FADdi/3R+VGxf7o/KnUUAN2L/dH5UbF/uj8qdRQA3Yv90flRsX+6Pyp1FADdi/3R+VGxf7o/KnUUAN2L/dH5UbF/uj8qdRQA3Yv90flRsX+6Pyp1FADdi/3R+VGxf7o/KnUUAN2L/dH5UbF/uj8qdRQA3Yv90flRsX+6Pyp1FADdi/3R+VNfyo0LvsVR1J4AqSs7V7IXkK+ZcGGKPLOMcH3oAugxFtoKbsZxx0p2xf7o/KuchgfULiNspbzRIuwbTiRQev0rpKAE2L/dH5UbF/uj8qdRQA3Yv90flRsX+6PyrI3yw+Itsk5ljuM+XGsp/dYUZynTB5596ivtSkh1wRybxbReWNqOAWZyRkjqwHHA96ANzYv90flRsX+6PyrnpLie1j1S8tZppI4cQxiWQsu/PzNz2GQPwNXdOuVuNMliaSXzIi0bM8w3Mw5yHHbnt0oA1Ni/3R+VGxf7o/Ksvw5LJJprLNJJJNHKySM77xnr8rdxzVDXpXTUcLIyjYOAxHrVwhzuxnVqezjzHR7F/uj8qNi/3R+VcV58v/PZ/wDvs1uaBIz28xZ2b5x1Oe1aTouCvcyp4hTly2NnYv8AdH5UbF/uj8qiyfWjJ9awOkl2L/dH5UbF/uj8qiyfWjJ9aAJdi/3R+VGxf7o/Kosn1oyfWgCXYv8AdH5UbF/uj8qiyfWjJ9aAJdi/3R+VGxf7o/Kosn1oyfWgCXYv90flRsX+6PyqLJ9aMn1oAl2L/dH5UbF/uj8qiyfWnIfmHNAD9i/3R+VGxf7o/KnU2RiiMwVmwM7V6mgA2L/dH5UbF/uj8qxNYuJFexuQ1xAnmDzYxKFfGcAbOjZJ59hUFjeznVIS9yzNLNOk0Jb5Y1U/Kcdug575oA6LYv8AdH5UbF/uj8qx0lePxOY2llaKWI+Wgm3LuHLEr/D2A/GteToKAF2L/dH5UbF/uj8qiyfWjJ9aAJdi/wB0flRsX+6PyqLJ9ayPFEjx6UGV2U+avIOPWgunDnmo9zc2L/dH5UbF/uj8q82+1Tf8/Ev/AH8NH2qb/n4l/wC/hquU9D+zZfzHpOxf7o/KjYv90flXH+F55JNUYNK7DyjwWJ7iuryfWk1Y4q9F0Z8rdyXYv90flRsX+6PyqLJ9aMn1pGJLsX+6Pyo2L/dH5VFk+tGT60AS7F/uj8qNi/3R+VRZPrRk+tAEuxf7o/KjYv8AdH5VFk+tGT60AS7F/uj8qNoHQAVFk+tPQ9aAH5A6kVF5FuJjMIovNP8AHtG786k2qeSB+VG1f7o/KgBsUcMK7YkSNc5woAGaduX1FG1f7o/Kjav90flQA3ZEVZSqYflhgc/WgJCEZAqbGzlcDBz1pGeFHVGaNXbopIBNOwgIGFyegoAYYLYyrKYovMUYDbRkfjUm5fUUwvAsgjLRiQ9FJGT+FP2r/dH5UAIBGGZgFDN1I6mmrFAoIVIwCMHAHI9KdiPdt+XdjOO9MeW3RN7vEqk43EgCgB6hEUKm1VAwAOAKMR79+F3Yxu74pFaJ8bCjZGRjByKCYlJBKAjGc479KAGiG3HmYiiHmff+UfN9fWobbT7W2uZ7hFUyzPvZ2AJHAGAfTirI8ssVG0svUdxS7V/uj8qAGLFAkjSLHGsjfeYAAn6mmC1tArKLeDaxyRsGCfWptq/3R+VG1f7o/KgBFEaLtQKq+g4pdy+oo2r/AHR+VG1f7o/KgA3L6ijcvqKNq/3R+VG1f7o/KgA3L6ijcvqKNq/3R+VG1f7o/KgA3L6ijcvqKNq/3R+VG1f7o/KgA3L6ijcvqKNq/wB0flRtX+6PyoANy+oo3L6ijav90flRtX+6PyoANy+oo3L6ijav90flRtX+6PyoANy+oo3L6ijav90flRtX+6PyoANy+oo3L6ijav8AdH5UbV/uj8qADcvqKNy+oo2r/dH5UbV/uj8qADcvqKNy+oo2r/dH5UbV/uj8qADcvqKNy+oo2r/dH5UbV/uj8qADcvqKNy+oo2r/AHR+VG1f7o/KgA3L6ig7GBDbSD1Bo2r/AHR+VIwRVLMFAHUmgBfkyD8uRwDRuX1FNLRDOSgxgH8adtX+6PyoANy+oo3L6ijav90flRtX+6PyoAYsUCStKqRrI33nAGT9TQ0cLyLIyRtIv3WIBI+hp+1f7o/Kjav90flQA0LEEKBU2HOVwMHPWoGsbN3jZoY/3QZUXA2gHrx0qztX+6Pyo2r/AHR+VADY1iiQJGqIo6KoAAoZIXOXVGPqQDTtq/3R+VG1f7o/KgCPybf/AJ5x/kKcqxIMIEXPpgU7av8AdH5UbV/uj8qBWQZX1FGV9RRtX+6Pyo2r/dH5UDDK+ooyvqKNq/3R+VG1f7o/KgAyvqKMr6ijav8AdH5UbV/uj8qADK+ooyvqKNq/3R+VG1f7o/KgAyvqKMr6ijav90flRtX+6PyoAMr6ijK+oo2r/dH5UbV/uj8qADK+ooyvqKNq/wB0flRtX+6PyoANy+oo3L6ijav90flRtX+6PyoAY0UDyrK8cbSL91iASPoaZNa2s6Sq8afvl2yEDBYehNTbV/uj8qNq/wB0flQBHFBbwsWiijRiMEqACR9ak3L6ijav90flRtX+6PyoAMr6ijK+oo2r/dH5UbV/uj8qADK+oprrFIu11Rh6MAadtX+6Pyo2r/dH5UARfZrX/njD/wB8ij7Na/8APGH/AL5FS7V/uj8qNq/3R+VA7sYkUEbbkjjU+qgCn5X1FG1f7o/Kjav90flQIMr6ijK+oo2r/dH5UbV/uj8qADK+ooyvqKNq/wB0flRtX+6PyoAMr6ijK+oo2r/dH5UbV/uj8qADK+ooyvqKNq/3R+VG1f7o/KgAyvqKMjtijav90flRgDoAKAFrFkknOtXttFqA8x7XMSEjETZIHH61s7lHBI/OmeXB5nmbI9/97Az+dAGV4dmnlN35jF4UZVRvOMoLAfNhj1Gf61tUxfLRQq7VUdAOAKXcv94fnQBytx9jMGujUNn2vzG8vf8Af27R5ezv16Y71FLdXf2yHUXSVk05Y4pXBG3kDziec5GR0HY11jJC7q7LGzr0YgZFOxHtK/Jg9RxzQByExtW0bUvPKHVPtDlD/wAtC2791t74xtxj3re1e5vbXTo5IFzJuUSMBkr+HucDPbOav7IC4fZHvHAbAyKfuX+8PzoA5uzlvZtZikiaJrhrEeaZkK4O85GB0weKr6QsdyukWzrHIySXM0i4yANzLnH1biurym7dld2MZ70irEhJUIpPUjAoA43ToZnfTJbIgTwQTuiZwsg83BQ/UfkcUXkNxE+p73VruSWzc7uVVi/A+g4H4V2QES42hBjpjFBERJJCEnGenbpQBzcN01tpMhty6aks+LpGUMzueufRccg9MAVuaVNcXGnQy3SbZWHPGNw7HHbI5x2qyPLDFht3Hqe5pdy/3h+dADqKbuX+8Pzo3L/eH50AOopu5f7w/Ojcv94fnQA6im7l/vD86Ny/3h+dADqKbuX+8Pzo3L/eH50AOopu5f7w/Ojcv94fnQA6im7l/vD86Ny/3h+dADqKbuX+8Pzo3L/eH50AOopu5f7w/Ojcv94fnQA6im7l/vD86Ny/3h+dADqKbuX+8Pzo3L/eH50AOopu5f7w/Ojcv94fnQA6im7l/vD86Ny/3h+dADqKbuX+8Pzo3L/eH50AOopu5f7w/Ojcv94fnQA6sjxCZPs0ax7iGb5go61q7l/vD86Ny/3h+dAHKWpuHvIvMEhBlDHIPX1rrabuX+8Pzo3L/eH50AOopu5f7w/Ojcv94fnQBjiR4fEe1rjzknztjWVsw4UZyucYPr6mpLydofENihvNsciOPIyACccH1JzWkqwq7OqoHbqwAyaRo4HcOyRs46MQCRQBz+malJdfaVumYSyxtIMXG1YwGwFOOUPTnqean02SSbw9LC14Y7n94nnvLuG7+8rd1Ga2fLgO/wCSP5/vcD5vr61G9paSPG7xRkxAhB2UHrx0oAr6JKZbJgSWMcjIX8xpA+O4J5xWVr7suo4DsPkHAOPWujXy0UKm1VHQDgCkYRMcsEJ98VdOXI7mdWHPG1zi/Nf/AJ6N/wB9Gum0pidNhJJPB5J9zV3ZD/dj/IU4FAMAqB7VdSqpq1jOlQdN3buR596M+9S7l9RRuX1FYnQRZ96M+9S7l9RRuX1FAEWfejPvUu5fUUbl9RQBFn3oz71LuX1FG5fUUARZ96M+9S7l9RRuX1FAEWfejPvUu5fUUbl9RQBFn3pyH5hT9y+oo3L6j86AHU12KozBS5AztXGT+dG5f7w/Ojcv94fnQBi6pcb7iyVLiW1u5HUiJpQoVA3zFgDg5HH4062la31yeOa5E6SB5ARM2IQMDay5wPY/WtV44JGDOkbMOhYAkUyS3tpYpY3RNsoIkxxuHvigDNtZHj16SNrj7Qs250CSsfJAA4K5x9DWvJ0FMijgh/1SRpxj5QBmpNy/3h+dAEWfejPvUu5fUUbl9RQBFn3pQeRzUm5fUUbl9R+dAHnE80n2iX98/wB9v4z60zz5P+ez/wDfZr0byrc/wRfkKPKt/wDnnF+QquY9RY+KXwHJeFpXfVGDSMw8o8Fie4rrM+9PVIUOVWNT6gAU7cvqKTdzhr1VVnzJWIs+9Gfepdy+oo3L6ikYkWfejPvUu5fUUbl9RQBFn3oz71LuX1FG5fUUARZ96M+9S7l9RRuX1FAEWfenx96duX1FGQehFAC4B7CjaPQUVzmo3DLqN1/Z927Tw28hkj83dlyvyqqeowTwP50AdHtHoKNo9BWNoMoe5ukhuHuLZUiKuzl/nIO4ZP4HHbNbVAERkhCsxePahwxyMKfek+0W3neT50Xmn+DcN35VzOoeT/bbzqrHTVlRb0j7hlH3SfYcbvw9Kuvss9fVraaKd7ub99DtBeMBMbgRyAMDr60AbM09vb48+WKLd03sBn86kAUjIAxXP+IUnfU4BaxQyyi0mwkq5DcrwPeqFvd3OIbXT75IoYreL7O08gTzP72QVO45GMAjFAHYbR6CmM8SNtZkU4LYJA4HU1y0N2LOG+Q3czSvqDRgGZV8sE8MSQcA/T0xTYrqa8tladlldrK7XdtBJCtgc4Hb6ZoA60bCoYbSCM5qOKa3n3eTJHJt4OxgcflWLfMZvB0ZtmMieVFv8s5JQFd4GPbNQXWpxJFPHpiW8W1IilxbsG+QuFAIxwcE8c0AdNtHoKNo9BXM3l9dW1zdIL2QTW7xLbwMFzODjJPGTnJHHTFP/teYTJAbkCY6g8bR8bhGASBj06c0AdHtHoKNo9BXNaDqFzcz2H+nG7M1uz3K4XERGNp4HGeRg101ACbR6CjaPQUtFACbR6CjaPQUtFACbR6CjaPQUtFACbR6CjaPQUtFACbR6CjaPQUtFACbR6CjaPQUtFACbR6CjaPQUtFACbR6CjaPQUtFACbR6CjaPQUtFACbR6CjaPQUtFACbR6CjaPQUtFACbR6CjaPQUtFACbR6CjaPQUtFACbR6Cq13eW1kFNw23f0+UmrVUNXtIru2VZZDHtbIYDNADE1mxkdUiYu7EAKEIzWjtHoK52y06K1v4JVn84BsbRGQRx1ro6AE2j0FG0egpaKAE2j0FG0egrGDmLxJj7QJxPnEaytmDCjqucYP06mqup3MyapOFuJFnjkgFtCHIDqT8/y/xd8+mO1AHR7R6CjaPQVz9vcSG6v30uZrvYoRYnnDZkydzcngDIHbOKfolxLJorpd3TxTeZK
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" alt="Исследование гибкости условий договоров аренды от разных поставщиков"></p>
<p>Выбор условий соглашения о временном использовании оборудования влияет на способность предприятия адаптироваться к меняющимся условиям рынка. Более мелкие арендодатели часто предлагают более гибкие сроки сотрудничества по сравнению с крупнейшими поставщиками. Это связано с меньшим количеством бюрократии и более персонализированным подходом к каждому клиенту. Например, допускается изменение времени использования или объема ресурсов без существенных финансовых штрафов.</p>
<p>В крупных организациях, наоборот, процессы стандартизированы. Это обеспечивает предсказуемость и возможно подготовиться к различным условиям взаимодействия заранее. Но, стандартизация ограничивает спонтанные изменения в договорных обязательствах, так как внесение любых корректировок часто требует дополнительного времени на согласование и может влечь за собой дополнительные издержки.</p>
<p>С другой стороны, мелкие арендодатели, предоставляя услугу временного доступа к нужным ресурсам, иногда не имеют достаточного количества оборудования для больших или специфичных проектов, что у крупных поставщиков не составляет проблемы. Этот аспект также нужно учитывать при выборе арендодателя, особенно в случаях, когда проект требует масштабного или специализированного оборудования.</p>
<p>Таким образом, для принятия окончательного решения о выборе арендодателя целесообразно оценить как объем предполагаемых работ, так и необходимость оперативных изменений в процессе реализации проекта. Гибкость и возможность модификации условий без значительных финансовых потерь для некоторых предприятий могут быть важнее строгой стандартизации и наличия широкого ассортимента оборудования.</p>
<h2>Рассмотрение сроков аренды: возможности короткосрочной и долгосрочной аренды</h2>
<p>Выбор между короткосрочным и долгосрочным использованием оборудования должен базироваться на спецификах проекта и операционных потребностях. <strong>Короткосрочное использование</strong> идеально подходит для выполнения разовых задач или проектов с переменной интенсивностью. Это позволяет избежать издержек на хранение и обслуживание при отсутствии постоянной нужды в оборудовании.</p>
<p>В контексте <strong>долгосрочного использования</strong>, преимущество заключается в снижении суточной или месячной стоимости в сравнении с короткосрочным вариантом. Этот выбор привлекателен для долгосрочных проектов, где оборудование требуется на регулярной основе. Помимо экономической выгоды, долгосрочное взятие оборудования на время позволяет проектному коллективу полностью адаптироваться к инструментам и максимально эффективно их эксплуатировать.</p>
<p>При выборе между этими опциями рекомендуется тщательно проанализировать продолжительность проекта и частоту использования оборудования. Эффективное планирование поможет определить, стоит ли инвестировать в долгосрочное взаимодействие, или же экономически целесообразнее ограничиться краткосрочным сотрудничеством.</p>
<h2>Анализ наличия и состояния технике в парках личных и масштабных организаций</h2>
<p>Выбор организации для сотрудничества зависит от многих факторов, включая состояние и возможности предоставляемой технической базы. Масштабные организации обычно обладают большим количеством оборудования, что даёт возможность предложить разнообразные машины для конкретных задач. Парки машин этих организаций часто обновляются, благодаря чему оборудование находится в хорошем рабочем состоянии.</p>
<ul>
<li>Большинство масштабных организаций следят за тем, чтобы их оборудование соответствовало современным стандартам безопасности и эффективности.
<li>У личных предпринимателей, в отличие от крупных корпораций, парк может быть ограничен, а оборудование старше. Однако, встречается и современное, хорошо поддерживаемое оборудование.
<li>Состояние техники у личных предпринимателей зависит от индивидуальных возможностей владельца обновлять и обслуживать машины, что может привести к большим различиям в качестве и надежности.</p>
</ul>
<p>При оценке выбора между организациями рекомендуется уделить особое внимание следующим аспектам:</p>
<ul>
<li>Год выпуска машин и частота их технического обслуживания.
<li>Наличие всех необходимых сертификатов и лицензий у организации на право эксплуатации оборудования.
<li>Отзывы других пользователей о состоянии конкретного оборудования.
</ul>
<p>Анализируя предложения, стоит обращать внимание не только на начальные стоимости, но и на возможные дополнительные расходы, связанные с арендованным оборудованием в условиях его эксплуатации. Информированный выбор поможет избежать проблем и дополнительных затрат в будущем.</p>
<h2>Оценка уровня обслуживания и поддержки клиентов при выборе аренды</h2>
<p>Выбирая поставщика услуг аренды, учитывайте следующие критерии для оценки уровня обслуживания:</p>
<ul>
<li>Время реакции на запросы и заявки – оцените, насколько быстро поставщик отвечает на ваши вопросы и решает возникающие проблемы.</li>
<li>Квалификация технической поддержки – проверьте наличие квалифицированных специалистов, готовых помогать в решении любых вопросов, связанных с обслуживаемым оборудованием.</li>
<li>Доступность технологической поддержки 24/7 – убедитесь, что поддержка доступна в любое время, что особенно важно в случаях срочного реагирования на нештатные ситуации.</li>
<li>Обучение и консультации для пользователей оборудования – наличие возможности для обучения пользователей особенностям работы с оборудованием помогает избежать многих проблем при его эксплуатации.</li>
<li>Дополнительные услуги – оцените, предлагает ли поставщик услуг согласование рабочих планов, логистическую поддержку и хранение оборудования.</li>
</ul>
<p>В качестве дополнительных параметров учитывайте:</p>
<ol>
<li>Репутацию поставщика, основанную на отзывах других клиентов и опыте работы на рынке.</li>
<li>Гибкость условий сотрудничества, включая возможность адаптации услуг под индивидуальные нужды клиента.</li>
<li>Стоимость услуг – сравните цены с предложениями других поставщиков и оцените соотношение цена/качество.</li>
</ol>
<p>Принимая решение, важно не только сравнить цифры но и учесть масштаб вашего проекта, частоту необходимости в оборудовании и длительность проката. Такой подход позволит выбрать наиболее подходящего поставщика оборудования, максимально соответствующего требованиям вашего бизнеса.</p>
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		<title>Специфика работы асфальтоукладчика &#8212; от загрузки до уплотнения</title>
		<link>https://aktaustroi.kz/spetsifika-raboti-asfaltoukladchika-ot-zagruzki-do-uplotneniya/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:16:11 +0000</pubDate>
				<category><![CDATA[Техника для дорожного строительства]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/spetsifika-raboti-asfaltoukladchika-ot-zagruzki-do-uplotneniya/</guid>

					<description><![CDATA[Перед началом процесса укладки асфальтобетонной смеси необходима тщательная подготовка. Это включает проверку всех систем и механизмов оборудования, а также подготовку основания дороги. Правильная подготовка поверхности гарантирует равномерное прилегание и долговечность покрытия. Основной момент – это равномерная подача материала в приемный бункер укладчика. Использование ровных порций помогает избежать перерывов в рабочем процессе и способствует обеспечению качественного[...]]]></description>
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alt="Специфика работы асфальтоукладчика: от загрузки до уплотнения" title="Специфика работы асфальтоукладчика - от загрузки до уплотнения" /></p>
<p>Перед началом процесса укладки асфальтобетонной смеси <strong>необходима тщательная подготовка</strong>. Это включает проверку всех систем и механизмов оборудования, а также подготовку основания дороги. Правильная подготовка поверхности гарантирует равномерное прилегание и долговечность покрытия.</p>
<p>Основной момент – это равномерная подача материала в приемный бункер укладчика. Использование ровных порций помогает избежать перерывов в рабочем процессе и способствует обеспечению качественного результата. <em>Важно контролировать температуру смеси</em>, так как от этого зависит её удобоукладываемость и последующая эксплуатационная надежность.</p>
<p>Следующий шаг – равномерное распределение асфальтобетона по предварительно подготовленной основе. Машина должна двигаться с постоянной скоростью, что обеспечивает равномерность толщины слоя. <strong>Контроль за скоростью укладки</strong> является ключевым для избежания образования трещин или волн на поверхности дороги.</p>
<p>Завершает процесс уплотнение уложенного слоя с помощью катков. Этот этап критичен, так как определяет прочность и срок службы дорожного покрытия. Уплотнение должно быть выполнено многократным проходом катков, пока асфальт не достигнет необходимой плотности. Равномерное давление по всей рабочей ширине обеспечивает исключительное качество и долговечность конечного продукта.</p>
<p>Соблюдение каждого из описанных выше шагов обеспечивает высокое качество укладываемого асфальта и долговечность дорожного покрытия. Профессионализм и точность на каждом этапе являются залогом успешной и безопасной эксплуатации дорог на многие годы.</p>
<h2>Подготовка асфальтоукладчика к работе: загрузка материалов</h2>
<p>Перед началом процесса необходимо тщательно проверить наличие всех необходимых материалов для обеспечения непрерывности производства дорожного покрытия. Первым делом, убедитесь, что бункер для сыпучих материалов полностью чист и не содержит остатков предыдущих загрузок, что поможет избежать смешивания различных типов асфальта и гарантирует качество конечного продукта.</p>
<p>Для загрузки асфальтобетонной смеси используйте погрузочную технику с соответствующими характеристиками мощности. Обратите внимание на равномерное распределение материала в бункере, что позволит избежать перекосов и обеспечит однородность распределения асфальта на рабочую поверхность. Безопасность при выполнении загрузки должна быть на высоте: следите за тем, чтобы вся обслуживающая персонал была оснащена необходимым средствами индивидуальной защиты.</p>
<p>Проверьте систему подачи асфальтовой смеси на предмет её функциональности. Необходимо удостовериться, что все конвейеры работают без заеданий и рывков, что обеспечивает бесперебойную подачу материала к месту укладки. После загрузки проведите тестовый запуск, чтобы убедиться в готовности оборудования к началу дорожных работ.</p>
<p>Температурный режим загружаемой асфальтобетонной смеси также крайне важен. Обеспечьте наличие технологий для поддержания высокой температуры смеси в бункере, что предотвратит преждевременное застывание асфальта и позволит добиться его равномерной укладки и уплотнения.</p>
<h2>Настройки машины перед началом укладки асфальта</h2>
<p><strong>Проверка температуры шнеков и укладочного тоннеля:</strong> Обеспечьте, чтобы температурные показатели шнеков и укладочного устройства соответствовали требуемым нормам. Допустимая температура должна поддерживаться для равномерного распределения асфальтной смеси.</p>
<p><strong>Регулировка скорости перемещения:</strong> Установите скорость движения в соответствии с рекомендуемыми значениями для данного типа асфальта. Это обеспечит оптимальное время для укладки и равномерность слоя.</p>
<p><strong>Настройка уровня высоты шнеков:</strong> Корректируйте высоту шнеков, чтобы гарантировать, что асфальтная смесь распределяется без препятствий и в достаточном количестве. Необходимо избежать чрезмерного скопления материала перед барьерной частью укладчика.</p>
<p><strong>Калибровка системы подачи асфальта:</strong> Произведите тонкую настройку системы поставки материала, чтобы обеспечить постоянный и неразрывный поток асфальта к рабочей зоне машины.</p>
<p><strong>Предварительная очистка рабочих поверхностей:</strong> Уделите внимание очистке всех рабочих поверхностей от остатков предыдущей укладки и мусора, что поможет предотвратить нагромождение материала и возможные дефекты покрытия.</p>
<p><strong>Проверка масляных и гидравлических систем:</strong> Запас масла и состояние гидравлических систем должны быть проверены, чтобы избежать технических сбоев в процессе работы.</p>
<p><em>Соблюдение этих настроек обеспечит более качественное и эффективное нанесение асфальтового покрытия, минимизирует возможность возникновения ошибок и снизит затраты на последующий ремонт дорожного полотна.</em></p>
<h2>Техника укладки асфальта: скорость и температура</h2>
<p><strong>Скорость укладки асфальта</strong> и <strong>температура смеси</strong> – ключевые параметры, обеспечивающие качество и долговечность дорожного покрытия. Оптимальная скорость укладки асфальта зависит от ширины полосы и толщины слоя, но в среднем составляет от 2 до 6 метров в минуту. Быстрая укладка может привести к недостаточному уплотнению, а слишком медленная – к преждевременному остыванию асфальта.</p>
<p>Температура асфальтобетонной смеси при укладке – второй важный фактор. Для обычных не модифицированных смесей идеальный диапазон температур находится между <strong>140°C и 160°C</strong>. Если температура слишком низкая, асфальт быстро твердеет и не уплотняется должным образом, что снижает его прочность и устойчивость к разрушению. При слишком высокой температуре материал может стать излишне текучим, что ухудшит его ровность и однородность.</p>
<p>Контроль за температурой асфальта не только в бункере, но и непосредственно в процессе укладки является обязательным. Для достижения максимального качества рекомендуется использовать инфракрасные термометры и контролировать температуру асфальта в разных точках укладываемого слоя.</p>
<p>Точный подбор скорости укладки в сочетании с тщательным контролем температуры позволяет достигнуть равномерного и качественного уплотнения, увеличивая тем самым срок службы асфальтового покрытия. Заключительная стадия – использование асфальтовых катков, которые должны работать в согласовании со скоростью укладки, чтобы обеспечить оптимальное и равномерное уплотнение всей дорожной конструкции.</p>
<h2>Особенности работы укладчика асфальта на разных типах покрытий</h2>
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
3++f/QTU9ADEjVECquABwBUTQM7Fi53HgHH3R3x7+9WaKAK8Vusb5x0GFGOFHtUdwha8iVWK5jbJHXGRVuqlwxW8Qjr5T4/MUADW6j+PaOi442j0H+NQ7VFowUDAuMDH++Kp3cr6hY+XKgMbjLlQQRgjJ69P8KtoNtkQOgnA/wDHhQBaaBmYsXO48ZH8I7gf40R24R84zxgf7I9BViloAQDFQW3+uuf+ug/9BFWKr23+uuf+ug/9BFAFiiiigAooooAKKKKAGtWGn/IAsP8AdH8q3GrDT/kAWH+6P5UAasH/AB9XH/Af5VYqvB/x9XH/AAH+VWKAKUn/ACGbf/r3k/8AQkq6OlUpP+Qzb/8AXvJ/6ElXR0oAWiiigAooooAKKKKACiiigCG6/wCPaX/cb+VOg/1Ef+6P5U26/wCPaX/cb+VOg/1Ef+6P5UASUh6UtRXEgigeQ87RnHrQBFB89xNLjjOwfh1/UmrVRW8flQIh6gc/Xv8ArUtAFa7/ANWn/XVP/QhVgVWvSRCCFLEOpwoyeCKZBfmZWIs7tNrY+ePbn3HPSgC7RVb7U3/PtP8A98j/ABo+1N/z7T/98j/GgCxWbHM8V/eJIuVLK0QjBJPy85/EVa+1N/z7T/8AfI/xpPtBz/x7T/8AfI/xoAN9y/3Y1jHq5yfyH+NNeAbC1zOzKOvO1f0p/wBpP/PtP/3yP8ahurmUw4js53JI/hXj35NAEkctpCp2PEoC7jjHT1pl5qNvbReYSZBuCkRjJGenFZ6wzKZcWc/7xdmSR8vPUDPpjPc4q1ZF4gTJaTBjgdAfqevck0AaSnIBpari5I/5dp/++R/jR9qb/n2n/wC+R/jQBZoqt9qb/n2n/wC+R/jR9qb/AJ9p/wDvkf40AWaQ9Kr/AGpv+faf/vkf40yW9McZY2ly2OyoCfyzQA+3/wCPi5/3x/6CKs1Us3MjTSFHTewIDjB+6Kt0AFFFFABRRRQBXtPuyf8AXV/51OagtPuyf9dX/nVigCpKjROZkBP99R/F7j3qeORXUMrZBHFPIB61VcG2dpEGYycuvp7j+tAFqlpiNuUEYIPcU+gAooooAKKKKACiikoAWiiigAoopKAFooooAKKKKACiiigApsn+rb6GnU2T/Vt9DQBHaf8AHnD/ANc1/lU1Q2n/AB5w/wDXNf5VNQAh6VXH/H//ANsh/OrB6VXH/H//ANsh/OgAsP8Aj0T8f5mrNVrD/j0T8f5mrNABRRRQAUUU12CIzE8AZNACOgZlYjJU5H8qdmqn9oQ43FiBjup49vrxTLm7kaF0s13XIXKo4IH40AXqWo4C5iUyDD45HvUlACVTv7JrvbtneEgY3IBn9au0UAZB0Y+QqC7mDggs4C/N7EYxj2qbBFo4JyftHX1+cVoHpVBv+PaT/r5/9nFAF+lpKWgAqvbf665/66D/ANBFWKr23+uuf+ug/wDQRQBYooooAKKKKACiiigBrVhp/wAgCw/3R/Ktxqw0/wCQBYf7o/lQBqwf8fVx/wAB/lViq8H/AB9XH/Af5VYoApSf8hm3/wCveT/0JKujpVKT/kM2/wD17yf+hJV0dKAFooooAKKKKACiiigAooooAhuv+PaX/cb+VOg/1Ef+6P5U26/49pf9xv5VUt9UtGIgEpMiICyhG47elAGjVW4O+SGLsW3H6Dn+eKPt0H95v++G/wAKgiuoWuZZCzYGEX5G+p7ev8qANAdKWq322D++3/fDf4UfbYP77f8Aftv8KALGKBxVf7bB/fb/AL9t/hR9tg/vt/37b/CgCzRVb7bB/fb/AL9t/hR9tg/vt/37b/CgCzRVb7bB/fb/AL9t/hR9tg/vt/37b/CgCzSEgDNV/tsH99v+/bf4VW1C5Etm6W7kOwxyjdPyoAum5hBIMiDAycsOBSpNG7FVdSR1AOcVjyNHxsWQMuFjKocKF9eOh5P4CrdtcQqXlfcHc9PLPA7Dp/nNAGhS1W+2wf32/wC+G/wo+2wf32/79t/hQBZoqt9tg/vt/wB+2/wo+2wf32/79t/hQBZpKr/bYP77f9+2/wAKPtsH99v+/bf4UAWMUtVvtsH99v8Av23+FH22D++3/ftv8KALNFVvtsH99v8Av23+FH22D++3/ftv8KALNFVvtsH99v8Av23+FRzanawqGklZVJxny26/lQBLafdk/wCur/zqxVayYNG5HQyOR+dWaACkIyKWigCmwNq2f+WJPP8AsH/D+VWVOaUgHqM1WUm2JQqxi/hKgkr7Y9KAHyXUUcojYncxAAAJJzUokU9Dx65rHntVkuZp45JkkmjaN28ls4IG3H0x+tMWzTgeZIig5CRwMFByT0x64/KgDUt763uQ7QyBlRtpPQZ/rUonTLA5GO5GB+dYEemKrRliTGPvxrA6r0UAjjrhe/qaT7A7xpHPIZFU4x5UgBXByen3ssTQB0XmKTgHkdqgS9gkuXt0fdKgyy46fjVGwVopXnuA29htASFuBknk45PQfhVaSzIuGniIEvmblzA4Dck/N6nJH/fIoA3vNWjzFIyCD+Nc+NNCbAk8uBklWhYgngZ/IY/E0JpiqVUyP5edzAQMDnK4K+h+XBPvQBtQX1vO0ixSBjG21vY1IJQ0hQBsgZzjj86wRpqeSkecjPzn7M3zcYzju3U5PrVvToxayM0pdzgqhET5xuLEnjqSf0oA16WoopRLkqGAH95SP51LQAUUUUAFFFFABTZP9W30NOpsn+rb6GgCO0/484f+ua/yqaobT/jzh/65r/KpqAEPSq4/4/v+2Q/nVg9Krj/j+/7ZD+dAFWGW8iZIVst0fOZfNAx36das+bc/8+y/9/B/hVjA9KXFAFbzbn/n2X/v6P8ACjzbn/n2X/v6P8Ks4oxQBW825/59l/7+j/Co53vTEwitkDnoWl6fpV3FGKAMnyb08fY4CoGFVpdwA7k8dc0+zgurYnMCsBwn7ztnPPHX/CtPijigCt5tz/z7L/39H+FHm3P/AD7L/wB/R/hVnFGKAK3m3P8Az7L/AN/R/hR5tz/z7L/39H+FWcUYoApzT3iKClkHOegmA49elMZWW1beu0mcNj6sKv4FV7wYgH++n/oQoAsUtJS0AFV7b/XXP/XQf+girFV7b/XXP/XQf+gigCxRRRQAUUUUAFFFFADWrDT/AJAFh/uj+VbjVhp/yALD/dH8qANWD/j6uP8AgP8AKrFV4P8Aj6uP+A/yqxQBSk/5DNv/ANe8n/oSVd7VSk/5DNv/ANe8n/oSVcJwKAIJb63huI7eSVVlk+4nOWqfdWResZZJ3huRG/2cxRHB+VieSePYVRjtXWCCP7WF8p94BLH5ufQfT8zQB0u72o3Vy6WMv2OKP7aY5Fcu7AsSx446dOM9KneFw0rrOkgZgEiYsAqZ5XOO4A5+tAHQ7qN1Y9u5ttGW2imjFyseMkMV3fl0qmpeB0s7d2Vdm5pTvwrc4GcdyR06Y6UAdJu9qN1c1JaF5ITHMIFjjPyqzNtc555GTnI546U9IJY51BvPNjYbXZtwYAFegAwchcdutAHQnmgdq55raXlY9TYKpOwlTnBAGDx7tz16Uht3Y3RE6o0wC79zsSASckY78DHoKAOgmkEUTueijNNtY2jgVWOWxlvqeTVC1CLaWtkjlygHmHBxxyevvWqKACilooASilooASilooASilooASj8aWigBPxopaKAEopaKAEopaKAEopaKAEopaKAEopaKAEpCMnrTqKAGhcU6iigAooooAKaeKdSGgDA1CczarGEinbyWO3EZ2syqW69OSFH4GoLSyvBcIbpHdUjBK7sqSFzj3+Zj9StdLtpQB6UAZk3npZJaWkbeYdqGQ8BRjk59e31IqkkF1GtjCm/d5QilDKxAXdyQ3TPHfk10GBnpRgelAGPqCyXNzD+6l2LlgdpwpDDJP4DA+tQjzzFeTJFP/pDrtAj2MI8gHj+9y3ua3se1JgelAGDa200V3EJIZVSEhlIbIUNnKj15bB9lqJre5kEkskEpMsmyRMn5uWI7/d+6PpmukIHpSbR6UAYtjBLHqHmSrNlQYtxHysOMYHoAuc+rVFc+ZKj5gmSdrjbI4hL4QElceoOB+db+PalxQBXsFkWzjEsaxyY+ZU6CrNIKWgAooooAKKKKACmyf6tvoadTZP9W30NAEdp/wAecP8A1zX+VTVDaf8AHnD/ANc1/lU1ACHpVcf8f/8A2yH86sVSu4rzzDJZNCH2bf3oJHXPagC6DS1VRbzYN0kG7HOEbGfzp227/wCekP8A3wf8aALFFV9t3/z0h/74P+NG27/56Q/98H/GgCxTJG2Rs2CcDoOpqLbd/wDPSH/vg/41HPDeyxMiTwoT/F5ZP/s1AEa6mrMF8pgcdCRyc4AHrUtteLcvhUZQVyCe/rVZtOu2Kk3MQ28LiI4UdwOf/wBVSW1nc2+cTQnsMoeB6dfc0AX6Wq+27/56Q/8AfB/xo23f/PSH/vg/40AWKKr7bv8A56Q/98H/ABo23f8Az0h/74P+NAFiq17/AKkf76f+hCl23f8Az0h/74P+NV3ivpJSsj25hypG1WDcEH1x60AX6WkpaACq9t/rrn/roP8A0EVYqvbf665/66D/ANBFAFiiiigAooooAKKKKAGtWGn/ACALD/dH8q3GrDT/AJAFh/uj+VAGrB/x9XH/AAH+VWKrwf8AH1cf8B/lVigClJ/yGbf/AK95P/Qkq4fu1Tk/5DNv/wBe8n/oSVd6igDn7+9EmqRpHLKTAThE3AOVUsRxwegGPrUUJvW3JdG4KpEGZASDkLkjcOpLMPyxXSbRS4oAyPNuLbTIraFZp7raqn1GRknJ4457+lVc3uyygEr+ZLAkcgLNuTn5nzjBOOOtdDijFAGNqE00l1CkPmqgG/coIAIbkn2AB475FQ280kVhPtaZjvH7/DkuuRlwD06ngelb+KMUAc/afaftcEcjXK+QQx3EkbGB4J/iOSB7bTUUk11IWlAugszGNkG4fMNxAHoOFGR6mulxRigDGsGnW9xM8zbFMTE52kjGPbsST7jmoLmYOJGaaVZWnMbZEgEaAk4wPUL1Hr1roMUUAVrBW+xRb0KNt5QsWx+J5/OrNA4paACiiigAooooAKKKKACiiigAooooAKKTtULXkCSbGkUNkDBPc9B+OKAJ6KaXx2NRw3MU+/ynD7G2tjsfSgCaiolnjeR41OWTG4Y6Zp+4UAOopu4eho3exoAdRVdryBblbcviZhkJjkj/ACDUpcAEnjHWgB9FQw3MVxH5kLh1zjI9aVJ43keNTlkxuGOmaAJaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKbJ/q2+hp1Nk/1bfQ0AR2n/HnD/1zX+VTVDaf8ecP/XNf5VNQAlFLRQAlLRRQAUUUUAFFFIxCgk9BQAtFVlv7ZhkSjoTzx061JHcRSsVjbcQMnAoAlooooAKKKKAEoxS0UAJS0UUAFV7b/XXP/XQf+girFV7b/XXP/XQf+gigCxRRRQAUUUUAFFFFADWrDT/kAWH+6P5VuNWGn/IAsP8AdH8qANWD/j6uP+A/yqxVeD/j6uP+A/yqxQBSk/5DNv8A9e8n/oSVdHSqUn/IZt/+veT/ANCSro6UALRRRQAUUUUAFFFFABRRRQAUlLVLUb5rJIikDTPLKI1RWC5JBPU/SgC5RWZ9v1H/AKA8n/gRH/jR9v1H/oDyf+BEf+NAGnRWZ9v1H/oDyf8AgRH/AI0fb9R/6A8n/gRH/jQBp0Vmfb9R/wCgPJ/4ER/40fb9R/6A8n/gRH/jQBp0Vmfb9R/6A8n/AIER/wCNH2/Uf+gPJ/4ER/40AadFZn2/Uf8AoDyf+BEf+NH2/Uf+gPJ/4ER/40AadLWTHq839pW9lc2DwPcBihMqsPlGT0rVJwKAEYgA5Nc/JbO17cXkMjebKjqrbXIUfLtxxxwDkj1rXkP2mRox/ql++fU+n+NZF5epLqIWKSQm2yVRNwEjBSSOOD0Ax9aAGR2tykm6OeRF/wCeYjdlUEk45GeDt+uDTY7BkW2TDRxo26RIw+N2BzyvPQ+nWpliuvIb7Y0z7YtxjViD8q5xkdSSefpiroaa10yKCESTXOxV65OccnJ44560AZb2l3NDEkkjgDCyKu/5wB1yV65JOPpzVvS90cjXFxHJG8i8oFdieScnjrjApC87C2gEr5lhRSDu3rz8zEgYzjjrUmozSPeQxRmVFA8wOmcZDc5+gB475oAqzW00r7ixVvNZ3YK+ZFzwp44GCRx7VG1tPLFI2xoXc4Krv+Zd2cH5SBxgY571aS4xZ3NxFNMBMwwGDsUXdgnBHXnoPam2nnm9hR2njEGCVJYjYQeCf4jkqPbaaAIpbSWQsI5pIhsCJIqOWI+XGRjHGD9c02WymliZSzD91hSBIfmKkMOnQk5zStNctvlY3OyZzGyqGBDDcQq+g+6M9OTVvTjP9sPnyTHy8wncCFYjGMDp2Jz74oAqi1uEKxQnybYgBo1Rzj5skDj0wM/pWhosNxGshuWJICoo+bGB1PIHJJP6VSu5d0czmSUTmbymyJNqJkkDC+oXqPWtjTgwsog0ZibYMoWLFfxPNAFmloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApsn+rb6U6koAzra7nXy7f7Bc4WMfvDtCnGBjrmrP2iX/AJ9JfzX/ABqxiloArfaJf+fSX81/xo+0S/8APpL+a/41ZooArfaJf+fSX81/xo+0S/8APpL+a/41ZooArfaJf+fSX81/xo+0S/8APpL+a/41ZooArfaJf+fSX81/xpklxcBDss5Gb0LqP61cpMUAYbwXckKo1m+UIC4kUAj1659PwFWrXz4pJHNnIC+M4cHcR/F178VpYoxQBX+0S/8APpL+a/40faJf+fSX81/xqxS0AVvtEv8Az6S/mv8AjR9ol/59JfzX/GrNFAFb7RL/AM+kv5r/AI0faJf+fSX81/xqzRQBW+0S/wDPpL+a/wCNH2iX/n0l/Nf8as0UAU5bqaNCwsp2x/CpXJ/WnWZdmmd42j3sCFbqPlFWaKAFooooAKKKKACiiigBrVhp/wAgCw/3R/Ktxqw0/wCQBYf7o/lQBqwf8fVx/wAB/lViq8H/AB9XH/Af5VYoApSf8hm3/wCveT/0JKujpVKT/kM2/wD17yf+hJV0dKAFooooAKKKKACiiigAooooAKzNY/1unf8AX4n/AKC1adZGvCQixELKkhu02sy5AO1u1AGtRxWZ5Ws/8/tn/wCAzf8AxVHlaz/z+2f/AIDN/wDFUAafFHFZnlaz/wA/tn/4DN/8VR5Ws/8AP7Z/+Azf/FUAafFHFZnlaz/z+2f/AIDN/wDFUeVrP/P7Z/8AgM3/AMVQBp8UcVmeVrP/AD+2f/gM3/xVHlaz/wA/tn/4DN/8VQBp8Uhxg1m+VrP/AD+2f/gM3/xVHk6xj/j9s/8AwGb/AOKoAzXb7R4ut5+qRM9sn4Rlm/UgfhW5LIzN5MRwx5Zv7o9frXPWJcQ6DKqh5ZjNI3bLMpJP05rpYIREpydzMcsx7mgB0caxoFUYUcAUuwccDjpTqWgBu2jFOooAaBRinUUAIRSbadRQAgFJinUUANxSgYpaKACiiigBMijIrJ1NJZ9UsrVbqeCORJXYwsFJK7cc49zTv7Gb/oK6l/3+H+FAGpmjNZf9it/0FdS/7/D/AAo/sVv+grqX/f4f4UAamaM1l/2K3/QV1L/v8P8ACj+xW/6Cupf9/h/hQBqZo3Csv+xW/wCgrqX/AH+H+FVNUsJbGwe5i1S/Loy4Dygg5YDkY96AN/IozVf7If8An4n/AO+//rUfZT/z8T/99/8A1qALGaM1X+yn/n4n/wC+/wD61H2U/wDPxP8A99//AFqALGaMiq/2U/8APxP/AN9//WoNqQP+Pif/AL7/APrUAWMilqhZlxeXUbGUrGVClzkHIycVeoAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqvfXX2O0luPLMgjXcVBAJ/Ool1BAAtwVt5ipcxOwJA/DigC7RVcXcJBIlQgHGQeO/+B/Kj7ZDz+9Xg4PscgY/UfnQBYoqn/aVqelxGfn8vjn5vSkk1O1jTe9x
GEyBuz3PSgC7RVdbyF7lrdZFMyjcUHUCmyX9tHv3zouzO7J6Yx/iPzoAtUVUGo2xeNPPTdIu9Qe465pE1C2lj8yOeMpkjPuDj+ooAuUVSTVLORpFS5jLRffGelH9p2u4L9ojyV3j/AHfWgC7RVSTULaM4e4jUjOcnpjrTYtUtJ4zJFcxsozk/Tr/MUAXaKpvqVrHGXe4jCjqfxI/ofyq0jblBByDyKABqw0/5AFh/uj+VbjVhp/yALD/dH8qANWD/AI+rj/gP8qsVXg/4+rj/AID/ACqxQBSk/wCQzb/9e8n/AKElXR0qlJ/yGbf/AK95P/Qkq6OlAC0UUUAFFFFABRRRQAUUUUAITiszVzmXTv8Ar8X/ANBart5N9mtZZ8bhEjPj1wM1yttZTxTabdT2turTXYk85ZSzncGYDBHocfhQB2FLSUtABRRRQAUUUUAFFFFABUU0qxxsWzxxx3p7sFGScAc1WjUzyecwIUf6tT/M0AYGkxlY/Dzk5JST8BsPFdQD7VytnbxXVj4dhuEEkbLISp74Q1sHw/ph6Wu3/cdl/kaANPPtRn2NYt3o2lWlrNcSQS7IkLtieTOAM/3qpaGulazBJJZLfQIhAKm4dc578MaAOnz7UZ9q5/T9MinnvlkuL0iG4Maf6U/A2qfX1Jq7/Ydt/wA9r3/wKk/xoA08+1Gfasz+w7b/AJ7Xv/gVJ/jR/Ydt/wA9r3/wKk/xoA08+1Gfasz+w7b/AJ7Xv/gVJ/jR/Ydt/wA9r3/wKk/xoA08+1Gfasz+w7b/AJ7Xv/gVJ/jR/Ydt/wA9r3/wKk/xoA08+1Gfasz+w7b/AJ7Xv/gVJ/jR/Ydt/wA9r3/wKk/xoA08+1Gfasz+w7b/AJ7Xv/gVJ/jR/Ydt/wA9r3/wKk/xoALrP/CQafx/yxm/9krTFYa2UVn4gsvLedt8M2fNlZ/7nTJ4rcFAC0UlFAC0UlFAC1meIv8AkCzfVP8A0Na0qzPEhxok5ClsFDgd/nFAGpRWX/al1n/kD335x/8AxVJ/a8iywpPp13AsriMO+zAJ6dGNAGrRSDpS0AFIelLSHpQBXh/4+bj6r/KrNV4P+Pq4+q/yqxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADWYKMnpSJIroHQhlPII5BqDUI3mspokVWZ0KgN05p0C+VbIgTZsUKFz0x0oAf9ojJADrkkqBkdR1H1p+72rn/7HnhaKeMB5whL/Pgl2I37T2yM81KsOpRSRKwZ4lZASsgJx8uevPHzUAal3At1EYnJCkgnHfBBx9OKpSaNDJc3MxkfNyMNwMqMAHB6jIGKrSWWqlChnMgPG4PsI4Jzx6Ej6gCi4sNQlh2CR97SHe4mK7lHC4x04OT7igCyNFtxgh38xY/LWTjKgLt+nv8AjRLp1oBBHcygzb2ZXJCs5PX/ACPQU3TrfUbeZFmffDsAbc24ggdj16nv2FN1Kyvbq4kKH5VGYvnwB8pGMeuTnJ9BQAlno8EUSfZrpsBHjLoF+YHA59xgVINGjSOKOGeSNI8gKAD8pIJXntlaitrK7t4ljiTagbeFMudvJO0nvn5efrTRZX7RqrmT523uBNgodw6HPIwDx6mgDQtrCK3uprlSxkm++Sff/P5VBJpKs8si3MqSSSLKWGDhgCO49Dj8BVOWx1QySSxSGOVg3IlJGT7HjjJ/IVMLG/AQeczLECUy+CzEHr14BIABz0oAcmjPIZfOupAG4ULgYAXaD0647dOalTSkWeOdp5Hlj3bWIA+8cnp/ngU7TYbiygSCd3nkd2JkGcAfiTj6e9Rahb6hJc77aUCHyyPL3Yy2CQc/XHFAEC6TY3cUkcN0ZMYBIZX2kEHp/wABH5VKui71cNcSIucxomNqYxjtz90cH3qomj3aReXGzBPlX5pjvCr23L2OScVt2EckNnFHMxaRVAZic5P1oAqxaQkRk/fOyyhd4IHzEHOf58dKR9GjZois0iBBtKjBDDIODn3UdK06Mj1oAyDocUcW2K4khAdnyuOrLhuvr1/GrqTwhyPtCHCBtuRwPX6U+9j86zliAUl1K4PTmsufTWube5R4URpB5SDIwI8gE/UgfyFAGyGDgFTkEZB9axE/5AFh/uj+VbQAAAAwAOB6Vip/yALD/dH8qANWD/j6uP8AgP8AKrFV4P8Aj6uP+A/yqxQBSk/5DNv/ANe8n/oSVdHSqUn/ACGbf/r3k/8AQkq6OlAC0UUUAFFFFABRRRQAUUUUAU9X/wCQTef9cJP/AEE1l3k0dvpejSysEjSWIsx7fIa1NX/5BN5/1wk/9BNZ83/Hjon/AF2i/wDQDQBZHiDSjkfbY8jr14/Sj/hINL/5/I/yP+FUrya70/WLj7NFDItxB55EjleUGGxgHnG2p7a71m5top0tLELKiuAZ3yARn+7QBN/wkGl/8/kf5H/Cj/hINL/5/I/yP+FZ82s6pDJOjWdmTBLHE2J25L4xj5fcVf363nm1sP8Av+//AMTQAv8AwkGl/wDP5H+R/wAKP+Eg0v8A5/I/yP8AhWfa6xql3JCiWdmDMsjLmZuNjbT/AA+tWL2+1iytJLiS0sSkYyQs7Z/9BoAsf8JBpf8Az+R/kf8ACj/hINL/AOfyP8j/AIVWhvtXmubiBbSx3QFQxM74ORkY+Wo7u/1dJ4bY21nunbZuSZvl4J5+XuAaAJpNc02eQKbyPyl5PX5j6dOlTf2/pYH/AB+x/kf8Krafeatd2UU8FnYrGw4DTNkYOP7vtUV1q+qWj3KSWdmfs8ImbEzcgkjA+XrxQBT0e7glOgW6SAyxLJvTBBX5DXW1gyNftrWmfbIbZFzLtMUjMSdh65AreoAoa9/yA9Q/693/APQTXO/Dj/kH3P1T+Rrote/5Aeof9e7/APoJrnfhx/yD7n/gH8jQBvaR/wAfOqf9fZ/9AStSsvSP+PnVP+vs/wDoCVqUAFFFFABRRRQAUUUUAFFFFABRRRQBz2v3507VdPnEJmPlzLtBI67fQGoP+Etf/oGv/wB9t/8AEVqXX/Iwaf8A9cZv/ZK06AOY/wCEtf8A6Br/APfbf/EUf8JbJ/0DX/77b/4iuoooArafdG8sYbkxNEZUDbH6rnsag1bUDptp54t3n+cLtTtnueDxV+jHNAHMf8Ja/wD0DX/77b/4iqmoeJXvrJ7dtPkh3ui7mY/3hz93pXZ1meIv+QLP9U/9DWgDSxWbrP8Ay4/9fkX9a0qzda/5cf8Ar8i/rQBpClpBS0AFIelLSHpQBBB/x9XH1X+VWKrwf8fVx9V/lVigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKSgCtqEyw2rOzsnYFeuT0xmm2AZbVVkl81x95t273xnvwetTzMFjLYzgE9KhsrkXVqk4UKHyRjoRnrQBRu3ZNQmn8yUR28S/JvKozsT19gMZpkmszpCjC3DN8xbGcYAYjH1C5/EVLcausU0kYh3bWK53YycqP5tj8DVp7+2j4JJPXCqSccc/qPzoAqRawXVnZIlRWAJ39M7v6L+tIdYl2qxtvLBO3c+doJ2gfhljn6VY/tKwVgfMVTIMglcbgN3/AMS1TQXtvdSbIiWO3dnacEdOv1oAgTUXOjG+MalthYKDwecCoRrLPdCNIQYsEmbJxgE9PUkKSKs3l9ZwRstzL5a9CeQB07jp1FNS+sbSGFNwjjZcoNpwF559uh+tAFWTWJ4ztaBEcuAqsTyCVGPr83P0qKTVJlu2mSN5Ex5flq3AIY8t6YAzx2NXLvVYorUyxIzuCQEZSDkHBzxxyQPxqSLVrKRNySgqc8gHGQMkZ9qAG2uoPNO0boiiMuJCD93aQAefXk/QVPe3MsECvbw+c7MAEzjI78/SpXVJYyrKCrDkEdapf23pwLKZ1yh2twfl5xz6c/pzQBXg1i7mmhAsQschVS5f7pOSRjHPGK2RyKjtp4rqFZoWDxt91vWpaACilooAo6pdfZrdRj/WNs3ZI28E54+nHviqmlX08rpbSRnMafvC5O8HA6/XOPwrXIz2oxQBm6tJIPs6QOyymUcI+Gx3OO469azVvrqeLdHLKPP/ANXgc78fdXjoCRn/AHTXSbRnOBRtHpQA0DA654rFT/kAWH+6P5VuEYrDT/kAWH+6P5UAasH/AB9XH/Af5VYqvB/x9XH/AAH+VWKAKUn/ACGbf/r3k/8AQkq6OlUpP+Qzb/8AXvJ/6ElXR0oAWiiigAooooAKKKKACiiigCnq/wDyCbz/AK4Sf+gms+b/AI8dE/67Rf8AoBrQ1f8A5BN4AP8AlhJ/6CayPttpPb6LDDdQySCaLKJICRhD2FAFjxJ+5ghvO0JZXP8AsupU/rtNXtHGNHsR/wBO8f8A6CKNVtBf6bc2p/5bRMg+pHH60mjSpLpVoyAgeSowe2Bgj9KAMXUP+PnVP+vyz/mldOe1cxqH/Hzqn/X5Z/zSunNAHM6F/wAfOnf9c7r/ANHCtTxF/wAgO7/3P6isvQv+PnTv+uV1/wCjhWp4i/5Ad3/uf1FAENvIU1fU1QbpGaLaPT5Op9qdfRCK40tepN0SSepOxuaXTUI1jVdxBO6PnGONnSn6r/x+aX/19f8AsjUAN8Nf8gK1+jf+hGs7Xf8Aj41f/sHp/wChPWj4a/5AVr9G/wDQjWdrv/Hxq/8A2D0/9CegDRvv+QvpP+9L/wCizWpWXff8hfSf96X/ANFmtSgCK5gS5gkglGY5FKMM4yCOaq6XpFlpEbx2MRjVzlssW/nTtXu3sdMubqNVZ4kLAN0J964lfHmoi7gha0tcSsASN3GTj1oA7DSP+PnVP+vs/wDoCVqVl6R/x86p/wBfZ/8AQErUoAKKKKACiiigAooooAKKKKACiiigDLuv+Rg0/wD64zf+yVpisTV763sNZ0+a6k2R+VMudpPPyelPHijR/wDn7P8A36f/AAoA2aKx/wDhKNH/AOfs/wDfp/8ACj/hKNH/AOfo/wDfp/8ACgDYoqG1uYru3juIG3xSLuVvUVHfX9tp8HnXcvlx7gucE5J6DigC1WZ4i/5As31T/wBDWof+Ep0fH/H0f+/T/wCFUdX8Q6Xe6dJb29zvlZ0ULsYc719qAOnrM1r/AJcf+vyL+taVZutf8uP/AF+Rf1oA0hS0gpaACkPSlpD0oAgg/wCPq4+q/wAqsVXg/wCPq4+q/wAqsUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSUtFAEcsQkXbuZc91OD+dNhgjgjEcYwo6DPSpqo6nZyXluYUkCBid2RnIwf6/yoAY+mWf2neyMXYluXOOpP06k0i6VCZ97l2UKAFZiehzz69F/Kqi6HKBIPPXaysAuDgE7sHH/Av0FbMMYijRB0VQo/CgCodIsyhRoiylSmGYnA9Klt7KG3keSMMC+cgsSOSTwO3JNWqKAM1tLjku5ZJyJI3BAjIOBkgk8n2H5VI2lWjJtaMkbdvLHpjb/Kr1FAFE6XbHaWVmI7s5Ofm3c+vPNNOkWe3aIyq5JwrEdQAfzwK0KKAIUjYO7F2bccgH+HjoKgTTbWPbsiA2AKATngZ/xNXaKAIreFIIVijGFXgAnNS0UUAFFFFACUyaVYULvnaOuAT/Kn1T1C3e7gaAbQrjBJJyPcYoABqVs2ds6HCbz1xt4/xHHuKdHf28kscaTIzSruQDuKz20mYyb45Y1KybkBUkYznn34X2+UVPZaWba5DmQPGn+rG3BztC5P4A/maANI1hp/yALD/dH8q3DWGn/IAsP90fyoA1YP+Pq4/wCA/wAqsVXg/wCPq4/4D/KrFAFKT/kM2/8A17yf+hJV0dKpSf8AIZt/+veT/wBCSro6UALRRRQAUUUUAFFFFABRRRQBT1f/AJBN5/1wk/8AQTWW8EMdporpFGrmaLLKoB+4a1NX/wCQTef9cJP/AEE1nzf8eOif9dov/QDQBt4zWXo+YZ76zPSGcun+6/zD9Sw/CtSud1q+bRdUt7tYhKlzGYZMvtC7TkMTg8DJoAi1D/j51T/r8s/5pXTmuYntNWuJLqRbODFxNDMP9JzgJt/2e+39a1PterZ/5BkP/gV/9jQBmaF/x86d/wBcrr/0cK1PEX/IDu/9z+orLsbTVrOW3f7FA/krKv8Ax84zvfd/d7dKtaj/AGtfWM1t/Z8CGRcbvtWcf+O0AWdP/wCQxqn+9F/6AKXVf+PzS/8Ar6/9kaqtv/a0F5d3H9nwH7QUO37V93auP7tF0dWuZrWT+z4F+zy+Zj7Vnd8pGPu+9AFjw1/yArX6N/6Eaztd/wBfq/8A2D0/9CerGmDVrCwitv7PgkMYI3facZySf7vvVe/tNWvHvG+xQJ9pt1g/4+c7cFjn7vvQBo33/IY0j/el/wDRZqxdapY2bBLm6iicjO1m5x9Kw9Xv763ubKeezjiMYl2Ym35YpgZGBxzRothexi7aG9hEq3Do8j24Z5CO5Offp2oAv67cw3Xhu+lt5klTyyNyMCM5ryw/8hSz/wB5f/QzXbaurppd9d7I4LlJPs12kXEc4JGGx2PzA+vUVwkLs+rQhjnbMqj6bqAPXtI/4+dU/wCvs/8AoCVqVl6R/wAfOqf9fZ/9AStPNAC0UlLQAUUhooAWiikNAC0UmaKAFopKM0AZGoQRXGu6ek8SSp5Ux2uoIz8nrVv+ytO/58Lb/v0v+FQXR/4qDT/+uM3/ALJWmKAKf9laf/z4W3/fpf8ACj+ytP8A+fC2/wC/S/4VcozzQA2ONIo1SNQiKMBVGABTZ4IriPy5oklTOdrqCP1qWkoAp/2Vp/8Az4W3/fpf8Koa7p9lDpMskVpAjqyYZYwCPnHetvNZviL/AJAs/wBU/wDQ1oA06zNa/wCXH/r8i/rWnWZrX/Lj/wBfkX8zQBpClpAaM80ALSEjFLVC+uXgkUKwCkEnCbj9cZ6UATwf8fVx9V/lViqOmzG4aeQrj5gPrx1q9QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFJQAZxVLVJriG2JtULSE4GFzjgn/CpL+5FpaPMRkqOB6k8AfmRS2snm20bs6OSoJZehPfHtQBli+v1e3jaKUkuzO3l8bAT+vA7jqK0NMe7ktg98qxzEnKL0XHHXv6/jVS61KSG6kVI2MUJUyMYztxjLHd6gY4pLrVJ1t90Vs0brKFdXwflyASMH/aA+tAGxS1lNrUEPmebHIsceCZeNpBBwevGdvf1FH9tL5csptphHHGX3HGDg4I68HOfyoA1aKoxaismnpdiNgH4VMjLEnAAPTmol1mIzSwmGQSw7Q68HBbGAD3JJxQBp0VkLrsZAY20wjAO9+CEPPHXn7vb1FTLqmVYtbSrsBMmSvyAZ9DznHagDRorJi16Fn2TQvAd23LEEDr3BPp+orUzxQAtGRWdDrEE1w0SpIoRWdncYUAHGc980NqQt4kmuI3CysdiquWVcZyfyz7ZoA0qKyBr9uYElMcih+gOMjhev/fQFaFrcJdQrNEcxtyp9R60ATVl6iJGvrcRAyFeTEUO0gnru6AjFalRXLmOCR125VS3zdOB3oAwkt7ua0bCyiS7ZFYyZ+Tgl2xnjuB9BV/TBIZ53wWiLfJI6FG6n5cHqBxzQL6RdKaZjEbtId7JyFDY6etNsL64ub94pFQRomcgfeOcZBz0yG/IdaANRqw0/wCQBYf7o/lW41Yaf8gCw/3R/KgDVg/4+rj/AID/ACqxVeD/AI+rj/gP8qsUAUpP+Qzb/wDXvJ/6ElXR0qlJ/wAhm3/695P/AEJKujpQAtFFFABRRRQAUUUUAIenFQG3YnP2iYfiP8KsUUAZuqQMul3h8+VsQScEjB+U+1UriMtZaIfMdf3sQ4I/uHmtPV/+QTef9cJP/QTWfN/x46J/12i/9ANAGp9mb/n5n/Mf4VznigtBcaeFncvIZVG+VUUZUZ3Ej7vrXVVzGoKt14jtndQ0dvOkAyMjcyMzfptoANPt7OzsIbdvErZjXHyTxhR9AR0qx/oX/Qyzf+BEf+FTeG7a3bQbZmgiJw3JQf3jWdrsEKyarthjGNOUjCjg7noAt5sv+hll/wDAiP8Awo/0P/oZZv8AwIj/AMK2BaW20f6PF/3wK522ghOpRgwx4/tKcY2jp5ZoAtZsv+hll/8AAiP/AAozZf8AQyzf+BEf+FaOoWlsNPuCLeIHym52D0
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" alt="Особенности работы укладчика асфальта на разных типах покрытий"></p>
<p><strong>Современный сценарий использования укладчика асфальта претерпевает значительные изменения</strong> в зависимости от типа покрытия, на котором он работает. Для достижения наилучших результатов важно понимать определенные тонкости.</p>
<p>На <strong>бетонном основании</strong> необходимо особое внимание уделять предварительной подготовке поверхности. На ней не должно быть трещин или выбоин, поскольку это может привести к неравномерному укладыванию асфальта. Перед началом процесса рекомендуется использовать грунтовочные составы, улучшающие адгезию асфальтового слоя к бетону.</p>
<p>При укладке асфальта на <strong>грунтовой основе</strong> крайне важно обеспечить должный уровень уплотнения грунта. Желательно применять специальную технику для глубокого уплотнения и избегать излишней влажности грунта, так как это может привести к деформации асфальтового покрытия в будущем.</p>
<p>Для <strong>асфальтового перекрытия существующих дорог</strong> важно точно определить толщину старого слоя, состав асфальта и его состояние. Если старый слой поврежден, его необходимо частично или полностью удалить. Новый слой должен совместимо взаимодействовать со старым, чего можно достичь за счет выбора подходящего асфальтобетона и техники укладки.</p>
<p>Применение <em>модифицированных асфальтобетонов</em> может быть необходимо в условиях повышенных нагрузок и агрессивных воздействий окружающей среды. Здесь ключевым фактором является выбор правильного типа модификатора, который будет содействовать повышению долговечности и устойчивости покрытия.</p>
<p>Подводя итоги, принятие во внимание типа основания и особенностей существующего покрытия не только значительно улучшит качество выполненных дорожных работ, но и увеличит срок службы дорожного полотна.</p>
<h2>Методы контроля качества уложенного асфальта</h2>
<p>Контроль качества асфальтового покрытия начинается с обязательной проверки температуры смеси перед укладкой. Температура должна соответствовать рекомендованному диапазону для данного типа асфальтобетона, обычно это 140-160°C.</p>
<p>Следующий шаг &#8212; это измерение плотности асфальта. Это делается с помощью специальных устройств, таких как ядерные плотномеры или денситометры. Важно проводить измерения не только в случайных точках, но и по всей площади уложенного асфальта для обеспечения равномерности плотности.</p>
<ul>
<li>Испытание на прочность на сжатие позволяет узнать, выдержит ли асфальтовое покрытие нагрузки от транспорта и погодных условий.</li>
<li>Проверка на трещиностойкость критична в условиях колебаний температур. Это испытание помогает предотвратить преждевременный износ покрытия.</li>
<li>Контроль за адгезией (сцеплением) асфальта с основанием, чтобы избежать отслоения покрытия.</li>
</ul>
<p>При более детализированном анализе можно использовать лазерные сканеры для создания точных трехмерных моделей поверхности для визуализации негерметичностей, волн или других повреждений, которые могут быть не видны невооруженным глазом.</p>
<p>Также принимается в расчет уровень шума издаваемого покрытием, что влияет на его эксплуатационные свойства в городских условиях.</p>
<p>После проведения всех контрольных мероприятий и получения данных о качестве асфальта составляется отчет, который должен включать все технические параметры и результаты испытаний. Этот отчет является основой для принятия решения о приемке асфальтового покрытия в эксплуатацию или необходимости доработки.</p>
<h2>Уплотнение асфальта: выбор оборудования и параметры процесса</h2>
<p>Для достижения однородности и долговечности покрытия критически важны подбор и использование соответствующего уплотнительного оборудования. В зависимости от масштаба проекта и типа асфальтовой смеси могут применяться различные виды техники.</p>
<table>
<tr>
<th>Тип оборудования</th>
<th>Описание</th>
<th>Применение</th>
</tr>
<tr>
<td>Катки с гладкими вальцами</td>
<td>Используются для предварительного и окончательного уплотнения.</td>
<td>Подойдут для больших открытых площадей без значительных препятствий.</td>
</tr>
<tr>
<td>Катки с пневматическими шинами</td>
<td>Оказывают необходимое давление, равномерно распределяя усилие на асфальт.</td>
<td>Эффективны на промежуточных этапах укладки для предотвращения деформации асфальта.</td>
</tr>
<tr>
<td>Вибрационные катки</td>
<td>Применяются для уплотнения насыпных и связных материалов.</td>
<td>Идеальны для уплотнения слоев асфальта повышенной толщины.</td>
</tr>
</table>
<p>Оптимальное уплотнение достигается путем правильной настройки оборудования. Важно учитывать температуру асфальта, скорость движения и число проходов катка. В идеале, температура асфальта должна поддерживаться не ниже 110°C в начале и не менее 85°C в конце уплотнения для обеспечения адекватной пластичности смеси.</p>
<p>Количество проходов катка зависит от его типа и состава асфальта, но в общем случае, 6-8 проходов гладковальцового катка являются адекватным выбором для стандартных условий. Соблюдение этих параметров позволит достичь необходимой плотности покрытия, что значительно продлит срок его службы и предотвратит преждевременные дорожные повреждения.</p>
]]></content:encoded>
					
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		<title>Роль бульдозеров в подготовке участков для дорог</title>
		<link>https://aktaustroi.kz/rol-buldozerov-v-podgotovke-uchastkov-dlya-dorog/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:16:11 +0000</pubDate>
				<category><![CDATA[Техника для дорожного строительства]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/rol-buldozerov-v-podgotovke-uchastkov-dlya-dorog/</guid>

					<description><![CDATA[Применение специальной техники, такой как бульдозеры и их аналоги, оказывает значительное влияние на проекты строительства автомобильных путей. Мощность и функциональность данных машин позволяют быстро и качественно очищать и выравнивать территории, что является ключевым этапом перед началом основных работ. Одним из основных аспектов внедрения тяжелой техники является ее способность сокращать время и ресурсы, необходимые на подготовительные[...]]]></description>
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
56jFTBWZs9jROGtODyMiq6E7Ap7VcktkTSIpkJ3NIytk8cDiqROI92epxXRHQwlqWFwYiOM59KhuWZsknkYoEmExnrROFMZIbd7iqFJLoWkLlm3HIIBFC7HmUnqDmoUcq6jBOV4p43b1O0/eGeK5+oye+GJgf7yiq5kKL71eu+XXCk5UUwwMQB5LHPtUsLFWK4LcHpTw27ILcZqwtoyqWNvjHU0iwZOEQdO/agLEWCpGOR70rKScrge2KbNvXuOvSkUsAAaYCvBGV+cD8Kb5EScogz6U9f3hA4HvTvLAJAYA4zzS1EMDLICpUt6jFEe2MH5eT1qeKHejFGUE+/WoJLa4QElcg+hzTsA4ukg2Mg2+3FRm3iHzKvHuatRWrNAGAIY9iKQwShgCvy+opFFcQRhSFTk84PejywASBjPUYqytrN5mNrE9qkW1nzzGc+9DFYzvLJPcDvSmPhSeVHQ1oNZ3L5AjA47nipILF87JCoOM8HpSCxneSzkntnvTvIUdRn6dq1m05Wxtfj1JqCawkjyUYH2p3CzKDKgYcnB7DtSCMk7l59DVuKxeVskbR346U6XT2WMkP+GKBWKTADGTg+lHlbvm3cn07VOLIufmYrx3pnlCLKbiSOKQakSxEnJcGpBCAMl+OwxSrGo+8p59DT/LG04OPSk2MhVEAbd971qN5BjGKJUYE4ccCq75A5o1YEhck8DpzSecQMCmE4+7zmkCELlu5xVJDJ1nbaPSlWXgE8jNQg7cAcino/wApBwB1pOIFgTccdaMBh05FV42PQ4z61ahjDYzUBa5C0wQ4FKbhl46VaNlbk8bunrTfsERbLFh9DWiQim1y2AB6806NiTzVxrS0hiwQzNnuartHMZNoXr6dqdhpBvBOBTXSQ9BxVxI49q7oiW7kVIu0MP3LbcUDMxrV9wJJ+gFRuGizkYH0rbKgHIgYk02SLzcqbXNCJsYoc5YjnA59qf5avg9Ce9an2VVX93ageuT2pGs3YDEQXHbPSmFij9nbZwRxTghjPTJPpVw2Mvtk+9KLOcdcccUrDsVo4y7ZGAaf9nIJYMOlWfsuFBcnd04pDaDGSX60Kw7EQXAGWUjFNeFHI5A47CpxYhidpIHY5py2ar/ez060BYpGKOIkfjSBx6fStL7EjMTk8+9Vms3S4IAOztiquKxWMx2scHNRm5bHINXjC5KgDOePpUTwMiMCuT1FAWK63Bf5TxTxOF6GoXiuXfKoAFH51A9td7RlOc8YpNDsW/tBJ6inrMCMnrVBbe6PylT170gt7snhGPelyhY0XkJRgo69Kqi3lcHcQtRrDdjnaQ1WI7acopyc5zj3p2Cwn2bA/wBafypWtUUcu5PtircQYRqNmWxg5pCpJOcYxwKYaFeOJYzudifQdKe1zGBnaOPemywGTqx4NRGyIO7JYd6LCLCyRy+1NkgiY5/kMUyOzIwdwDH1qQRSDGfWmAwxW4Ue1RkwDov41Z+wtIMs4HPrTF035s7gD9aQWK4aIfw5OacsidqcNOkZ8blUU8aW6jIYe4pCsQuFP3e/vQoUnPG3pVkWLAHjP40fYGxgD9aAsQC2jZiwfjGMUotLdh987j6VZFi4GBgAVGbaROSOKCiGOyiAP73JFSpboucncKAgB7g+1G0HoTQBi7F67cn0owuPuAVEtxsPzJj3zSmXcDyOvpXQZkoRcbsDH1pG+XPABHNNAJKkE+9MlA8wn3pAOJLYw+CfSmsN+3PbrzzSEEuc4+gFAxnAyM9hQA9FB3KDkjp700oI2we/QHjmjo/rxTpCsiAE5weD6UDGMyFvuk1o6c7bGwPm6/Ws1j0+Y5q7pcvlqRgMQe/apmroqGjNTeSBk9ar3T4tJSD/AAmpXvGDYEajHcAVUuruY5DbQpHpwa5o09TeU9CC1cHTnVABuTv9agt1lFwu5cY65qON3EaxbsKuc8dqckhMwKqRjGa6FGxi5HRcPoTA/wAFwP1Wsdnwow2MHnvWrbENpd4v9xkf9cVjtmJGYgmMnDtj7voRVXJY5mAA3SgZ6ZoDRgZaYEY6AGqxDTJtBGQcg+1SQQPHIruVbb29aq+hFmbtpcD7JAFALhgP6VcDBju2g9mBrIt72G3t1SWMlg27ipW1csh8i3Vf97k1i0aJmkZ1JyQMDpS/ayHIwoArDOpXK9VQjv8ALg1KL52JJjTDnj2pcoXNVrr5wGI5P5Ux7kMvbOay2ulJyVA55zSfaFyjdBnkUWC5dKRkM2cZ/OmlVU8NkCqT3gjB2jKnpkdKRbtSoKrncPm5xRYC8FRFyCM+ntTDGxbduG1hVRrlyMAAEjPrUYuZNu0g7j0P9aOUDQWJ0dlZ+CQOKv277RkHKgd6woLmVG/euHz69alOoyLxHGAM8ZNHKwudCk6sxHHAzTVmWTG8d+MelYx1ArE5RQWbpzVBbi4DZaZs0lELnWxzqFwCRigyhgvJ681zK386rjdkjvjmmtqU5QqZHx044NPkYcx1DMq4DuQecZPWjbGwDMMnt9K5Rrh5Qu9/MCdA3OKtR6rPCiKIhKBnktzQ4sdzpliTG7JP40jbcADutc1deILkQ4giCue55qvLql9Jhll4UAcDFLlYXOrMYY4B7U0ghgA3bmuTfUbu4jCSOwI6YbGaktpb1nx5sg4z1zT5AudHJCJJCxYgDioVtUdyGY4xmsWU3ccwbzXyT13c/lUqSXI2SrK57kE9qXKI1ms40AIJ4H51G9suF+Y4PPFV4hcyRLunbae//wBel8i4RE/fZ+YgkHtSsO4TQorbeSrDIpBbRE9MjGaLnIdVB3ArUMMiLld4BBw2W6e1AXNCGKAxhtq8DgY/Om3UETADIGMngdaqLIE+bzE2nOCWps9wAyvLKuAMqA1NBcY6xpOIXHzEAgfWpBbRuAecdOKit2hubgMsqtJtyqn29+xp08ckKO6Z+YZOOxpgPaJUPy89qnjiyM96qW0plf8AeBfwbrV37RFCDucAfWk0Fx2FU/1oBzjaDjvULXUDDAlXOO5qzE6bc5ByOuaQEZQEAFDxTSXAIUbfeppJQIxIhUgd6oSaxCoK7GOOp9/amgLKTSIpBOfSj7VL93npxWaNVkeUAJHs68nmr63ts4D7wPrRZiuO+0SlMFiCCMHPWpkuZlQc5OetIpjcBlwfpTtsbAAikAjXbEnG4elC3zhcMpPFMYRjpj1p+9A34UtQD7Y5ZsqaPtp5zTTLAWZd67gORTWaMIXYgKBkmgLjvtRz82akW8TAH51QN/aMRgkj6dKQ3dthiGJA9qqzFc1VePGd3egSKxwGwayTfwqm5eT6HiiO8tpVYxvyP0osx3NMn96CT7U/Yx6HFZ0l3FEMqd7HnAqvDq7IW81MfQ07CubWxt2QRSLGckk1jXGsu7L9nbYo6kjJNV/t9wd/+kNhu4FPlC50Q4BNL8hIBrmvPkcKPPkLL0yaniv5t2HbeehUjH5UWKOizEeCvNG2IcheKzIr9HVcsFzxg9c1YFyhUhHUn0zSsFy1sjGSR345oCxgEgdKrtcKRg0wybhwcAigCwTEM5C4FJutjxgGqvluwOWANVzC7ZkRg2e4PWkI1FMBwQBzSKY2HAHpVBAyjJ6Y49qhklliGOcZzkd6ANMlemBSBUY8Cs2K5eVtocZGNualEkhByw9c5phc0PLX2ApqlWbAAPFUvMfoGPPvSkMjdc464pDuXmAUEnFHfrVISM2QT1p4Zo227wR60Bcs8jjFIWwcHFRhnZBkflSkjgmgRIzkcU0sTTCcsCaZIxQDpQMXzUPORkU4OpAOBUKKC2Qcg9qbIwhOCwH1NFgOWIVjznAHWmMNp4IIPSlyDwTzTHA4yct6ityB6yts2tz+PSjIwMZOahwCehxn1p6tjDLn6UAS7lUAE80wscjmkI+bO3DfXrTSMncvB75oETLljuU4wOQelJlgSGANIrZJz1x2p/zs3AznpxQMThh6N60qSvbo7Lgk46VP9hkOMgLnkZzmk+wyoSTwp9RxQAz7cfLXzc7sdjTJbuNweTn60ksWxSuEP61G0O8YUKOMEGpsh3HJKqozFsqaSCQNcKuSFc4qBVZY2jYc5qS1iYXCcFjnIAqyTotPmVrS9UH/AJYbj+BFZhuTHIpxuhkQgr68mpbOOS2e5yV2TI6DntVeWJY7aNHKM6t/CexqCh8YMSMqkNg/Lnpg0vnuV3b4x7d6jtfLyVYZHXBqZ50QlIYVLY6kUALtdlDct+GBSbc4wrc9apTGWc/vJDj0HQVGbWZceQzNwTgN2pgX+QSCCMfqalD7ugwPaqVlcyMCspLYxg9xV3zxuwgz+FKwXGgMGGw5GeRjrSqzAH5TjpjNKJN42q2T16fzpQHLAsgIPoaLCEcFhwlJ5bEYPGPenk7DhwF+tNl2vkrIKdgELGPgg4PfdTRNGBk5B+tRBdxILAkDqOTQI9xPFFhkvmRkdQD70pmA52jIPamrFtI+ZcjsRUqAq37xQ39z2pXCwkZWVtqr/SleBcqQ4x3pysEONgHfkdKbLcDJwuf61NyrEZU4Kr849cU8eWSA45HTApwfzegwakMaELucg9/Sk5BYjWOLYWBbcTznpSeWu7A4z+FTMWEXI29RUBlbHIG9f1FCYWHtGuR8u4HGDSFkXjzMEn06VG0yZ3D5QwqJgsWe6noaYiQSpvYlj+VTDUTEd6KNwG0E88VRyGJZQMUqBAucbRnGBVWAdLdS3M3mM3PTI6VZS6nVfv8AI7YquGCyjB+VvSnttCMSeBSsAS3k5k/1rgHrg/ypqXsw4Ltj3NQZwcdfpQ3LcdqdkIn+0uZDuwfrSiRck7eGHOO9V4xufLVLuyGPQfyosA7zo0CkRjr3FBmTALIMnoMdKiWPfLnGB3p84+baBnGOlFhDvtKx5K8fQYzSfaLiQgKW2jtntUUUau4AGAefmNWACrBc/KPbFOwE5KJEJJlDfwgD1qF5Q2BtAXOQoHNRyuWYBmBHYDpUeQcnd7Fu34UrAStIfuhV56kDpTmmkUKN+O+KrbhjCjI7HtSEbz069vWnYZN5zZJRnAPvxQJmJGckjpxxUWSnC/e+nSlBC+hz+tAE4fJ3YyDxyKTzEAGI1B9h0qJmJLHOSR2phc46Z9vWiwFn7UVKmI7X9mp63TsCA7ls9M5qvGh24A3Owyxx9wUqKAGPIAoshFhbuRRgMQ3tUn26TJGM469qrLISu0uMryoxQSRCT3NKyGOaQklhETnq2cVHvMhK/Nt9QcgVEWkzyG6etPjDRoEUhc/pTsImCKOkhAxmkbZ5f32IPbGM1ErFyM5KDvjrT03M4BPI6egoAniEbAjbkDrmnJHACT5QUeoNRhsDaOAP1pysQAzjOfurQA/ZEp2pvHc5OQKMQsMsGbI9ajJL8bgB1Yjv7UEArkrwOAPagBwgtiMjeM9uDR5UZICE8+oFIQIlxjk/pQiHJLenJJxx6UgJUESjmQDPqvWhokWTKzDJ7ciqokJcShflXhFJqdd6sDjdI/U46UDuSCE5ADjAOcGo3tSXyJVT02VPyAFUdeppXkVFDDGegxSAreQEYgznOcnk8UJMEyEunDdj1pk0xDMuM5HJpkMIZwp7/pTGXDJcypt+0EAdTjrTraaWBtqSAr3U8flULvHuCq4Gz+HNN5Y4X7x6e1IRpC6lJIEOVPTDCo5LiVlP+jn0znIFUxnJTr/tHtTslm2odoA5PalYZCUmFyJeQQeMDpQkUzI5IwzHnmrAfsScCmkbmLc8dqdwsNVZ1KkO+B0FWFnuNwBAwB196iTGck5x1qKWYjLhSR0HaluFi6JLgcgrz2oea4wBgj6VSjUkGRjyenNPBcceY/X16UWQD3upwoDGTrx2pxvZnYDzGX2Ydaglkk3/AC7j6k06G4kVy4k+UDpgUWESm+lAI3ox+lRyX87EHKqoqwLxyu8qp/AU43aj/WQx8c9MUDKQvHlPMu3jscVGcMcu5+pNWZHtpeRbIPdTio4reNxnkemD2pqwiphRxgZqJkHZfxHarDW8QOdz59c9KjHljCjg/wB6quBVkQr0z9ajDlQRVwsMHnHPWkIQpkMGPqf5U7iK+4uOen1oJ+bBYeo96dhCBtZaTEYGCuT7UXCxJaoHuF3nCg8itVLpVJ/fLx/dA/wrKinWOUHbjjjFSNdjexCN0x1HFIZe+1ZDfvHDE87cn+VVNRnWSGNFkkwW5LZqEXBRcLhgOvzVXup/MjGQF2njBoERrhWYdj0zTmkUfxL+dVNksnIDsO5x0pViYcmI49xVJCuWRKi5KkZphuSW4JH04pm1iARGQvsKbHwfunp6UATNO4jU7m5zQs7bMjk8ZJFRuzKBlCM8jPemq7DPHFFgL0Mm6UKuM471eFtI9zGQwUOOp6flWRC+1snj0xWlFcuVzjoOGxk//WqWNGwdNs44/mc7ypzz+tVEWK0kt0MiuCGUtj27ms5jOHxuLA++fxq1ZqY4iCWdW6gjipGVLNdsucjHpj3rR87aOI147io5rYgh0AJ6hc4yPQUyN16srZBzgjFFwZJ9rPJULn1AqNrku20rz7mnu6RNmKIN6g9ad88mAQVfHAzRcSEUBo95QkfnTvLkdf3aqfehTIEZJCW9KF+UnAwpx3ouOw0RupwwRWzx6VPFErgs4/SogWDEKSR16dKJZGUg/wAJpO4WGvaMHPlyKFz0p3mpbpsV8moQqMTtB9fpUDqu5WUkijcCXz978kgjt7VPHgksR0qh8qbm3jPaliugm4k8fzoaKTL8aFJQQdyNT7hZDwhxzUUVwhjU5AU9M1Ikqk43D86gvoNUnJRiPoTUVx8hDgjI+8PUVLIvQ8ZHH1pZLZxbecxVoz8rDPzD3pollcIp3R8H+JT2puQU7ZHYUbG27RjKfdPemFmEZcLgN1x61ZI5QeegXPSlx87L6ioY5ZMMWBIHXIpGkdJQSQVpgSNu2KMDA6e1OOTEMkfnUICgtkk9xg09AxG5eM8/SgBrZ83GB06j0pAo75/GpQrlshR+VCxNjpg4JPPNMQisNmQuPr3o3bc/Ln+lIqrtGaaA2ODjPHNAicSqNq+Xj+8aVQvVh161A2S5JbcPWrHnbUGUUn2oCwuAhJCDOPyqvLISOTxn86lllG0jYRnjrn8KrkfNuPOOD7f/AF6AFHzNgc+p7CgkcKRgAfgP/r0E7QRuA/pTTyQoHHYCgAPIxt6/rTuV4B+bv7U4JtHI+Y989KRmAwAMc8Du1AxAQFPJ5/NqMnfwdzmlwQRuHzH+VSpGQcs4564HSgCFxtXbux3PvTVWQv0O88KtTqUKFyp4+UZ/iNLHFs+Un95J1P8AdFO4hbdGAdF+6PvN/eNOeN2QDnb1NTKqqdgICKPwFPG1lzyqdee9ICmkLMSyjgcb+gpfL2nliWPTPIFWpJFDYyDjGFA6Go9pLM2evJPc/SkMjAWIZA5z8vrULcqRyf7x6VKxzuLMQMc//WpFI2jcjc/dX19zTEIqMAoHHovp71Lt2kAdupoClCQAPM7n0pMFEzk47+poANyj5mHy/wAI9ac+8sF/ibv6CmFiSGY/NnCqBQwIyu07j94igBx2gZA+QfrRG3LSuSF9+lMO2QnsijvSyFR8pP3egB60AKsjPIpU5JPGegpLiRn+RSTGv329TUgTaNir+8b73PQUH5wVAAjQ4JHekMit+Q00gwvRFxVyPC4+UiRv0pI8sfMccD7oxTtpOXOVz1zQASERqc8nqearOzffxyfujsKk5kfc/EQ6+ppyxlzu5welIZFDDwCRk9h61PgLkL07nOM0/aY1JONx9OwqMFnyCDkcE9KQEMqIxDbMY6Y609AUXcQcn/PFTIFUbTnH+eKAc5ZcZ7Z7UARbB0HJPX2p5G3C4HNG4KuWAGT/AJNIfqNx6D2oAY5OMIBn0NPDYO0H5sYwKUIATyVJ7ikMbJFwwLHjPtQMYxcHYT1+9jtTXVpWULkJnjdU8UaJEVUH1zSnC/O43N3xQAw7SMqeB0GOtNlJijwozI3Y9am6DcefTFRkqG3Hv2xzQBTxK0uAWUAZJ9KspGMbVO4HrTwrE4Hc55p6Lt4H4n1pBYTuAOgqGfe7YA+XvmrOSBwAPembSVzn8qLjIUQM23PI9Kn3bAFGOO9A/dICuNx/i7Chd0i8YOO5NMRneYEHzEj2PepY4VuFV2jzu6Adaj8yN1LOS3I2ij7SUTZD0BoZJbEMcU
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
j2NTynAViwJXoR3qNppFYsNuOhPQ0+Zi5URPp8ByZZGVj3HSl+yxk8rGUxjlck1IipNl1kYMPYU1wfMyuSwGcg4b8u9K7KshIUgjfMCIrKOc9RSOhdW2jkDIHrT0UOUeX5lPBOMU9iPK8tomBxlcd6TAyruzcBZY4cMfvgYGfcVQ80hwoU7uhGK3nZtiuNzc8pkcilEdvK7NNEFbuO/51cZNbkyiYwdkJ6nNWI58Lg/lip7u0hRcRMUQ9D1NUHtprd2IYyA9CO4/xrVSTIasX0uARt4NSblbk4NZSu6Lna6ke3SkiunAbq36VRJsH/Z5bttpzMqcsox65rOS62c561Ml8vXhh246UAW45dwIxwRxzzRJEsh3K3z+p7VCbhGwyptPsKlSZWPz4z6igAYkITNFuVhg7TkVQuUePDRBiuOMDIrWcBQAhXnuflqDYdvykj+8AetAjNgkkRt2cbuqk9KsPcscBWQj1PWlmt90gaSPcD/FiopNPlODGQV6kdDQMtiRdwKNggfnS+eu7ewOfes5pfKIzE3Hel+1xsArKd386LAaS3ErElWwOwx1pPtDEBnDKR1GOoqiszKAY+lSi6LfKx59TQBdW8BUYyMdajNxHIhWRCcHIyKaqiTlCvuD3p6bVG1TtbuKVgJFmjMZXkegxiqc9vcqd0MispPQjkVaOF5IP1p28KvCFuexoGML7F3HoBzSG43IHRSfwqM3CbyjgBgOMdPzpqXAX74AXuaxNS3GzEZbIpVXLbgzD2zxTVkXgq2c84p6ShzjgUgHFlGPm70uCSPm4oJC0hbHQ4oAbJGj8MuT61EYZU5jYFR/Cf8AGpdzE4POe/SlAK9MkUCK28OcOux/Q0GJSfmX9KsuqkfOufwqCRJYl3wnco52N1H0NAxphVRkY/PFINqAuwUH+7UQ8uZh5ylX9zSTW8kjKMnaPSgQ9ZRMwwQAOME96UFQGC8nqSaRoUiHyhiw/WmyI4RdgwG6mgYSSAjJ7nHWoAzzHB+Xnr7VKkMYbackilIUTDaOPT14oAQqobgg96jltjM4O9sY4HpS7dz5ChWI4+lSs+xMZAx1xzk0CI4o0tkLqgBPAJ605327drDOMH6mlKbkwVx6mmLBGIxu5YnPFAx0LbpHYg9Av0pkkjgnY5GKQMTvEa4VRTvLfYrMdgPc0ANiTecn15JqUkDJBz+FPWJioBOCedvemPGg/wCWn5UALGiuu+Q7QBzmmukDr2UDnJPJp3ypGxA3t29KilZN8Z4LdCSOKAFV1kYEnA67e+Kl3fw4BHeoXO1hGpwcdRT9mECqGL+tAEnIANGAy8nrTZIyqsGGDSrtMYOOeenagCtOuxwuRg1BjPIwckVNIPMXd3GQKREKxLxzkimIhXLXPzHgv+mafICWf/ezmnrb7NhYfMWzTjCvPXnmgCAjqM9Tmjb8ucY+lSbA0i7VIHSneWW4xwOtICPy8ZUdetPibZnJ4A7dqmAK7QOmOlRygl9uAAPSgAWTaOSM44o+XfuOAMVEQBIoVDx3zSybAp2q3A4z3piHHMm7PYjFW4mGOOMVUt0BXcck4HT61YCqBtwQ3BPtQxosBgOvNNjn2uc96gG7zMYOBUqQLMcyZ2jsO9IZZjcSZwOM8UFyAc9+lEYCttH3f5Uz5d5z+FMCPJLf1p+zPOQT059KbgtLvxx0qw0fl/wbiTnJPSgCOFWVdqrjJ6mnyrtXnk9gDUixAKGb73WogqlS7tt57UgEKKFXAKt2NRspMhySeKskqVIZhx0OetVyRuZtxyOQaAI5A2wqR8x96YjFtiqvIHSp0VWdto5xjk0+Iqit8oz6mgQz7OxUGXAz0HeiNViBAGDT1G4lt+R9aROhJGMUih6tkEnFML5ODS7VaQdKjEauTn5cUxEmAB0zSOSB8oG6kA2HHP40KuJTk9KACNCCcrxjqalBAHBqDcWOAMqtTjGcDpgUMEKzlULAA4NOZyRkrx6VEEDu2DtAH6UfdAKIfQ8/rSGSMQRtOM+4zUflgHO36dxUYYFyG7e/Wmsw6qSR6nvRYRNiSM/uywUc9iMelPEKyrlTtfrkDg1CJS0gHHPFOLIzFe38LZwc0wASMkyrJ8pJ4wKerQzSn5mEi9fShXUTMzLgEdR0pJBnDbTgnqD1pDAuisyMSqjnnkUqmRBtGCAcqc0rmJ8g845qKJFkYksDg8Y4NFgF80HcflwOvrSmJZcOjbZM4ye49xUThDKUIC+3f60u9Q+FxkcZosA5kd1AzhRkHPUGkW0+0x7gdrpnGOhFBljE+CN2RnrT0BRvNj5yfmX1o2DcypYmkLRlSuODxyDVQwALgH7vcGtOcyO7MrfMB+dVjG5lUlRnv6VujF7lCTfGOWyOwzTFkYHlgMj8q0Xtka4zjIB6YqF1UBh5Y474pgRrcEYJlzzyM8Cp0mOeDu9jVN03SqAq4AyeKmLh32KNuM/hQI0ba7ZH25wRzir5mWXcyHBA5Fc75/z7EU46DPerCXLrkDcAD2pgai3BSTI4+pqWSUTJtP8AF71m/bQEXeuSRz70zzgzZQEDrzQBNLbmJWZAssY+8p7VRkhUS5jkwD/e7VbS5kHIAYUFIZvvLsagCjKJ4l+ZgVPcd6bHMXO1utXhauhZSBJG3pUElvFGOFdX7mgASR4ySCRTxKXPq3rnrVVw6jIYkD1quZ5VY/3e3FMDXS4kUjDNx2PSra3kaoAyc1gJeOPun86txXeV+fk0gLcaJknaTjp2pHBMhwd2O1Tbdr7icnH3QKNkgXMYUknv2rA1IwHyN2FyOMGnwRtnLu249xzU0UCbcuEA9M9Kl8tRyDxjpmkMkXOMAk470oXJyWOfSq8MitkJtHoBUiKq9yrD1oAmVFDE7eT3pwDfxEfgKaCQvQkY6ilVgepyaAGyPHD80jfePelds429DUc1uJfvKGA96RnS3XJXLAcUAPli3YJVflqtOxjKkAkEc4FRySyH53YBSBxmpYpA3ABwOnsKAE5b5n3LjqD3pZNrbM5UdBSuqupZsA9sc1ESEbO0lx0FICcwxxoSu5vfNQ+Uplwcn2Bp6q8yksgA7gmnMwhOQoHHA5pgQCIDO9CAe+aJYtqjy49owOR2pZ7mNVU4LHPApkjF325+U/yoAcTiEKDnOefenAwwwbiAzc8n1qI4VcMoNOVNwBOB6Z/nQAkQcwnC7c880LEX+d3b5fXr9aeRhARnAGKekkZhLgcd8+tADGUOvBI9+5qExhhguevfrUhO6MBQcntTlAICnORzQA2ZgPlHYDFV0BEu/qBzirMqB+o4HP1pqKAnT5c9KAGxjfNubnnOTUkshD4X9O1KFHUjpR5iE4CDjnnpQBE2/IEhyT2qYqBGAOw/KnKctvIycdTTH5zkZJoARYgIhjsTQgXftGCB1pdhYKqjAX3705QsKFQBk9aAIXy75HQGnBScDqcUpPQY607cAcAYIoAYqESZIxT2XZHt7nk0eYq9QM00ybycgnJoAG4UY54qHkOd45NTsQCBjpximMw9OKAKsnzOAOaWZSqle2OlWM7cFVHTr1xTHUscAcelMQ2OZo1jwcZ6ipFVpiGBIGeRS+WoAOASo4FSKNqgDC5HNAyVCiJhBkjuachwME4702EgEDjmnuFY+vFIAX5pBn7o9ajUmRyEAJPAOKmZiUxGAM9aRDtOflX/AGs9KYD1jYMqFgcHt3qeQDBB9cioXYomdpb6VDvWZc4JbuKQF9iiQLIzjHp3qm0kYDbh0GcU1IxjhcemetN2KSeM565oAZJJGUCpxggnPanMrgFlcbfQ9aVkXGNo5pyoFXDHkfw9qAGLuVi2T6VIFRlJJBx600BRkdSx5qTbGEwAMY60ANUjYQFAA5PNNgG5SXyeePahSyqV2AqacAuBgDikMBtEoA4/GiIKCc+lIAhkyFy3c044A6c0CGMpdsDn0ocYlPrT1IUcDBpflB3bcmmBEwMaAY+tSD7wwSDScHBPNOb2XPagBVG0tnGDnFRuwY+XkcH1xSbsIAV4HcnOKe20KPL25Ayc84+lIZCqBnIODx9c1FK23AT7ueuKmI2HK9+4pCCQC2GpiIZQDKMc7vwqRWSMF3HA7Ug2liSM+lI7K6lNmF70AAlG5ivRhxzUfnFJASGJB4A70oEQPAZvbNP83cwjCEMOw6UwLBcMXZxjvtHJqNUEigxAxsACQw4NSKNgQDaP1ocqvIZQc5APrQBA0p8zayAtnqe4p3ySR/ICG9xSjLH50Qg9i33akiSJTyzD3FICtHCW+8cY/vDp71NGy/Krvgj8qe0J5UfN/dI71Xw2TiP5cc9zQBOiRyMxl4GeCO9RPGqzBUJ29VPY0QybI9uOpxkCnu0YO4gMV5BPancViIW7Ry7g689SKrXdmySEDc6HB3Dj8KtR3AILOBySQByKnLrJH8wzzk9uKfMxcpiSx7CpwF4HrUcxADKCMHv3rbnt9z5DHgcc9arPC5diGB9ioq0yDJERiIfhiafk7Sc/Mx+76CrsignDqMjpgYqNoGP7wKJE6k9CBVCKhyQmW7c/nTt64wWx6YqScR+XtRQDVN45FX7vB70DLIk8tskEqec1ZW9V1Axn6CswGTYeMrSLIVIwhxQI247tFx8rCpN6TLhuPqKyhKGTKgg1PHcquflOfpTAneyUEhG57Z7VVuIZQuJE/FecVZWeOT7kmD6elSLI3Rxn3FAGKYxztUmmbX6citrZG5JdQMngjvUUtmWOVOaQEl4SJEAJA3Cr0fQf7ooorE1H4G48VHKTuFFFIYZPksc8461YXmAZ9BRRQApOFUD3qCNmIJyevrRRQBayeKZNyh/GiigDPjAN4QRxVjAMH4UUUAS2yg7xgcDipgAFGABRRUgA4Zcd6iuPvCiimMiI+b8KqxnNw2efmoooETtwwAp8v+uj+goooGRSk7mGf4DTH/18C/wnt2oopiJ2HzCoSTtXk9aKKQx46v8ASkQkoMnPNFFAiSb7lNI5WiigB/aj0oooGOi/1bfWo5T8jUUU0IY/+tP0pO4oooAfMOBUCE7OpoopgSn+E1G5O2iikgHx/dxUuTnHaiigBF/1ij2NA5259aKKAHtwDing8miigBcnY3NIAPLPFFFAFSRm8xRk9qttxtxxwaKKAJR1qvMSG4PeiikMfSzdFPfNFFABGSUHPrQx+UUUUAICcHntR/Ax78UUUAEROBzTx0NFFACKTtH1pHJy1FFMBV+99BSEnzH59KKKAHZO1eaZIAGJA5xRRSAanRB7U1u9FFMGRH78PvnNJMcMQOBRRQIWPt9Kcn3ge5eiigBrEiJyCc7v60yM/vjRRTAniOZQDyN5qZuIEI64NFFJgIjMHjIJBI5NSTE/aHGewoooAqfwSfWoWOUk/wB00UUARWhJVcmrcZJuJRn+KiigCaNjg8nqadFzN9V5oorRESGzqvl/dH5VRi4x+FFFWQVbsDz39hUEbFkOST9aKKBlcEicDPFLk725oooENBJc81agJx1oopjBiRswcZNSwsQwAJ6UUUASyk5X3FKhODzRRQI//9k=" alt="Роль бульдозеров в подготовке участков для дорог" title="Роль бульдозеров в подготовке участков для дорог" /></p>
<p>Применение специальной техники, такой как бульдозеры и их аналоги, оказывает значительное влияние на проекты строительства автомобильных путей. Мощность и функциональность данных машин позволяют быстро и качественно очищать и выравнивать территории, что является ключевым этапом перед началом основных работ.</p>
<p>Одним из основных аспектов внедрения тяжелой техники является ее способность сокращать время и ресурсы, необходимые на подготовительные процедуры. Преобразование необработанных земельных участков в готовые для строительства площадки должно проходить в строгом соответствии с заранее утвержденными планами и техническими указаниями. Тракторы с отвалами могут быстро расчищать крупные объемы почвы, избавляясь от кустарника, корней и других препятствий.</p>
<p>Применяя машину с глубоким рыхлением, можно значительно улучшить характеристики почвы, упрощая последующие этапы работ. Например, облегчение проведения канализационных и других подземных работ. Однако, выбор техники должен опираться на местные условия территории, типы грунта и специфические требования проекта.</p>
<h2>Выбор типа бульдозера для разных типов местности</h2>
<p>Выбирая технику для выравнивания земельных площадей, предназначенных под строительство транспортных артерий, стоит учитывать характеристики местности.</p>
<ul>
<li>Для горной местности предпочтительны трековые бульдозеры с увеличенной мощностью и прочной рамой, который сможет справиться с крутыми склонами и устойчив к перепадам температур.</li>
<li>На болотистой местности лучше использовать бульдозеры на широких гусеницах, что помогает распределять вес машины и минимизирует её проваливание.</li>
<li>Для песчаных и пустынных зон подойдут модели с гусеницами, оснащёнными специальными лентами, предотвращающими засыпание гусениц песком.</li>
<li>В лесистой местности актуально выбирать бульдозеры с дополнительными защитными наплывами, способными защитить технику от повреждений при контакте с деревьями и крупными ветками.</li>
<li>На равнинных территориях эффективны как трековые, так и колёсные бульдозеры, обладающие хорошей маневренностью и скоростью выполнения работы.</li>
</ul>
<p>Оснащение бульдозера дополнительными опциями, такими как системы GPS для мониторинга и точной разметки, также может значительно повысить эффективность работы в зависимости от типа местности.</p>
<ul>
<li>В условиях сложной видимости, например, в густом тумане или дождливую погоду, наличие системы GPS позволит продолжать работу без потери качества.</li>
<li>Для экстенсивной работы в обширных районах техника с автоматизированными системами контроля может сократить время на выполнение задач.</li>
</ul>
<p>Таким образом, учёт особенностей территории способствует выбору оптимального оборудования, обеспечив наилучший результат без ненужной затраты ресурсов и времени.</p>
<h2>Технологии разработки грунта бульдозерами при строительстве дорог</h2>
<p>Предварительное планирование маршрута и расположения материала существенно увеличивает скорость и качество выполнения работ. Для этого специалисты обязаны провести детальное изучение местности с помощью топографических исследований. Определение оптимальных путей движения техники позволяет минимизировать время выполнения задач и расход топлива.</p>
<p>Бульдозеры могут быть оборудованы различными видами отвалов – прямыми, полусферическими или угловыми. Выбор типа отвала зависит от задачи: прямые отлично подходят для работы с легкими грунтами и мусором, полусферические обеспечивают более высокую вместимость материала и его перемещение на большие расстояния, а угловые отвалы идеальны для создания канав или банкетов.</p>
<p>Регулярное обслуживание и техническое обследование техники помогают поддерживать бульдозеры в рабочем состоянии и предотвращать возможные технические сбои во время строительства. Особое внимание уделяется состоянию гусениц и гидросистемы, поскольку они испытывают наибольшее нагрузку во время работы.</p>
<p>Применение передовых технологий в точном землеведении, например GPS и систем управления машинами, обеспечивает высокую точность изымания и укладки грунтов, повышая эффективность всего строительного процесса. Стремление к инновациям и обновлению технического парка являются ключевыми факторами в сокращении времени строительства и улучшении качества сооружаемых трасс.</p>
<h2>Особенности использования бульдозеров для снятия верхнего слоя почвы</h2>
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
UbRywjzUGN/RiRTSsNj3t2lhH7ssI+h7j2+lMhVDHmZdmT1zViS5ktrZFKqG2DgHj8aqtIhIaTPI5I6E1LuS0dQX3AYOD7VMjP5eSPz71WkCQtuJXpySap3WtQ22VU727LQkbsuz2dtcofOhQ/XisS7sbK1k3Q3zREdRVW41S9vMrCrKvooyaq/Y5WbM4kXPfGatLuS2X5NXmjh2pdBz0Hy8/nRAyXsQF1Ky5+8QOTVP+znJ/dSI/qOlPiivYj+7QqPbnNNiTNy3jsrdkWMoin+Ink1cdzt+Qggd81yckb5AIIx2J5qzbGRo5NsrOVGQg6H2qXEpM3JrlAFEkKFv4vasae4zdnYMDrgdBVeeadoys25E7+tR2sjHcuMqBzmmkJsuf2l5UeVVd579qY2qO0a7wsmTyvSqkTJuQbQR3BontTEFYsDuPC+gp2QrmrDeIy+ZuVVPAX0qVbuCeIALgg544rHHltF5any27g9DSQsYZ8MODwaTiHMbkkCP+9Kgyd/cVUlSF22NbFdxwSO3vVlHVcxlgVI9eaVV8k5QuhPcjIxUj3KyWtpGQyk5I6P65ouo1WUlMIrHoO1WLhFmKA5woPHrVO4ikWIknd7GluTYlR2JwJDGuOtRSeajnYVZyMgrUKuEZY+Mnk80gEnnnDheOGppCuSrDLJECc47nrSOfLjKktz6etPKyJzvCO4/hPB96cJBMoDr83r3pCuQmTEqux2KQBxUmHGQG+Y9GFU5MPIwAJA7Z6GpluGhiUxsN38QI7U2DLDRqZELtj37VUuVzIxD5bPOO1SNKJo22Env0qtKMyqYwRu7GheYiR1JZUOCSMgVKXH2f8Ae529CveopkiidDuO/vTZ33xbjw2ckelMCMiNQzKcr0qWFw0e7JDKefcVCqGSIH0J6+lORWaIeUMkdR7UwHeYP3a8N8xJq5DcpLJI0i4YAKBVW3hkjYOwAwepqV2XzNwT5wc89DSaGXriMqqytKY5ONq5yR71Gk0jO+T5gPf3qqTDK5JWVJAOSDuBqNJXVFjU8g4AA5NLlEaKSPEyzRA7h95fT3pkVyHuDvUgE/Umo8XCuMR7W9eufrUaXKrLkx5OeSf4TU8oi9mJ2z82VOMnvSTRBgdj/iKBIjmPPIH4Cmgo7NskUNnkDnioswDeFSTGP7pPtVRyVwFJYZ6ir6rDMAckHJz7gVDcxr5aPEpMbHjb/WhARRDzpSsbsrAZ/GqV1BJE7ZO4A/e9a1o1FsfNVPMdzg45xUGrptRZkB2tw3oauMveGUbUMFlRRgyJUf3FAyDzU1sokjLt97IxikmgfJjGcA5+laXAfbtbCObzIssuNh6Zp6Qm4ULDtVjztY9arzSYi8tTnaMsfU1JIHkW3kXhDgHFAy20v2e2GYkeYMR844AHeq39q3Ekh88BjjGBwB+FW/s5e2dpWYIG6kfd+hqlNGkN0HlXejDcCO9K4MtYhnkUp8jFfmA9aQJJGG3EhXHSpDLCGRoogoYYPrU/lO0e+UhIhwu7qfpUO9yShDDMkhOd34VajZtzGVBFuHUfzoF3ltqL5ajgjHP1pWuN8ZEvyqOmRSbASMukaQOGOex/nUkio8Ma53EHH+7UMt0xbaeMKArEc4qS2bzCw2/KB8xx2qXcCt5SqVtzEZCTuzjgVY8iSB1zGojZdw2jqal+0QwEbiW7Ljse2acz7hKLp2ErkBAOhPr9Kq90OxWt/wB7qtskpJjVsn0GO5p7uzTXCsfvk7eajQ/v8gbJF4JPQimYIuTgjcTn60dBBbW0kLMhO1Dzn0qO7zIGVXVtvIA7VoLBHNFcGZ9pTATHrVSCAB2B5BH3fWi4yCBWcPDKSocAg+hqJosMjZ4DYxVuS3miwjqVWTlB1P1pt3IDN5WMEDlscn6Vd7gUxE7Fo1OSTnav86IUWOVvMfO3gkc4qy8oH+iwR7c/ex1P40xY4FjaQEO5JAGcbfrVAWo3Wc+VH+5AXcpPQ/U1RuZPMcmRjIWOWPrUlwZWh3cj+E4P+eKpo4Q5bJx0HrTSGDuW4IJx09qdMB5MXy7Sckn1qORndsyH8KSRy5AySFGB9KoQiEgtj0oO7Znp/WnhR5TMp9qi46ZoAe5BChBtwMfU1ZvACkMsjb5JFB46AVVClsfX8qWQEFVPOOAQc0AWLYGSdAeTnPHoKt2NubppGzt3k8kcZqpahi2Efa3t6VZuZ4rXCIC7DkjPArN7gRTeZu2mNSo4UmkuYgsSMqqCwydhzj61J5sc6BmXEx65GVqKUiFcHaQeQUpoCOC8kgcMjEn0PSppdSkmdcgBV52iqo2HBc5HovWmsqfwuNvXn+VDgmBoHUU2gKG2deeoNRTZfAU5PUbeh/8Ar1ViGWBPI7+1Ti6PmkKOvA46e9CilsBJATcGQtyQvJ71bknVbD7KEw55dwMlRVKIsLjdCdrNwQe9Tm3lMjbmCsy/dzj86T3AfaGPkh3V0xt46irvnSzPvVQSowRjrWcqmCFsuVnHQZyGp0FxIsfmQt+8YENWco3EaLyGBNqnecZY/wBKnCxxafDKoBBJPB5NZsKu0IkDhw/3hnHNWrY7dJmWTICygjPb1xU8vcEMgmjubnMiExjqnTFMms0DbVfevXOMMPanbds8fACEY3GpElt3YB2JI6uRx9KNVsMoxJI1xLGCwyfxPvTtXLW4jjRgI8cBT19zVuRpBueHCydBWLOJWD715Q8j0rWLuUViQc44qws+Fyxy4GFHUVFFEZFZgfuDP1qxHAFh891zuOFHf61o2hXDcsqiI5D9QT39qkLRLbeXOC0iv09BUMkZxnaQ+STk9BUzt9oUFoiCOOBUsVy2jM19IGYke5rMm5vnz/eoooias7DS0RLRSqgZHYVNNyR9aKKl7jKeoxoICQig/Ssm2J3qM8ZoopgJOqnU8FRjHpVq1ULN8oA+lFFACXYD2Y3Dd85681lXQAaHAxkc0UU0JlfpLx/fFWL3/j5b/dooqupJTl4dqvqAbKInruoopsRdQDcp7nHNXrtmFv1PX1oorFlogQkgknnFVZmJhYkk0UUkJmaP8KtQc25P1ooq2Zsjtz87j0xirCn/AEmb/dNFFQwIpQNu7AyV61VU5lYHniiitFsUSRnGmSEcHzRzU0QzbIT13HmiikyCtMT5inNTQgG8cEZG2iihDQyTi04/vGprPjfjtHxRRTAqWxJvkBJPzVJFzfvn++aKKAFh/wBZJ+NXNP4MxHBEXBoooAa3Gow+6g1BfM32zGTjJ70UUhDbc5aPPqafESHfB70UVLA0Y+ISR1yKjnZhE4BI5oorPqMduK6fEVJBz1FVdRJ+wQ8/xmiiqjuBDDx5OOOasX5IeXHHyiiiq6iM4/dl+gq/ET9njGeMCiir6DLMRJaZSSV8scdqWUA6Y5IGQRj2ooqOow0wZaPPPz1NqRP9pOMngce1FFJiZn6hwqH1zU8vK8/3BRRUsRWJJuTnsBVtCf3QzwTyPWiim9gQ2YDdIParH3rYbucEdaKKBozrknzOv8NXUA+x5wMjHNFFAh0fMEee4fNQ25PmLz/CKKKhjLVwS13Hk5xHxmiVQ0ExYAlSMZ7UUVpAZnXvyxOV4O/qPpWfH9w/WiitFsBKSdg5P3Kit+ZeeaKKpAxb4k3LZNVz90UUU0IsRgbB9DUEf3/xFFFMCzISskuDj6VCfurRRSAsad/x9D61Hc/8fb/79FFLqMsXhKxJjjI7VTckwxZJ70UUkJkYJp8X+sWiiqA1JVUR8ADK+lZUZ+ZfrRRUoCeIkSLg9JB/OtLxCcaoMcfIv8qKKUgKjcqx91pbH/j7Qdt5/lRRS6CG7isxCkgb+1a1wx/s255P+s/pRRULcCjasxeLJJ+Qd6sWX/LYds9KKKkaGOT5Vs2edxGas3AGTwOY6KKFuMy7ADZ/wI/yqxc/cgHbaaKKuW4mV7D5pyG5471adiJiASOKKKGI/9k=" alt="Особенности использования бульдозеров для снятия верхнего слоя почвы"></p>
<p>Одним из основных аспектов работы является правильный выбор оборудования в зависимости от характеристик почвы. Для более твердых почв подойдут тяжелые модели с усиленной рамой и мощным двигателем, в то время как для мягких и пушистых типов почвы более пригодны бульдозеры с шириными гусеницами, обеспечивающими большую площадь соприкосновения с почвой и уменьшающими риск застревания.</p>
<table>
<tr>
<th>Тип почвы</th>
<th>Рекомендуемая модель</th>
<th>Особенности модели</th>
</tr>
<tr>
<td>Твердая, глинистая</td>
<td>Модель X</td>
<td>Усиленная рама, мощный двигатель</td>
</tr>
<tr>
<td>Мягкая, пушистая</td>
<td>Модель Y</td>
<td>Шириные гусеницы для лучшего распределения веса</td>
</tr>
</table>
<p>Также важно контролировать глубину среза. Оптимальная глубина снятия верхнего слоя должна соответствовать необходимым проектным условиям и может колебаться от 20 до 50 сантиметров. Необходимо регулярно проверять рабочую зону на предмет равномерности удаления почвенного слоя. Неправильная глубина работы может привести к неравномерной основе для будущего покрытия, что повлечет за собой дополнительные затраты на выравнивание.</p>
<p>Профессионалы следят за точностью работы оборудования, тем самым обеспечивая эффективное и аккуратное выполнение задачи. Регулярное техническое обслуживание бульдозеров помогает поддерживать их в оптимальном рабочем состоянии и предотвращает возможные поломки в критические моменты работы.</p>
<p>Соблюдение этих принципов и рекомендаций способствует качественной подготовке территории к строительству и минимизации времени и ресурсов, необходимых на данном этапе.</p>
<h2>Методы укрепления основания будущей дороги с помощью бульдозеров</h2>
<p>Для уплотнения основания используют специальные приемы, такие как многократное прохождение по определённой траектории, что гарантирует равномерное распределение давления по поверхности. Это повышает плотность грунта, пригодность его для дальнейшего использования в строительстве.</p>
<p>Речь также идёт о создании дренажной системы с помощью данной техники, что избавляет покрытие от лишней влаги, тем самым, увеличивая его устойчивость к разрушению и продлевая срок службы конструкции.</p>
<p>После формирования основания и дренажной системы, проводится эшелонирование – добавление слоёв различных смесей (гравий, песок), что также выполняется с учётом спецификаций проекта и с использованием такой тяжёлой техники для распределения и уплотнения слоёв.</p>
<p>Использование указанного оборудования для укладки геосинтетических материалов (геотекстиль, георешётки) повышает устойчивость основания к деформациям и предотвращает перемешивание устойчивых и неустойчивых слоев основания. Укладка этих материалов требует точности и аккуратности, для чего машины адаптированы специальными приспособлениями.</p>
<p>Таким образом, использование вышеописанной техники обеспечивает надёжное и долговечное основание, пригодное для последующего нанесения асфальтобетонных покрытий и обеспечивает его устойчивость и долговечность в будущем.</p>
<h2>Роль бульдозеров в создании дренажных систем на дорожных объектах</h2>
<p>Создание траншей для укладки дренажных труб также потребует вмешательства данной техники. Дело в том, что для обеспечения правильного уклона траншеи, который необходим для эффективного отвода воды, используют специальные насадки на бульдозерах. Такое оборудование позволяет точно соблюдать глубину и уклон на всем протяжении канала.</p>
<p>После укладки дренажных систем подходящая техника способствует засыпке траншей, оптимизируя процесс распределения и утрамбовки засыпочного материала. Это требуется для предотвращения образования пустот и сохранения стабильности грунта вокруг труб.</p>
<p>Таким образом, использование подходящих машинопроходилей значительно повышает эффективность и скорость сооружения дренажных систем на автодорожных объектах, сокращая общий срок строительства и повышая его качество.</p>
<h2>Использование бульдозеров для финальной планировки участка перед асфальтированием</h2>
<p><img decoding="async" 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" alt="Использование бульдозеров для финальной планировки участка перед асфальтированием"></p>
<p>На завершающем этапе выравнивания территории перед укладкой асфальта оптимальное использование техники помогает достичь идеально ровной поверхности. Техника должна быть оснащена рыхлителями и отвалами, которые позволяют точно настраивать уровень и плотность почвы.</p>
<p>Первоначально следует удалить все крупные камни и мусор, чтобы избежать будущих повреждений покрытия. Эта операция чаще всего производится с помощью задней части отвала, который эффективно сглаживает неровности. Далее, для придания необходимого уклона и улучшения дренажа поверхности, из широкого спектра насадок выбирают те, что способствуют наилучшему распределению грунта.</p>
<p>Повышенное внимание уделяется контролю за плотностью основания. Идеальная плотность грунта гарантирует, что дорожное покрытие будет долговечным и устойчивым к нагрузкам. Достижения этого заключаются в использовании техники для аккуратного и методического уплотнения почвы.</p>
<p>На конечном этапе перед асфальтированием необходимо убедиться, что все участки территории абсолютно ровные и готовы к укладке асфальта. Это включает проверку на наличие мелких неровностей или уплотнений, которые могут повлиять на качество и долговечность дорожного покрытия. Последнее выравнивание и окончательная диагностика состояния поверхности осуществляются для обеспечения качественного и надежного асфальтоукладывания.</p>
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			</item>
		<item>
		<title>Как технологии GPS помогают в управлении дорожной техникой</title>
		<link>https://aktaustroi.kz/kak-texnologii-gps-pomogayut-v-upravlenii-dorozhnoj-texnikoj/</link>
					<comments>https://aktaustroi.kz/kak-texnologii-gps-pomogayut-v-upravlenii-dorozhnoj-texnikoj/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:16:10 +0000</pubDate>
				<category><![CDATA[Техника для дорожного строительства]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-texnologii-gps-pomogayut-v-upravlenii-dorozhnoj-texnikoj/</guid>

					<description><![CDATA[Применение навигационных систем в координировании строительной техники обеспечивает точное позиционирование машин на строительных площадках и дорогах. Это позволяет операторам устанавливать и поддерживать определенные маршруты, минимизируя задержки и повышая общую производительность проекта. Использование данных систем напрямую влияет на сокращение времени, необходимого для завершения задач, и уменьшает количество возможных ошибок. Точные координаты, получаемые благодаря спутниковым навигациям, способствуют[...]]]></description>
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" alt="Как технологии GPS помогают в управлении дорожной техникой" title="Как технологии GPS помогают в управлении дорожной техникой" /></p>
<p>Применение навигационных систем в координировании строительной техники обеспечивает <strong>точное позиционирование</strong> машин на строительных площадках и дорогах. Это позволяет операторам устанавливать и поддерживать определенные маршруты, минимизируя задержки и повышая общую производительность проекта. Использование данных систем напрямую влияет на сокращение времени, необходимого для завершения задач, и уменьшает количество возможных ошибок.</p>
<p>Точные координаты, получаемые благодаря спутниковым навигациям, <em>способствуют быстрой корректировке маршрутов</em> в режиме реального времени, что особенно актуально при внезапных изменениях на дорожном полотне или в условиях плохой видимости. Это повышает безопасность труда, поскольку операторы получают информацию о местоположении других машин на поле работы, предотвращая столкновения и аварии.</p>
<p>Внедрение навигационных систем также эффективно для <strong>оптимизации расхода топлива</strong>, так как позволяет планировать более короткие или экономичные маршруты. Экономия топлива прямо влияет на сокращение общих затрат на проекты, делая применение технологии не только экологически, но и экономически оправданным. Следование оптимальному маршруту снижает также износ техники, продлевая срок её службы и снижая затраты на ремонт и техническое обслуживание.</p>
<p>Обобщая, применение навигационной поддержки в работе строительной техники в значительной мере повышает <em>точность</em>, <em>эффективность</em> и <em>безопасность</em> проводимых мероприятий на дорогах. Это не только финансово выгодно, но и способствует соблюдению графиков реализации проектов, улучшая общие результаты работ.</p>
<h2>Применение GPS для мониторинга местоположения дорожной техники</h2>
<p>Системы спутниковой навигации становятся незаменимым инструментом для контроля рабочих машин на дорогах. Они обеспечивают руководителям проектов и командам точные данные о расположении оборудования в реальном времени, что улучшает координацию и планирование работ.</p>
<p>Использование спутникового слежения в рамках комплексных систем управления позволяет оперативно реагировать на изменения в графике работ, а также своевременно решать вопросы, связанные с техническим обслуживанием и заправкой техники. Это значительно снижает время простоя и повышает общую производительность на объектах.</p>
<p>Благодаря точным GPS-данным, также возможно оптимизировать маршруты движения машин, что снижает расход топлива и износ оборудования. Менеджеры могут определять самые эффективные пути проезда для каждой машины, исходя из текущих рабочих задач и состояния дорог.</p>
<p>Функция геозон позволяет установить виртуальные границы на карте, что уведомляет менеджеров, если машина покидает заданный район. Это полезно для предотвращения несанкционированного использования техники и улучшения безопасности на рабочих зонах.</p>
<p>В целом, спутниковый мониторинг становится неотъемлемой частью систем управления дорожными работами, обеспечивая эффективное и безопасное использование транспортных и механических средств на строительстве и ремонте дорог.</p>
<h2>Оптимизация маршрутов для дорожной техники с помощью GPS</h2>
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h8v8AC3rW/mmuiyKVdQynsauE+UzqU1NHOUVsPpluxyN6/Q0x7W3tSjeVJKS2PXFb+1T2Ob2MluQadaNJIJnGEXkZ7mtik6cUZrnlLmdzqhBQVkLTT25xS5pM89KksdRSZozQAtFJmjNAC0UmajkuIojiSRVPoTRuJu25U1O1aUCWMZZRgj1FZJ4PNbU1xBcbYPmdZOCU7VOIItqgxq20YBYZNbRnyqzOeVJTldMxLa2e5cKoO3u3YVvKoVQo6AYFAAAwAAPalzUTnzGtOmoGJ4hO2az+6Mkjc3b5lqLTFMestGwGUaQZA9lP5VL4iLLJaMAn3iNzfw5K1BpKNHrLxuFyjPyoOOQp4yelSaHR0UmaM0gFopM0ZoAWikzRmgBayr+xYOZYVyDyyjtWpmjNVGTi7oicFNWZzVFdDJBFIcvGrH1IpEghjOUiUH1xW3tl2Of6u+5n2NgzOJZlwo5CnvVxjNbrNKxabJ+RAOgqzmjNZObb1N401FWQ1ZFLBCQHIztzyKfULQqXaRQBKV276jR5YTDC4aUsDuk7CptfYq7W5armvHv/ACAUHrcJ/WuiSRJASjBgDg49awPGsRuNNtYQwUyXSDJ7cGkUcfCAY2++3ymm6KF3XOX2fMO2c8VqHR547WWQ3SkKhOBn0qx4WsraXTGmeLMjysGOT26UwMjWdv2MYl3nd0xjsa6nTBt0u0Ax/qV/5ZE9qyvF9vDb6bEYkKkuc85/hNbOngjTrUYf/Up/H7UAYvi4506IZ6yj/lmR2NT+H1H9h2pOOVP/AKEah8Wqz2tpEA48y4C5Jz2p4SPSdPigeGOXy1xv2jLe5oAnmCbyTjA965aMcNj+8avz6pbjBNrHhhkfKKzoCDGeMc0ASYrqvA/+svPon9a5aup8D/6y8+if1oEddWR4qh8/w7eLjJVN4/A5rWzUN3F9otJoT/y0Rl/MUhnlFi2J/wAjXRv4JtI0Eh1NgvHWDPUZ9a5m1+S4UHg52mvT9Mlmm060eNo9nlgNuBzkcVSbQmrnMt8Pt3K6iBn/AKY4/rXZxxMtskTuSwQKWXgk460qFtvz43f7PSnZpNt7gkkRsqbBE7scYOc88GoyCrElieec1YyPWoZPvEVLKQA/WlyQeKqefMt4sQhDxlcs4OCv1FWs1IDieKT5T1AP1FAozlvwpgNMUZ4MaNn1UUw2dq3LWsDZ/wCmY/wqbIozxTuBTutLs5rOaNbSAM8bKCsYBzg0nh6fz9GtXJ+bywD9Rwf5VeHBrI8OnyTd2v8AzwuZFH0J3D+dNCNyikzRmgBaKTNGaAM3XNZh0ez82TDStxHH/eP+Feb3t9dapdGa6cux6Dso9AK6XxFolzqGqSzfa1PQIjZwo9KxH0i+swTJASo/iT5hU3RaiyvEgQZJqQyDpULORw1MDj1oGW0bJyDV+zuDHIu41kq49cVZjl7NyPUUCPQ9LvPtMIDHLDv61erjNCvTBOoLZQnGa7ASIzFQ6kjqAeaaJY+ikzRmmIWikzRQAlFJmjNAC0UmaM0ALRSZozQAtFJmjNAC0UmaM0ALRSZozQAtFJmjNAAfbigHPFGaQ8j0oAdRTQ2TilzQAtMlDtEwjcI5HDEdKdmjNAEdu4eIYlEhXhmHc1LVeDKSyRrAI4hyGH8RqfNN7ijsLSZ+brRmkB5PFIY6ikzRmgBaKTNGaAK1/cG3gyv32OB7Vj+XIx3FHJbnODzWjq6kxRuOinB/Gq32xCcmM5P3uRyPT6V0U9I6HJV1lZsrr5kbblDKy85A6Vt2k/2i3Vz97ofrWU95ujZfLxuXbnPbt/Wr2lKVtMn+JiRSqaq7HR0lZMvUUmaM1gdRi+IiwezZQv3iNzH7uSvNQ6SrRa1LEwX5WfBAPcKfyqXxGSGs2VVOHPzMfu8rzUOko0Wtyxtg7S+CBjqFP5UAdFRSZozQAtFJmjNAC0UmaM0ALRSZozQAtFJmjNAC0UmaM0ALRmkzRmgCB7crGEtmEPz7mwOtZPiw/wCj2Hr9rXA9eDW7muY8dvs0+yP/AE9A/oad7iSS2I55Cun3BZSP3Tdvao/CqSLow+5/rXPU1gi9cxXC73ClWAJfhht9K1vDM7ppCAbSDI5wQfWgYnjUv/Z0CsoB3nGGz/Ca6C0SMWNuCiYESdh6CuW8YXBeztzwGDNyD7VsRJbvaRq0SY2L0GO1ICp4iktDdacnmQqFn3sQw4AB61BrFzHcR/uJFkH+yQah8RyLZ28L26Rgu5DZXORj3qK0s7a5sbe5lWMSOuSowAfwpgYt9KisEJ+ZVGQPpU1t/qvx/oK1Z7WFFcLCmMEfIRWVBgQjFAEua6rwR/rLz6J/WuTzXVeBj+8vP91P60AddRmkzRmkB5RqcX2TWbqPp5c7Y+mc13vhd1m0kKRkxSEfnz/WuQ8ZQ+T4inIGBKqv+mP6VteE5DNZ3UAJyVWRcdcj/IpgdcihFCqMAdBQVUrtIGPSqMMVytyshXCAnKFvUdvxq9mkAnlptK7Rhuo9ajlXDDHHGKlzUU3AyTxnikwRnyGWPVY3YKUdCqkcHpkg+vTNXA2Vyf1qK4iFxEwDFWwdjr1U+tJaO7WcfnJskC7WHuODUGj1VyzuBxg8HvS8CmA8YpevXkCmSPHXilzTAfbFKPemIeDxWPbHyPE17H2mSOYf+gn+VavesjUv3PiDT5u0sbwn6jDCmgN6img5APrS5piFopM0ZoAxL3d/aEo+hFIkgOV3rnuN1M8QW081wFiDqJEwJFPcdR7cVjadbXkLtDLcyRsrfKqqNu3+prFrU3T0Reu9ItrokuuG9RWDqWjC1b92xI7ZrrVUonLFj6moJ1SUYYZpXsO1zD0KzSKMzyopdmx8ybsL7D1p+t2sULRTwqAJCQwUbQfQ47GtlEQBFAAC8+lVtRZbtSg+ZQevvTUtbicdLGNE3l/MDwwwa09OldDvU/Mpzmsggo5X0NXbaYA4xgVsYnaWdz9ph3HAYcHFWKz9HH+hb8YLH86v5oELQKTNKvWgBpopDSUAOoptFADqKbRQA6im0UAOoptBIHU0AOopm4noPzowe7flQA+imY9z+dGPRjQA+imZI9DQGB+vpQA4jNAPrxSUEA9aAHUUzPrxS0AQXJSOSOeWZkVTjaOjGrOc1HKCY22qrMBkBumaSEyGJTKFD9wvSn0JWjJaav1zRmgdPSkUOoptBIAyTgUAOoqs99bIcGUE+3NNGoWp/wCWmPqKrlfYnnj3LMiq8bKy7lI5HrWQthJMm+IFQT92TgirN7f2ixgG/jhbOQc5zUD+I9MTgTtIf9mMmnGTjsTKCm9SSHS23ZnYY/ur3rSACgADAHAFYcnii0Tpb3B9MqF/nUDeLIz9y0b/AIFIB/SlKTluOMIx2Okorlx4ouZDtgskdvQMx/pUqanrs3+r0+JR/tZ/xqSyx4jLK1myqpIc8k/d5XmodJVo9amibBCliGxjOQp+mKq6gdWkaBryOFdpJTb2PHNFnaaj/aEirdRxS73yyoDg4UkfqKYHV0VjjTdSb/WazL/wFAKUaNKf9Zqt43/AsUgNfB9KCcdeKyhodufv3F2/1mNL/YOnfxQs5/2pGP8AWgDRaaJfvSoPqwqJr60T711CP+2gquujaavSzi/EZqZbCyT7trCP+ACgBjavpy9b2D8GzTf7a08/duN/+6jH+lWlhhX7sUY+iin8DpQBT/ta3P3Y7lvpA1H9pFvuWF43/bMD+Zq7n3pM0AVReXLfd06b/gTqP60faL4nixUf704/oKtUUAVg+oH/AJY2yfWRj/Slxfn/AJaWq/RGP9asUUAQCK8P3rqMf7sP+Jrm/GySpa2Akn8zdcY5UKB8prq65Tx+2LXT8f8APcn/AMdoA5aYAQznA4yBitHQpHGmJtzw7dPrWPJITbygj73Na2g5GmRn/bbrx3pgV/EsrPbwq2fvHr9K2Y5dsKLvGQoHII7Vh+JjmKAe7d89q0leRY15YAqOtAFHxLMXggUkffJ4NJYajLFpUI2oQvygHPPNV9ecssOQByegx6VXt2xpsf1/rQBo3GpKUJeD7390iqMJIjUDGBnNRTk7F+tSQ/6ofU0ASZrq/Av+svf91P61yddV4F/1l7/up/WgDsKKbRSA4n4gQ7buznx96NkP4HP9ai8GXBTUETrvRkx69x/KtXx7Dv0iGbHMU2PwI/8ArCuX8PXHkalbvnAWUfkeKYHoUVzcM6ZtGUE4Y+gq4SShIHOOARUbFwSNueaeAe+KQEAe6zxGPvdxj5eP161NMx8okDpSbWx94f8AfNBT5GG7OR6YoAhUhlyKYDskZWJw5yuegPp/WnJwMdSOtBAZcNyO4NQUKCC7AMMjt6UquDxnk1UtXVmZV5UE7HHp6VaYhVZs4xyfSm1YS1JM0uaiDhgGVgy9iOlKvPfOPTpSAkrH8RkpFaXP/PC5Q59jwf51rZ7VQ16Lz9EvUHLCMuv1HP8ASmgNOE5iX8qkqjpU4uLCKQH7yhvzFXKoQ6im0UAV7uQblTI45NZMk0QuDlgSOM1rXNja3hBuIt+BjqR/KsBbdolktfsb7YyfndgoPoaykmawaLTzq5wppoHGc1VjVo0AZdrfXPFOefYuW4qDQWdhja3Ip0calBgVR88zS8dK0YT8ooArG2gWdHnj3xg5Yeophksrm7Bt7TyYk4PP3vwq9KyJEzP90DJrJWTMhOMZPStYMymjrLC4jkgVEAXZwBVuuctHKlWBxitaKZ5OWNWZl2lXrUS1InWgBpPP4UmaD1/CkoAXNGaSigBc0ZpKKAFzRmkoJwKAAtj3PpQB3PJpAO56/wAqWgBc0ZpKKAFzRmkooAXNBweopKKAAHHB59DS5pDyMUg4OPyoAccGkzjrRR1oAXNVoPKhuZIU8wu3zknkVPnHU1HN5oZDGyKgPz7vSqXYmXclJ4oHSkJ445pakoGYhSQMkDp61lBLq+bLkqg9eAK1abKX8tvKxvx8uemauMrETjzbmNqGl3YjU2U0fH3g/GfoaxpI9UiPzwF8f3Ru/lXSCwMg8y9mZj3AOAKBYWUnEMmG9VfJq7+Zly/3UcyLgN8lzC0ef7ynFMubdURGhXYFyWdSS3NdR501lIsd0fNgbgORkj60ajZo0fnRovH3gBwR6099JfeL4dY/NHFsqnLCZW+uQajrs7PT9OuoMvZxb14bAxn3qR9A0xv+Xbb/ALrkVk9HY3Turo5rTdXurCLZHBHLFnOGU5/MVqx+LFA/fWEi/wC42f51abwzpx6ecv0eom8L2/8ABdXC/iDSKK17remagiiX7RCyng7M4556H2qzbavo0UvmC5cNg/eQ9/wqGTwoW+7fMfTcmf61Wk8KXQ/1dxC/1BFAG6uu6W3S9iH1yKlXVtPb7t7Af+BiuSl8PalH/wAsA4/2GBqnPbT2/wDx8WRTHcoR+tAHfJe2sn3LmFvo4qUOjfdZT9DXmv7k/wDLEfg1NYID8ilR9aAPTufSkrzRZpk+5NKv0c1bhu9SwDDfSZ/u+dz+RoA9AzRmuGOsa1b/AH55B/vxgj88VJH4p1JfvCCT6pj+RoA7XNGa5SPxfKP9dZIf9xyP51bi8W2Tf62CeP6ANQB0GaM1mQa/pc5wt2iH0kBX+daEcscq7opFceqnNIB+aM0lFAC5rF8TaNLrNtAsEio8LlgG6HIxWzRQB5nf6FqdpG/mWrFcfeT5hT9KnjgtEikYo4zkZx3r0nNVLvTLK8H+kW0bn+9jB/MUwPOPETl0hwdy5PPvgVqo4CAB3Xj6itW/8FWlwAbed4sfwt8w/wAazrnQ9XtB/qUuUHeM80AYmvsSsAJU8nkDHpVaM40+Ie/9afq5kLRLJE8bKSCHGKiVtlnEp4weaAEnb5VzjrU8H+pX8arz4Kpg556VZg/1C0AOrqvA2PMvf91P5muULgEDua6rwN/rL3/dT+ZoA67NGaSikBleKYfP8O3gxkoocfgQa85tX2SEj0zXq13ELiznhI/1kbL+YryWHKyAHr0NMD1y3lE1tFKOjoG/MUXE8dtA80x2xoMk1z+lQXl/pVrJBftAiJ5ZQZ6gnmpb/TriHSLrfdPcEqpw2ex5PWobavobwpwk1eW9i7p+t2uoTGJA8cnUK/8AF9K0q8/sn8u7hcMQyuCPzrqdVe5S5UQ+cVZeiZwDTopzWrFj4xw8rQTL5GCRTWxjpUNs8ht4zKjK23nd1qXOcY9aTVnYyi7pMzWjltZVZFZhnKgd/b61oLMjwhyDh+NpHP0xTieemaasSrK0v8bDBpuV9wStsQ2EbxQMJo1jfccqpyMdv0q2MDpwPamGlXgYFSMeOtI6CRGQ9GBU/jSZ5yT0pfxx9KAMvwpJ/wAStIm+9EWjP/ATitzNc9op8jWNStugE+8D2YZroKskXNGaSigBc1naxBJJCkkWMxtlge4rQpsqCWJo2zhhg4oauhp2dznrhljQO5GawNQ1IY3c7M43ds+ma6k6BbjdLe3E1wiAts+6MD1x1rz7VtUfVrncsaw20fywQrwFH+J71modzR1OxtabcpJ8xYVuxyAAV57ayywTDy85z0FdNDqEyWckrRkiMfhntSlGxUZXL+o3O8iBDnHLf4VXQ7eerdBWNDeT+YxyHycndV+K8DcNHz7GtErIybuzcgYhVya17c8Cuft5xIFAUjmt21OVBpkmgp4qVDzUCHipk60AMPX8BRSE8/hRmgBaKTNGaAFopM0ZoAWm9W9hS5wKap+X689KAH1j3fifTLO4aGWSQspwSqZHHB5rXB5FeT6kpbVLsAZ/fP0/3jQB3f8AwmOj/wDPSb/v0aor40ibU9vlSfYumQmW/wB78+1cT5b5+6as6eD9owoJJGAB3oA73/hLdK/vXH/fg1n/APCZp/am3yZPsfT7nz/7359qymVowTJbeWP9qqDIEumkaRQNu3v1pgdn/wAJbpXrcf8Afk1JbeJ9MubhYY3lDEgZeMgDPAzXFbk/vj8jUFzGsi5R1DjvzQB6qcjrSMMj3HSuN8Oa/a6Zpht72WaSTzCwIBbAOO5rptM1S21WBprVmKo21gy4INIC4DkZFLTQeSP60FgASSAB1J7UAOqK5WJoGFwQI+5Y4FY1/wCI0VvK05BO5OPMIOzPt3b+VUDpN3qL+bqVw/8Aunkj6DoKYnrodKt3bBAFmj2jgfNThdQnpIp+jCuF1yO0s7iOzt48lV3ysxyTnoKoPttbl4ZYo9ysFYEdKBnpfnL70ecnqa4WC1E+p3trZylPJ5jyx+bHbNEd3JPG9pHcXMMgXdLMZPliQH5if6Y70AdpNLauwErqxX+HOf0pxht5k+6o9CowRXHQX0+pStbWM5sYET5Aq/PJ7k9vpWbb3MovnivL+6iABwwkJwfSi7FZM9BVGnt5YJ+Sp27sdfQ0tgsgtBHOpBXK89xXHjW7/TlWWC8F9bg4YSryPx6iup0rV7fVId0XySAZaNuo9/ce9O+liVHW4tjbywXEm4YjxgHPX0q/SZozQ3d3HGKirIWikzRmpKFopM0ZoAWjqMHkUmaOfSgCjd6PYXYPmW6qx/jT5TXJ6zpT6XOo3+ZFJ9xsYP0PvXX3Wp2VoD51wgI/hByfyFcnrmrnVJUWNCkEeSuepPqaYGXR1oooEOWR0BCSOoPUBiBTeM85x7UUZoAuyWAa0N1Zy+fCv+sBG14z7j09xVKrn9mulgbyeRYFP+rRgd0n0FUs0ABFCFom3Rs0beqEj+VGaSgDTtfEOp22B54mUfwyjP69a3tP8U2lyyx3Sm1kPAJOUP49vxrjqQgEYNAHp2felrn/AAhcTSafLFISyQvtjJ7DHSt/NAxaKTNGaQC0UmaM0ARzwQ3C7Z4kkHo6g1i3nhHTLkExq8DH+6cj8jW9mjNAHBXngi8iBa1kjnXrjO01HaeGtWkjVDbeWB1MjAV6DmjNMDkrfwbKcG5u0X2jXJ/M1s6Lptppz3CWryu/AkZ/b0rUzUU8bSptSQxnIJK96EJ36E1FQxTiV5FCsNhxkjrUuaNgTuKDzXlOqRfZdXuov7kzY+ma9VzXnPjGHyvEMxA4lVX/AEx/SgZ0ngmffp08P/POXP4Ef/WroiAQQRkHqDXFeBrjbfXEJP8ArIww/A//AF67PcCSARn9aQGbFoVjDeLcKW+9uWMt8ua1FYMMq2R7VDiOFUHQLnbgU8fIp2gnvj1pJJbFzqTnZydxs3
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" alt="Оптимизация маршрутов для дорожной техники с помощью GPS"></p>
<p>Оптимизация маршрутов с использованием глобальных позиционирования позволяет значительно уменьшить время в пути и расходы на топливо. Применение этой системы в планировании делает маршруты более эффективными за счет непрерывного анализа состояния дорожных покрытий и актуального трафика. Современные системы способны автоматичекски перенастраивать пути следования исходя из возникающих на дорогах препятствий или изменений в режимах работы дорожных сигналов.</p>
<p>Благодаря точным данным о местоположении, определение наиболее подходящего времени для отправления становится проще. Это позволяет сводить к минимуму задержки, вызванные плотным движением или условиями на дорогах. Также использование этой информации помогает предотвратить необходимость в незапланированных остановках, что увеличивает общую продуктивность работы.</p>
<p>Для более точной работы системы рекомендуется регулярное обновление программного обеспечения и картографических данных, чтобы алгоритмы могли эффективно реагировать на изменения дорожной инфраструктуры. Также полезно проводить анализ производительности маршрутов по завершении задания для выявления возможных улучшений и оптимизации будущей работы.</p>
<h2>Использование GPS для расчета времени выполнения работ</h2>
<p>Системы спутниковой навигации позволяют анализировать и оптимизировать время, необходимое для выполнения дорожных работ. Сбор данных о перемещении рабочей машины с использованием спутниковой навигации приводит к тому, что можно точно рассчитать время, затраченное на определенный участок работы.</p>
<table>
<tr>
<th>Функция</th>
<th>Применение</th>
<th>Выгода</th>
</tr>
<tr>
<td>Маршрутизация</td>
<td>Определение оптимальных путей передвижения по заданному маршруту.</td>
<td>Сокращение времени на выполнение работы за счет уменьшения ненужных перемещений.</td>
</tr>
<tr>
<td>Мониторинг</td>
<td>Отслеживание реального времени работы оборудования на объекте.</td>
<td>Точное определение периодов активности и простоя, продуктивность работы.</td>
</tr>
<tr>
<td>Аналитика</td>
<td>Обработка данных о продолжительности работы и сравнение с плановыми показателями.</td>
<td>Улучшение планирования и снижение затрат на будущие проекты.</td>
</tr>
</table>
<p>Анализ результатов, полученных с помощью спутниковой навигации, улучшает планирование и управление проектами, позволяя руководству оперативно корректировать расходы времени и ресурсов для увеличения эффективности дорожных операций.</p>
<h2>GPS и управление расходом топлива в дорожной технике</h2>
<p>Системы спутниковой навигации великолепно корректируют потребление топлива мобильной хозяйственной аппаратуры. Эффективное планирование маршрутов и мониторинг движения в реальном времени позволяют операторам выбирать наиболее экономичные пути проезда. Уменьшение числа ненужных остановок и оптимизация скоростного режима сильно снижают издержки на топливо.</p>
<p><strong>Прецизионное слежение за местоположением оборудования</strong> гарантирует трактовку данных о его использовании. Составление точного графика работы и определение времени простоя машин заметно сокращают перерасход топлива, возникающий из-за неоптимальной эксплуатации.</p>
<p>Подключение аналитических инструментов позволяет анализировать информацию с датчиков на оборудовании. Определение моментов увеличенного потребления топлива способствует быстрой корректировке режимов работы оборудования. При этом использование постоянно обновляемой карты загруженности дорог может еще больше повысить эффективность маршрутов и снизить время в пути.</p>
<p><em>Таким образом, информирование операторов о состоянии транспорта, полученное благодаря анализу собранных данных, стимулирует своевременное реагирование на неэффективные паттерны эксплуатации, что, в свою очередь, влияет на сокращение затрат и увеличение продолжительности службы оборудования.</em></p>
<h2>Преимущества использования GPS для контроля работоспособности оборудования</h2>
<p>Системы спутниковой навигации могут трансформировать мониторинг состояния и эффективности работы строительной и уличной техники. Применение данных систем даёт возможность операторам получать мгновенные уведомления о возможных неисправностях или снижении производительности аппаратуры. Это позволяет проводить своевременное техническое обслуживание, что предотвращает дорогостоящий ремонт в будущем.</p>
<p>Через диспетчерские службы использование спутниковой навигации обеспечивает постоянный контроль за расходом топлива, скоростными режимами и другими эксплуатационными параметрами. Влияние этого механизма становится заметным через уменьшение затрат на топливо и повышение общей производительности работы оборудования.</p>
<p>Кроме того, спутниковая навигация предоставляет данные о местоположении каждой единицы оборудования в реальном времени, что способствует лучшей координации задач и оптимизации маршрутов. Это важно для проектов, требующих точного позиционирования стройматериалов и машин на протяжении всего рабочего процесса.</p>
<p>Интеграция данных о работоспособности оборудования с другими системами учета и анализа позволяет создавать подробные отчеты по использованию аппаратуры, что способствует более обоснованному принятию решений в плановой эксплуатации и ремонте. Это уменьшает простои и поддерживает непрерывность рабочих процессов.</p>
<p>Таким образом, внедрение систем спутниковой навигации для контроля состояния уличной техники значительно повышает её надёжность, уменьшает эксплуатационные расходы и улучшает график работ за счет оптимального распределения ресурсов и своевременного обслуживания.</p>
<h2>Роль GPS в снижении затрат на обслуживание дорожной техники</h2>
<p>Точное слежение за маршрутами обеспечивает оптимальное использование машин, снижая излишние растраты топлива и ускоренный износ компонентов. Система позиционирования позволяет операторам выбирать наиболее экономичные пути движения, минимизируя простои и время в пути.</p>
<ul>
<li><strong>Оптимизация графиков техобслуживания</strong>: Сбор данных о времени работы машин помогает планировать техническое обслуживание по фактической потребности, а не по фиксированному графику, предотвращая ненужные расходы на обслуживание.</li>
<li><strong>Уменьшение простоев</strong>: Благодаря оперативному получению информации о местонахождении и состоянии оборудования, ремонт может быть спланирован заранее без серьезных сбоев в работе.</li>
<li><strong>Управление запасными частями</strong>: Анализ работы транспорта обеспечивает своевременное пополнение запасов частей, нужных для обслуживания, предупреждая срочную дорогую покупку на месте.</li>
<li><strong>Контроль за выполнением маршрута</strong>: Мониторинг выполнения заданного маршрута транспортом позволяет избежать несанкционированных поездок и связанных с ними расходов.</li>
<li><strong>Учет рабочего времени</strong>: Автоматизация учета времени работы водителей и машин помогает в выявлении неэффективного использования ресурсов и улучшает планирование рабочих смен.</li>
</ul>
<p>Применение систем навигации в строительной отрасли значительно повышает экономичность процессов, уменьшая общие расходы на содержание машинного парка. Политика доступности данных о работе спецтехники в режиме реального времени способствует более точному и прозрачному учету, что влечет за собой оптимизацию всех связанных с эксплуатацией процессов.</p>
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		<title>Что такое холодная регенерация покрытия и какая техника используется</title>
		<link>https://aktaustroi.kz/chto-takoe-xolodnaya-regeneratsiya-pokritiya-i-kakaya-texnika-ispolzuetsya/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:16:09 +0000</pubDate>
				<category><![CDATA[Техника для дорожного строительства]]></category>
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					<description><![CDATA[Процесс обновления асфальтобетонных покрывал без применения высоких температур набирает обороты благодаря своей экономичности и экологичности. Этот метод предполагает использование специализированного оборудования, которое включает в себя рециклеры и стабилизаторы. Применение данного подхода позволяет восстановить первоначальные качества дороги и значительно продлить её эксплуатационный срок. Рециклеры применяются для обработки исходного материала прямо на месте. Основной функцией этих машин[...]]]></description>
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
NC20C3twoum3HgpgcLyf5gCquqXSFPsdodkMRIJz94+n0p8UCR2yqocbQR94j5SxwRj6mpFtoFjwlsiMozkkup5A5z0PNJ3exUHGPxK42DT4rmBJIDhSM8GpdPuRHGUDBgXOPXGeP0xUaSzLBM9taCOWJCkgIChvcVmW8ixSRuQQowRkYyK6oP2l7nFNezastzsI7dGQO5fcf8AaNZWvlESK2QndIctlj0FWbfW7WQAOGj7c8iqEki3uuMyEPEmF5H51nGLT1NJSTj7poWkAt4FQfjVmNN7e3em1YiGEHGKpsSQ8DAwKMZpQM1PHGMZNZOVjWMblCTT7eW4Sdox5qHIYcH8fWi5sre6XE0St6HuPoa0ti+gqN4sAkVF+5pbscdqWnPYybhl4WPDensak0m7MUgt2x5bfd9jXR3MCTwvFIMqwxXG4aKUqw+ZGKntkg1jJeympR2Z30pPE0pU57rY6K+txc2rpjLDlfrWdpNuk8rkwxtJ/eYcj1rWhfzIUY4yQM4rPtj9n1tlAwrNn6Z4Fdr2PHWkkabwSpExDgFRkADisy9f7VbFSoOCGH+fpmte7u4bWMtM+M9B3NcuLiWSciMkrnAX2NOKbTYTkk1E0v7MiWMkgbMbjnmpLZG0+BFXJZiW+YknHYfWs+eW+2ofLE7yYDAFgqKOPz96145h5xhXlRwG3ZJx1zWfNzO5py8qstiy+MAg1WNnAbwXZTMwXaG9BU9FaEXGqWJbK4HbnrUUNwZZnTyyAvf15I/pU9JSAhvLZby2aFhyeUPow6GuYwQSrDDA4I9DXWMyopZmCgdzWHrMUa3AuI3U+Zw6g9/WtKcuWVu5jWhzRv2M+iilVWdtkalm9B2rqbS3OJJt2Qlbmj6Xdq4uW/dRgZAPU0mjW0NvcB7pVkbtxwv0FdQ5BiJByCK461W/uo9DD0OX3m9QjbfGreorlNZsbuTU5njtZZEY5DKuRXU2/wDx7p9KlrjlFSVmejSqypS5onDjSr8qD9ll57YpP7Mv84+xzdcfdruaKz9jE6fr1XyPP5oJoGCzxPGSMgMMUwcnFdNrWnT39/CIlwgQ5c9BzVqx0S1tQGdfNkHOWHAP0rP2N5eR0fXkqab1kYVholzdYZx5cfq3eukstNtrIDy0Bf8AvnrVyit4wUdjgq151X7zCiiirMQooooAKKKKACiiigAooooAKKKKACiiigAooooAQ0UGigDkPhj/AMi9cf8AX23/AKAldhXA+BbpoPC9wsRxK9020+nypzXTXlxdbrZA7Rl+6jqQDnPsaANiisGS4u5bILBehZTJxwGYjvT9Rv2MCtaXO15BtyR933xQBt0Vix30sUixvcA4Vd7uOOFGcfiR+tJJdXbIluJ13sMmVRyBnqO2MA5oA5q8/wCQhdf9dm/nUNbkmnC589Sm2Z8kSYIwc1mvZRCIEGTdju5x1xXXCukkrHn1MNKUnK5XUDiSVHMAIDFRnPNXN6soYR7QWXPUMMHqAR0qNBElyBCR5nQru4PHT86XynW4QKyxrGeTs5b1H5ZrKc+dnRTpqCsiVJlFvGG24wFywyDnkZPY4I4phcwRJJMduD88Y4woGM4PJ5NIZEMcCSSby5Ab5sgHH69qd5nnMwdA0RUFi2MDryfXGBUGgyYI7Qsl3HGp+bdJ8u9T2qYgKVZScq2/B+vHBxTUcoygQq6bSHdVxx26U0tO2BKuGUN3xk54IpAT2ksE75jfdcqDvUAgfe6YPPGamjY/vIfndixPzEA4x6d8e1ZypGkrylUSZ2YSgHO0cHIp8jFW8zHnEMWQRDoeDn9P1ouFjQ81ZUBYttbLfMMBx6c0kEEhVQDFJj5CyDKgDgA+mBUUha1jkadh5WOMnq3sPpSLfPey7CfLiPSIfxH39atRciXJR36kEemK7TKjB3ZsiWM4jQenufYVJpMZj1KdC+/aSN3TNbltYJEoMmD6KOgrLUC3164XgbzkD61UH0uZzWzsaqjLACrQ4GKqVaU5UGmxokQZIxVmqqnBqyjblzWD3N47DqSlpkjbV460iiu454rDvNGlmupJkkQKxyAetbbdajmOEq+RSSTIjVlTk3BlK2iMMCRswYr3FZWqStBf+ZGQrBQckZ6VtVkSIbnWtiMMqV/DB5/St1oc0tbFZLaa8Rry5kKwY3F+pI9gKv2iWslpH5ZxHIGZXIIJxxgn86tTWLLlkiAP96M4OKzZEkMiss24LxscDH0PespOUzWCjAkEphZGbcfnG9Y1JAye+egx3q5b25jRQ8hlIORJ0LfWs0Xl0bYPYw73MgEiEE4GD69q0wkqOgT7hOWyc8k80oocyaR0iQvIwVR1JOAKVWDKGUgg9CKp6pHFcW/2aSUoXIwFPJqtBM6QrBCAY1+UFDkjGT/SrcrEKNye5e9GowCFQLcD94x6U25l3zBkZdsfRt3Pvgd+1RLIPO8mNlYInKA8dPSqksxRF8sNLuHqQRhiN341LZaRcmlFzE0MjArxncuCO4yPfOKqugkaYJGp3/uwuDwc4/D60NA4mDs8gVFJCg7lP+cig3QjwZVZFA3fK2SMc0mxpFe3s5HfZJIgUdWRgdw9R7GtKKFIU2ouP5mqUbSi6cKQQFK8DJ9Rz6VK7zqjeU6u3OM9M8HGfYGtPaN7mSpqOxdjUtIqr94kAV0hUJblRwAuK5qzuWt2Esiq2zG4DPPriugtrpLlDnAbJG3NZTd2bU1ZElt/x7R/7opkt3FEzqxOUAJ49TgVOqhVCqMAdKo3Wn/aJ3lyuSFC5HTByag0LX2iEbsyoNv3vmHH1oFzAxUCaMlvu4Yc/SqL6dPJcNI8ylTjA57HNH2KXz3QbdjDO7HTLscD86ALxuYApJnjABwTuHB9KXzot+zzE34zt3DOKzX0y4keQvMp3EEcnsGH/s1SSaa8isGkAJUrlRjA2kf1oAvCeJl3CVCp7hhilMsY6yL3PX061nPpTuozJtPOcMeSab/ZD7pWM3zOWxjIwNwIH6H86ANPzY/L8zzF8vruzx+dIJ4WYKJUJIyAGHI9apzWsos0gjVSTICxJJAAOf6VBbabOHV5GQFQFxz2GM0Aafnxf89U/wC+h6Z/lR58OAfNTk4HzDk+lZkGkSR2zRPMGZyCzjg5C44p66ZIFiVpAwjBXqRkcdffigDR82P++v50nnRAgeamWOB8w5NZp0mX7PsSfDYAycnHOeKeulshiCyALG2R15GSf60AadFFFABRRRQAUUUUAFFFFABRRRQAhooNFAHAeCFQ+GmMhZQL48rjP3E9RXRSMouHfy4jJg+WWZj2J+Yd+tYPgRZW8LzeUAT9sbIJH9xPWt2RgjpJlCY/lwG5HB785znj6UCGWZcqkbpBDMoJ8xFwoOD1HFQJBFcFgd4IwyluUUAcZBOKlVfKaSGZidyMW28kcZHHU4xSRTq4Zns0RQ+0L5v3wRwfpQBK905zCsf2k7cySFQRwPu8YNMe8fyBGr+WOrpt3Bx3HTGMcY96WVI1YtbxurSjcqgj5flHzMc5xURkuLeJI5P+PjOXlUZjcYI/rnp2oAnih+122+RneUDYSFCqoPtWVIsczEKQuCHKbc7e2Oc9wea2boI+bRYgcgMmDtUH3I9fSs2/LywtPt8qeJirEYAI3EZ700xNFT7Q7QBI8+dt4Ucbjnv+VRr5nlKpGHkyGUAgBj07/rTvPDtl4sHYSCBkDB6ZH0Jp6gtEcMVeTO3f0HGeaokVUDD5mD84w2Rjbxz75pGkCBIpIy7k7Rgbsde56dfxqtbRuIkWRiZEDZ2nnOcY6YqW2Ueau5hyCAofLYU9fT9e1IZKhSI7fLPBOQSRgfXHr2pvnA+VtLBlUgbu/HPFLuuGjB6YBBO/73BwcdQelHkyFkPyegHoMdcdv1oD1GqyypslCmY9X2BRt46fT3q3bxRW9ubpy0xJ2xq54LHge36d6rSQhYUiuYkbAGPmPfr05zkd/bmpNQ3x6ZaQvwSxYjPJHQfzFJuyKhHmkkTLpjt5byPIzqc5Zycfh0FZgVrW52ZIMT7cn2PWtHTLqSMPDJdAGPB8tkLFfqR2qC/t557xpljjCSgHKyZGQMHtnt6V00qivZ6I5K9J/Z1aOhXULaO3RpJVHHTOTWHqV5DLfxXUBOB8jnHX0qOHSmkk2STDzCQMAHB6HhvpntUzabaSXMkKK5CKVDFskt6/hULki9NSn7SS10NSGQSxhh364qzC5ztJ47Vh6fPJbTNa3WEZeOf5j2rXB7g1TQky3TlcjviqqysvB5FSCUZ6GocblqViz5pxjNRls00sB3pplUDjmpUEU5seTgZNVpHDngUNIzcHpTa0SM2xksgiiaRuijNU9DjaSaS5cck5/E//AFqqapdG4kW3hO5Q2G9z6f5/pVNIrpBLmVY2QF3TeQQB7CqsrWbIu73SvY6y6mWG1lkJHyqa5GEPLLgE5Oenvx/WhY7iZFMU8UiOQM+Yev4ipIC9nqEcbNEzkbgyBnwOg7D1/SiLjFOz1YpRnOUbqyRpjTZo0xbSGKQLgMOcn3z16VmR+fczLHJPcBs4baxUj8BxmtZ7q7WNYzKGDEjzEUBj+vBrN0oSvE0syMr7mxvJCtnnJ44rCV5NHXBqEWrbk07GKFGVJZ1B25DYYAcZJ/A/rVeNPsUFxLaZ8yZgFWUZPqRV2V1EihJRlsjbwuAPUHkjg/nVYoRqLytceZEy4VWyBngcfjjmnsTuNhJlVGuQkZKnCr1QjoMHpRJBHCVSJGORgDtnJzz26dqasskUJeaFQ3JcFuW57cd/rTbe5H2QTS4RpBkDJ45I49jSGSbyyiVfkdsgkjJXrjP44/OkjSWdSWj2bsjDng4Hf1qJYMSTTlnw8eCegGMcep+tP+0RybEjVmjkU4Yg4zjpn+tACo7kPGPmkbJLvyBz6GpuC7PKSCrBsYBGcAdevTFUboJNFGHd4pPvZ29eBnIHTmnBZZVhCyBfJOZMfMT7cDngfrTEaCNP5YMCmQsSDHg/Mv5j349qvC7NvcecJlEasdwclhz2Hp9aro0jRtO6RhD8qbHOehzkfT6VLNAJU2TEEIQ+1QATgfUn8cVmWdDbzLPAkqEEMOxyKkqnpI26dENiJ1+VG3AcnvVygoKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBDRQaKAOC8Dxq/hO5ZskrdtgDv8AKlas03lXXk2rB2ky3kBCOAD/AJ/Cs/4fxmTwzOMKVF227ceANifnWo8pSz2ea29MjgBflOOh9c/zoEKl9NEy7pAzK+GAQkge/pxUZnU5ljT5XHMaHGDj/PNMjkdGeGFZBcFcKS3IyOo/Sh5/JRZApVIkxvYAlcjqW60AMM7m5kSR9sqoN6ockZA4ParMJtgzkJujRgGbcSRx0/Pgioo4/NctOY1Eiq0LMASfTnr+tTxyGOBnUx+YMhvl3MVzz1+goAqoyyXAhVxvJDnk5H+1Vi8hjuoIWjMWx1w0pYH5xnP48UyBI5ZVhmt4ZScBnlTc30zTrMJFuMKqI0GFjwecYzkfUk/jQBDBaokW3bLIYmVmVf4shuvtmlkgilkELApyeFJbOR0/oanEU0MTNKrkdVVQAN3JHTt71FIyiOVopDHI6EA4I8rIwTxQKxClpiKSVowrRPlpCxXbzzkeveluNMt/7ShcF2yvy4f7wOefbkmprVJrW0Ec86Pcbz5zYzge5PWmTyJK0hLBUbG1oycOARjHccenpQMesVsQ0sv2lREcFOpZv6YqmdNuLhXYXmxY3G2Lvj0oiVLZtyt5iKzMnmndzgk5+uMU+2jHlG35eUvuGQFC5GSDTuIU/ZLZ4YnaWYzyv/q3Bxzwfbr09qsPbGd42JZZYCVTL/ez1H1wM/hUjWssMxksAo3EOAyj5RkghR69896shm+2uwmJi53KGznKnjB6HP8AKlcDOjt4lljj8spKUCkB87u+fcVYW2txbB44pJTkq5XPUnOR7c1E0DjTsWYH2lDvRM4YHsR2P0qS0juF8mPzSLtXMk8YOFJwP6Y496BjrkxafYfadzvcH5ELHIJ9cf56UaLFuiErcnGT7ms/XW82/wDKgQCOBMlVHAJPJ4qHT9QktZAdxMfcV0wheF1uclSry1LPY3NV01b1BImFnQfK3qPQ1l2WpmH9zcggrxzUuq6x5qCG1JAYfMw6/QVW/s3bLbLd5xLG+0A8pyvOfXmj4Urhfmb5ehto6yKGRgQe4p1Yx06/tVD2zmVDzhTg/l3pDqt1b/LcQ4b/AGlxT32C9t0bVFYo10nOIVOP9qk/tS8nJSCHnHG1ST+vFPlfUXOuhsySJGhZ2CqOpJrIvNRe4b7PZqx3cZA5P0qCSxv7hl+0sY8jIMnOD9O1RWM0+msJWjGZBy55/DPb6ULl6asT5uqsjb0zSEt4i1wA0rjn/ZHoKqalAbc7XA2uCoc9CP7pq9DrVs8DPIdhXqPX6ViX99JfzZPCD7q+lKMHJ+8OdRQiuX5Bp8aSCSIRpH5ZZ44y2SOOuadH9nvdNDveyK8hEeCThDxgAd+1R2O03CM5KxqQN2D82f5irVu8RZ8QxQPG7KF2bQB657dR+QrCa5XY6IS5o3ZD9laBIxFetGlsxEjMD856kL68Cs2/1RmSOG2kYRqo3DoM+3tV6+vorR4IyhLxDzVZWIVm5xxn6VzzuzuXYksxySe9SXYsHULhp1mLguq7AcdqX+0bjAGV4ORx3/yBVWigZcfVLqQqWcHacjjvTJb+4ljEbONo6YHSq1FMC2upXSdHHTHSrOp37rM0EJxEoAIx3xzWbEqvKiu21SwBb0HrVjVVC6lOB03ce4oFYRr+4aRpGYFmGCSKdY3c0U8MaklPMB2jvnH+FVKt6bhJpJj/AMso2YfXoP50hlqfU7m0upIoihjWQsFK5GaR9euTv8qOKLzF2ttXk1lkkkknJNFAGtbeJdTtYFhjlUqucblyeuasW/iTVrq6ihEoy7AcLWDT4pnhYtG21sEZHXmgDe1zW9Qi1V1huHjjXG0KeCPWoD4q1UqF85RjuF5rGZ3cAMxIXpk9KSgDaHivVQMech+qCprbxJfypcia4IJibZt4w1c/RQBsQ+KNViUL54f3dcmpP+Et1b/npH/37FYdFAG3/wAJZqv/AD1T/vgUf8JZqv8Az1T/AL4FYlFAHRWHibVJ7yOJpFKscHCe1QyeKdVSRlE6HaSM7BzWfZHy7a6m3YYIEX6k/wD1qp0AbB8U6qR/rx/3zSf8JPqv/Px+lZFFAHS6T4jv5Jp/PmDBYWZRj+IdKpHxPqpJP2jr7VU0w7ftTn+GBufTJA/rVKgDaHirVR/y2X/vgUz/AISfVd5b7R17Y4rIooA2P+Ep1X/nuP8AvmkPibVSMfaP0rIooA1P+Ej1X/n6aj/hI9V/5+mrLooA028Q6qy4+2SD3BxTP7c1T/n+n/76rPooA9B8JXU93pLSXMrSuJSNzHJxgUVF4J/5Ar/9dm/kKKQzI8Alh4RvCn3vtLfwg/wp2NaNxIyv8zq5VTjCjkcc549QPYVj+Cg58KTeXL5bfbG+jfInB9q2JLaOSGM3IysbEr5DDKk9m/KgQtyC9sv2l5FLfLuRhngZGPfv+FNDyxRNE0ZVsBXDYfdxnOAP8ad9kZbuTYzyyP0WTDEDGO3TOaWeSNbp3jIwpP8ArG556/hQAw2jyRo0Z3CTnKrnC5PA544ojczGcvDH5agAMM5bkDnB47f/AF6d5CiT5vNRCNyqzlMcD1/H8qAqRuJU3Lb7wPMb+HHJz6D60ANKonkmAsucl92eOOMECraJEHUW91EExtzz8xxkkjvknOc1Tkiu3GLeJJTnBCsMKpHByOtGwRkmV0hRMs+8cjgDp2z1xQA6K2e2WaMs7SMwLZcnoGyFwOOMcU27EzMWk3KETYDsIA989OffgVIir5SHzMuwDRNFksRgjGO1LqCw3Ekb7rjbG25uRjJ6ZXPSgBiwCSOXzWYuwJC4BGQTkYzk56/jUbRStF/oiIrxqAiEjDMc8Z9QO3tViCzlnZJVby5Nocc8gHv/APWp28K8ZhkkiKkhi653YPXjp1P50AQsm2KFLshL5wNsagFXJ4J9sZ9acYVt7aNmieQuuWzkqM/hn+VONrFLfCcvE1yh2R7HwDwSQB/exSy3MirmRNhbkDBLZA6kUASwPEZFlTKBFXAY
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<p>Процесс обновления асфальтобетонных покрывал без применения высоких температур набирает обороты благодаря своей экономичности и экологичности. Этот метод предполагает использование специализированного оборудования, которое включает в себя рециклеры и стабилизаторы. Применение данного подхода позволяет восстановить первоначальные качества дороги и значительно продлить её эксплуатационный срок.</p>
<p><strong>Рециклеры</strong> применяются для обработки исходного материала прямо на месте. Основной функцией этих машин является фрезеровка старого покрова и его немедленное перемешивание с вяжущими компонентами. Это позволяет создать однородную смесь, готовую к укладке без предварительного нагрева.</p>
<p><strong>Стабилизаторы</strong> используют для внесения в смесь добавок, которые повышают прочность и устойчивость к деформациям. Эта технология позволяет значительно увеличить срок службы обновлённого покрытия, минимизируя исходные дефекты и предотвращая появление новых трещин.</p>
<p>Таким образом, комплексное применение обновлённого оборудования обеспечивает эффективное восстановление функциональности дорог с минимальными затратами и воздействием на окружающую среду. Этот подход особенно актуален для территорий с большим автомобильным движением, где каждый час простоя дороги имеет значимые экономические последствия.</p>
<h2>Определение и основные принципы холодной регенерации асфальтового покрытия</h2>
<p>Холодная обновление асфальтобетона представляет собой метод восстановления проезжей части без необходимости нагрева материалов до высоких температур. Этот подход часто применяется для увеличения срока службы асфальтированных поверхностей, улучшения их эксплуатационных качеств при одновременном снижении энергетических затрат и уменьшении воздействия на окружающую среду.</p>
<ul>
<li><strong>Использование местных материалов:</strong> Процесс обычно включает измельчение старого асфальта прямо на месте и добавление различных восстановительных добавок и связующих материалов, таких как эмульсии или пенный битум, для создания новой дорожной основы.</li>
<li><strong>Температурный режим:</strong> Основное преимущество метода заключается в низкой температуре обработки, что значительно сокращает расходы на энергоносители и предотвращает выделение вредных веществ в атмосферу.</li>
<li><strong>Снижение воздействия на окружающую среду:</strong> Поскольку используется уплотнённая переработка существующих материалов, значительно сокращается необходимость в новом сырье и уменьшаются объемы отходов, подлежащих утилизации или захоронению.</li>
<li><strong>Компактные установки:</strong> Для выполнения работ применяются мобильные установки, которые легко транспортировать и быстро настраивать на новых участках, что позволяет выполнять работы с минимальным нарушением дорожного движения.</li>
<li><strong>Применение на различных типах дорог:</strong> Метод подходит для обновления как мелких, так и крупных дорожных покрытий, включая улицы населенных пунктов, шоссе и автомагистрали.</li>
</ul>
<p>Эффективное применение методики холодной обновления требует тщательного планирования работ, выбора подходящих материалов и контроля качества на всех этапах производства работ. Экономичность и экологичность делают этот метод восстановления асфальта предпочтительным для многих проектов по ремонту дорог.</p>
<h2>Обзор оборудования для холодной регенерации</h2>
<p>Для углублённого восстановления используют мобильные системы, оснащённые системами точного контроля дозирования и распределения жидкого вяжущего. Агрегаты с механическим приводом обладают высокой производительностью и адаптированы к различным метеорологическим условиям. Наряду с этим, разработаны специализированные варианты для мелкомасштабной работы – идеальное решение для местных переделов и ремонта трещин.</p>
<p>Кроме того, в ассортименте представлены элементы для механизированной подачи компонентов смеси, включая транспортировщики и конвейерные ленты, способные улучшить распределение и уменьшить ручной труд операторов. Управление данными машинами осуществляется через передовые системы управления, которые обеспечивают стабильность процесса и повышенную эффективность переработки материалов.</p>
<p>Высокий стандарт качества и надёжности этих устройств делает их незаменимыми в сфере ремонта и обслуживания дорожных покрытий. Продуманное применение современных технологий в области дорожного строительства позволяет добиться значительного улучшения характеристик поверхностей, продлевая их службу и снижая расходы на содержание и ремонт.</p>
<h2>Технологический процесс холодной регенерации на примере конкретных устройств</h2>
<p>Восстановление асфальтобетонного покрытия без предварительного нагрева широко применяется для улучшения состояния дорог. Технология включает несколько этапов:</p>
<table>
<tr>
<th>Этап</th>
<th>Описание</th>
<th>Оборудование</th>
</tr>
<tr>
<td>1. Разрыхление</td>
<td>Старое дорожное полотно подвергается механическому воздействию для его последующей переработки.</td>
<td>Ресайклеры &#8212; машины для механической обработки асфальта на месте.</td>
</tr>
<tr>
<td>2. Добавление связующего</td>
<td>В процессе происходит добавление нового связующего материала для восстановления прочностных характеристик полотна.</td>
<td>Распределители связующих материалов обеспечивают равномерное нанесение эмульсии или битума.</td>
</tr>
<tr>
<td>3. Смешивание</td>
<td>Смешивание разрыхленного асфальта со связующими материалами для формирования нового дорожного слоя.</td>
<td>Ресайклеры с функцией интенсивного перемешивания.</td>
</tr>
<tr>
<td>4. Уплотнение</td>
<td>Подготовленное полотно уплотняется для достижения требуемой плотности и прочности.</td>
<td>Грунтовые виброкатки и асфальтоукладчики.</td>
</tr>
</table>
<p>Процесс восстановления позволяет значительно продлить срок службы дорожного покрытия, уменьшить расходы и имеет существенное экологическое значение за счет повторного использования материалов. Использование вышеуказанных машин позволяет выполнять все операции на высоком уровне с сохранением первоначальных характеристик дорожного покрытия.</p>
<h2>Сравнение холодной и теплой регенерации: применение и ограничения</h2>
<p><strong>Применение холодной и теплой регенерации</strong> варьируется в зависимости от условий эксплуатации и характеристик объекта. Восстановление дорожного полотна с использованием холодной методики считается более экологичным и экономичным выбором. Эта методика предпочтительна при работе в населенных пунктах, так как минимизирует выделение вредных веществ. Теплая же методика демонстрирует большую эффективность на промышленных объектах с интенсивным движением, где требуется быстрое восстановление и длительный срок службы покрытия.</p>
<p><strong>Ограничения методик</strong> также важно учитывать при выборе подходящего способа реставрации. Холодная методика менее эффективна для укладки на большом объеме или при наличии глубоких дефектов дорожного покрытия. Теплая методика требует значительных энергетических затрат и специализированного оборудования, что увеличивает общую стоимость работ. Этот метод также подвержен ограничениям в холодное время года, когда низкие температуры могут оказать влияние на качество и скорость проведения работ.</p>
<p>Следовательно, выбор метода должен базироваться на тщательном анализе условий проекта и специфических потребностей. В каждом индивидуальном случае рекомендуется проведение предварительных испытаний для оценки потенциальной эффективности предполагаемых методов реставрации.</p</p>
<h2>Экологические аспекты применения холодной регенерации</h2>
<p>Применение метода обновления дорожного покрытия без нагрева существенно снижает выбросы углекислого газа по сравнению с традиционными методами. Экономия топлива и энергии достигается за счет отказа от использования процессов, требующих высокой температуры. Согласно исследованиям, данная технология позволяет уменьшить потребление энергии на 50-70%.</p>
<p>Более того, данный подход способствует сохранению первоначальных материалов, так как большая часть существующего асфальта перерабатывается и используется повторно. Это сокращает необходимость в новых материалах и, следовательно, уменьшает добычу сырья, что положительно влияет на сохранение природных ресурсов.</p>
<p>Отсутствие тепловой обработки исключает выбросы вредных веществ, таких как диоксиды азота и серы, которые присущи горячему способу переработки. Это улучшает качество воздуха и снижает риск заболеваний у населения, проживающего вблизи мест проведения работ.</p>
<p>Повышение долговечности дорожного полотна, обработанного методом без подогрева, также способствует уменьшению частоты ремонтных работ, что в свою очередь приводит к дополнительному снижению отрицательного воздействия на окружающую среду.</p>
<p>В результате, использование этой технологии поддерживает стремление к устойчивому развитию, нацеленному на сохранение окружающей среды и оптимизацию использования ресурсов.</p>
<h2>Анализ практических результатов использования техники холодной регенерации на различных объектах</h2>
<p>Применение процесса обновления дорожного полотна без нагрева демонстрирует значительное снижение расходов за счет уменьшения потребления энергии и материалов. На многих проектах было замечено, что суммарные затраты снижаются примерно на 35-40% по сравнению с традиционными методами ремонта. Эта экономия обусловлена отсутствием необходимости в большом количестве новых материалов, что также способствует уменьшению объема отходов.</p>
<p>С точки зрения экологического воздействия, метод демонстрирует уменьшенный выброс углекислого газа на 20-30%, что делает его предпочтительным выбором для проектов, стремящихся к соблюдению экологических стандартов и устойчивому развитию.</p>
<p>Обследование различных объектов показало, что обновленное таким методом дорожное полотно сохраняет первоначальные характеристики на протяжении 5-7 лет, что сходно с традиционными методами. При этом, благодаря минимальным повреждениям на начальном этапе, долговечность дорожного полотна может значительно увеличиться.</p>
<p>В рамках исследований, проведенных на нескольких государственных трассах, было замечено, что уровень шума от ремонтируемых участков снижается на 40-50% благодаря уплотнению без применения высоких температур, что значительно повышает комфорт для жителей прилегающих территорий.</p>
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					<description><![CDATA[Асфальтораспределители &#8212; это специализированное оборудование, предназначенное для равномерного нанесения дорожного покрытия. Эти машины обеспечивают качественное распределение асфальтобетонных и других битумосодержащих смесей, что является ключевым для долговечности и функциональности дорожного полотна. Применение данных агрегатов особенно актуально при строительстве новых автомагистралей и ремонте существующих дорожных покрытий. Равномерное нанесение материала помогает избежать таких проблем, как колеи, трещины и[...]]]></description>
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
fV0TyHUa1qNpPYhIbyN33g8dqjsp4I9KijM0Al81mZFb6YPNcz9ssViaN7ZQ/zKHxyPT8apD7MDzcP/AN8//Xqo0kiraHQ2Gn2stv511cKlyv8Aq494w2CetQNpTCZpgsSh97BhJz97jP4VlRwK6lxM+wHBJQ4rXnubMWzRyThFI24Xkihrleho22rMlTVNOjdoJYJZnRCxk3kZwM46j6Uk3iCGzKfZbESK+SCznj+dYFr5T3Nx8xaPbhC3U88fpVq2uvISKNLdJJAhBkfsM+nShxEi3Pf3AuJbqAvGGwG4wFOR09eK7aGwnlUMXwp+ZeMcFe9cxo0c+o3yR6mhaI/NHGQFGR/s+ldnvIRVxwBgD0qJvUuELkC6dGoxJKzHOetSiKBAfkBz3akaXHGKiLljWdjXlSJTLxgAD8KtWGSXJ74qoqqBkmrdg25n59KCZJWLtIaWkNBmFLSUxZY3cosisy9QGGRQBJRRRQAUUlLQAUUlFAC0UlFAC0UlFAC0UlLQAUUlFAC0UlLQAUUlVtRvV0+0a5kilkRSNwiXJAPfHoKALVFZ9nq9tfXj29rvlVEDtMo/djP8OfWtCgAopKKAFopKrX2oW2nxiS5k2hjhQAWZj6ADk0AWqKq2d2LyEypFNGucL5qbS3vg84qyOlAC0UlFAC0UUlAC0VQvtTgsJ4Y7lXRJsgTY+RCOzHtmnadqEeoxySQxyLGrlFZ1wHx3X2oAu0UUUAFFFJQAtFJS0AFFJRQAtFFFABRRRQAUUlFAC0UUlAC0UUlAC0UUUAFFFFABRRRQAUUUUAFFFFABSHpS0hoApalOLeJWJUc9T/SsO7u7S7Upc3AKH+DJAP5daf43fZZWv3uZSPl+lcapuA4kEjEZxjpxS1voxqF9TpYTp1pmK1QqzjGFzzTv7Rit/kdGJBOcGsix857lTIFySBxV+a2JnckdTxVq+4mkmSDWct/qQFBxnnH500axJjasWW9z1pi2cpPHTPeiSxkBLMBkDjnGfWpbaE+USTUr148ptViw6D7oP86a9xcuqfv23FipYNgnjpxWQLu5hdVaGVVw2djk59O9P/tC0CMJGut/lLjHQP8AxD6e/tWnI2hcyL+0/wCswWYDO4tk49eakst6XbNIwUBSCCQMZHFU11PSzJtFzdKhlCfOinKevI4GaSPUbRngAvyu4yBvMhU4x93P1qFTl1L5rqxYeOSBXLlREpweQcZ4/rWWs091D5bQDyzIwR/M6kDOMVZNyZLeEW+oQRyiAys2ChUZ5BIzkmqUNpJEWZby0Kxw/aPvnPPvjr7VSglqJvmG6lbXOkwRGXyiLlGwquW/E9qxpJZJQGc5I4rotR+0W11DKywPHbBWIibIUOOOvP8ASqBuETyFe3KpDuDBlBOT61rERlBnJwCc0b3B5Y9a1be4sYnhDRebsDBgYx8+Qcd+1JE9k32USRxgJu8xsEb/AE6elVdgZbg7yD1zSrGHcBWUZH8Rxir8CWRWIzMhJky+CR8nHH86S1t4JRyVVhLgkuFwmPegRYKtJcxm3YLGuEhxJtCjufqTVeW28xSYmQZAyhOOf8/zp8MEDSGOZyF3FUZPmJ547inrYRzGZV8/MaErleWOemP6VOwEVrbkSBOCQ4JxXRW12A+5rMTYJK9FwD24qjY6ebZl5fa0e52KcK392tKKLAjG1tz/AMOPu/Ws5y7AiDw/FdWt5JPcRFm52sW65/8ArV0v22QjAjx+NZcWxfvo4x6ITn/OavJPCARuPyjn5Tx2xWd2zWBOHJ5PWpkOOSKiimtwIy0ijzBuXdxxUn2iCTIilRiDggN0pmt13HGUnireltl5foKpdzxV3Svvy/QVPUmWxpUhpaQ0zEbKrPC6q21mUgN6H1rgPC/hjWbDxMLq5+SKMtvk3583I/x55r0GloAKQ9KWkPSgDmtdubmHX7SCKe98qaB2aK22lsrjBGR71oeG7qe90SCe5lWWRs5ZfYng+/r71Ld6Pa3l2t1N5wmRSiskzJgHqBg96sWtnBZWq21rEEiUHCg+vvQBga7Ldw2ur3tvf3Mf2YKI1UrtDcZ4x7imazqLQ20wtr29a6tbUSMsSqVU4JBckd/5Vck0y5k05rBtPtvs7nLj7bIC31OzJpj6PNIzl9OtyZIhFJ/p0n7xQMAN8vPHegDNbWbyK+md5bh4jZRSkKAViL/efpnA64rR8y4m1e20uLUJvJFmbg3C7d8pLYHOMY70ttpFxaytJDYwb2iEJLX8jZQdByvamx6JNHBFEmnwKIsiNhfyhkB6gNtzj2oAzl1jUJBpbtNM7G5lgkWED98Ezg4PQmppb64lj0y6g1G4H2y+EUsXAEQOcpjGQRirx0mfNoV062T7JzCEvZFCnvwE5J96zdW0TUZLuC4ttNUubkXE3lXzAEgY6EDB56igC/HqMljdavaXl67W9tEsqXDAF03A8cdeelU11m7s7rUFVrqWKKw+0xrdqA27OO3atBNLuBaT27aZaMlzzN5l27M592KZoj0q5iuPPFhbtJ5XkkvfSNuT0OU5oAfALu10v+0nvpblhatK8bAbWbbuGMDjuKpQXl9Cui3El7JN/aZCyxkDC7lyCuBxj8au2dheWS7LeytxHggRtfSMgHoAUwKZbaVcWsySw6dahosiMNeSMsYPXaCmB+FAGOdRv4rW0hnvbxLxtREMgZcZjLEDnbjpjpVv+0LuLUNdgMl9MsAUQmMKRFld2c/X9K0b+yvdR8kXNjbMIXEibb2RcMOh4TtUaaZdo9262UIa7GJj9vky3b+7xxxQBR0u9vb99LspLyZPOsjdSyrje7ZwADjAA+lR3GrXreHBO128UsF/9meZMDzFDYJPHpWgNHnW3ghXT7dVtwREy30gdAeoDbc49qWbSJ5rGKybTbVbeJtyol5IvPXJwnPPPNAEdre3U/i5YDLOlmbQypGxHzkMF3EYyM+lS+IruW0v9KK3csMMsxSUJjDADPoec8VYgsJ21dL+4tYklCeWZEu3YhfTaVAPP+NW7zTLa+nt57hXMlu26PbIVCn1wKAMrQ7u7ufEGqx3LyrFEsbRQuQdgcE+nXj8Kq6jqd1Y67fp51y8CW6OAACsW44LnjOB1xW/Bptvb3097EJBPcY8wmRiGx04PHFNGk2ovZrzEhmnTy5CZGwV9MZxQBmX1ykUdvaxajfTT+Q0oNuFZnHZ2OMYrP0+7u9VvNFaado2nspGeSMANkNjjPTtW5B4d0638sxRSqY1KKfOfO09V69PanroVglpDbpHIqwEmIiVg0eeuGzkCgDCfWr9dNWEyO8v9pGyM0aguyDnIHTPar1vPqI0jUBdG4hKOVtpZAokIONuccdTitI6PYnTxY/Zx9nB3BcnIbOd2euc96UaVbYiDmaTym3L5kzNz75PPQUAc1q09/Y3t9BFqV3tg077Su4qTv3Y9OlXzq4k0WaAS3UF9HZG4VpVAZsLncOxGa0bzQbG9uJZ50laSWPynxMwBTrtwD0pF0CwCSKUlbzIvJLNMxbZ/dBzkD2FAGEup3ssOgKJL6Jrh0E0jqoWUFcnB+vT2qzc3t9ONbuY7t7f+zWKxRKBtbau4ls9c1rNodk0VpGVl22ZBgxM3y46d+fSludFsbud5ZYWJkx5gVyqyY6bgOD+NAGRcarMmraPK80yRXVs0r26YIZ8AhRxnqas+Gri7upNUF3NITFcmJFLA7BgHGQOvNaUml20t/Deur+fAu2MhyFUd+OlLZaZb2DzvbiQNcNvk3SM2W9ee9AHLm4v/wDhHtWvv7SuvOtLiWOPlcYUgDIxz1q+rXc3iGCx/tC5SF9OExwVzv3AZzitEaBYLZXFmElMFw++VTM3zMevOe/eqE+kTSeJIZPIuPsMdn9n8xLja2d2efm3EYoAqQaxfXFlZWxn2yzXz2r3CgZKrnkdsmnXFzqJbUtOhvpBLbzwLDcEDOJCPlbjBxW82kWLWMdn9nCwRkFApIKkdweufemDRbJYfLVJBmUTMwlbczjoS2cmgDntR8QXk3htntZfIvrdCbkgAlGUhSPxNTaNrLQG+XUZ7uSNbswJOygog4wCQOuT6elbdxolhcxXUckJC3bBptrFd5HTOKhTw3pqBh5czKz+ayNO5Vn/ALxGeT0oAxGvr9PCGpXn22f7RBcOqOcZAVwoHT0q40t0PEEtoL658ldN88DI+/nGelaX/CP2H9nzWOyU28z+Y6mZvmbqec00+HrEzGbddeaY/KL/AGmTJT+7nPSgCjYT3N14VsJXvJxdXLp+8BG4ktyOmMYBqhd6nfaa+uKl3NN9meCKHzMNt8wDJ6DJ9K6O10azs/I8hHAtwRGGkZgv4E+5pP7EsTJdu0TSG8GJg7lg+OnB9O1AHPaleavaaRqcgkvIo4BG9vNMFDkkgMDjqKtm9uZfEWm2qvf28MkMm9ZQo3lQMHv68/hWpLodnNZPZzfaJIHxlHnc8DoOvSpJNJtZbuC6fzjNAhSNvNbgEYPfv60AcnJrOoJ4VupxNfG4jnIW42rsAD7cZ+nt1rWlnvbm71aKO+lgXTY18vAB3sU3FmyOf0rQ/wCEf086c+nmOX7M772Tzm5Oc9c+vNSXGiWVy+6WOQsUEbkSMPMUdA3PzfjQBlyatd3ltoUaP9mbUsmWRRyoC5IGfWna7Bfafo11dR6pc5gRmj+7k5IxuOOcc/nWxdaba3dvHBNCNkRBj2kqUI6YI6UyfSra5sGspzM8DH5t0rZb6nOTQBja215p3hia7j1Ccy7o3V2IyoJUEdOnJNMmuby88QWtrbXlzb2s1u5R/lJcrj5sEdOfxrcutJtbzT1sbgSPbrj5fMYE46ZOcmq2paDb3wLkyicReUj+cw2g9eh/H3oA1kBCgE5I7nvTqZGpRFUnO0AZ9afQAUUUUAFFFFABRRRQAUUUUAFJS0lAHO+MbZLm0tlkcIBITknGOKwFislRVVnO0dcE5ro/Fn/Hrb8Z/eH+VcwM1aVyJTa0LKSwxEFIS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" alt="Что такое битумные разливщики и зачем они нужны" title="Что такое битумные разливщики и зачем они нужны" /></p>
<p><strong>Асфальтораспределители</strong> &#8212; это специализированное оборудование, предназначенное для равномерного нанесения дорожного покрытия. Эти машины обеспечивают качественное распределение асфальтобетонных и других битумосодержащих смесей, что является ключевым для долговечности и функциональности дорожного полотна.</p>
<p>Применение данных агрегатов особенно актуально при строительстве новых автомагистралей и ремонте существующих дорожных покрытий. Равномерное нанесение материала помогает избежать таких проблем, как колеи, трещины и другие дефекты, которые могут привести к снижению безопасности движения и увеличению износа транспортных средств.</p>
<p>Абсолютно незаменимы эти агрегаты при работе с термочувствительными материалами, такими как модифицированные битумы, которые требуют точного соблюдения температурного режима. Использование <em>асфальтораспределителя</em> позволяет точно контролировать нагрев смеси, что способствует улучшению её характеристик и экономии материала за счёт исключения перерасхода.</p>
<p>Современные модели асфальтораспределителей оснащены системами автоматического управления, которые дополнительно упрощают процесс и повышают точность работы. Пользователи могут задавать необходимые параметры распределения материала, зависящие от спецификации проекта, такие как ширина и скорость нанесения. Это способствует повышению общей продуктивности работ и снижению трудозатрат.</p>
<p>Таким образом, внедрение <strong>асфальтораспределителя</strong> в парк дорожно-строительной техники значительно увеличивает эффективность и качество выполняемых работ. Преимущества такого подхода заключаются в ускорении процессов строительства, снижении риска возникновения дорожных дефектов и, как следствие, увеличении срока службы автомобильных дорог.</p>
<h2>Технические характеристики битумных разливщиков</h2>
<p><img decoding="async" 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Qn8hWP4diI0pJG+9cTNI3qRn/wCtTQG0g2Kq+nFSDpUdSZwufQUANTksffFPpsYwgB64pTTEJ/H9KdTBk80+gBnWT6Cn0yPkEnuc0+gDFYH9KhkXchByOOhFTscD8Krh/MDEEYBxj0rA2E08bLZUznaSKt5qnbnbIf8AbX9RVsHjHWgQqlssCOO1Nndo4GdRuZRnA7+1SDGOtNcqoyxAHqaAM+e4GoaLcSWhKs0bKu7gg9DXnFzE8b7TggcZByD9DXVeJdVWU/YbZgY1P7xl6E+lc98xG1hlfSrjoHK2TaHrlzo115kD7o2+/GT8rf8A1/eusudPsPEto19o5WO6482Loc/4+/Q1wzQIG5yKt6ddz6VdpcWshVx78MPQjvV3QcjOm8Oao2j3LafdqUhL8l+qN7+xruhg4INcowsvF1iZIdsOoRDlT/L3Hv2p3hzU5o5xpd8SjRnCFuuf7p/pQ0QzqSAykMMg9axpk8mQxdl6H2rarL1TH2hcdduama0HB6lNGYgblwec47UxjmT6nNP5Bz703YDnP4VkjRjSAQAwHHf0qSM8+1GzAHrS7BgUxEjkGMg1DIpCgmnqOq/rUjLwM0ARxRkEN1z1FPZcngdRSgYPFOHQZoAz/s4W5bG4EgEY/l+YrQd9kecVSu32Toc47Z/Ef41bEqhQGHtQA8SB1yO/FBfI+gpuUC/L+VM8wZPHIpAPU5bipUYAHqD71WEqiXHTHP8A9epmcbSCMsB2oAdkAbRmq4J8zLDBz+VG/cKYz5IOO1ADNTBeCFl4f5gM9jjPP5VE7Ntx/F39qlvB/oO5uFVwc46Z4P8AOo7dnaMAjlTjin0ESxuG3IRyvFPwmMYwcUwZMgAUgEde1Sqhc+3fPpQMQlVBAJJGOlJhlcfJwR1zUqgBnHXFNKlzgDgelAhh3qVbPNQ6opl06cDIOzI4wMjvVtoif4cZpLyJWsLiIfe8s8A98cUAT2xDW8bYPzIDz9KnTrziqNhMH063JI+aMfyq3GTxzTAn2j0pMAE8UuaY52gnBpiA4xk1GxCgk9BTyDikZd46UAYp2tqt2c/3OB6471ejACg8EfzqlJGRqNwhwhkUYx+QP14q7br5duqZ3Fe/rUsYroJFKtnB98UOgfI6ZHpT1GHJFDbjkKNpxwaBkSKxzuZS2eMDAA7VFISLpIxjaysCfywKngjdYsSyeY/8TAYzUFzuSWKRfu7sfjQBa0pt1jD6BcVaYDnA5JyaqaZ/x5JnqCR9OTVktxnP0zVEiqAyYLEnPf65qYY4NVo5VIz05qfcMcUAOBO45xgdKx9QvXtLiZokDu5A56DC1qhjurJ1KCaW4k8hd0glVl4/2RQBkyb5nZWbJ9R0B71paLMQRCQAV7+o9arz2j2/leYVV2Y7wOg4qbS4nVzOxVYydoAPX6UAbmBketOI+Rs+lMUhufSkmfbFIccBCaYivpfFpGGxnHapTlpW3Abf4ff1qOxBSCPcRkICcVOQM5xz70hldVYyE/hRgnKnJp0igjnjvx1oijUIe3PHNAEcRP2qc45woz+FWA4J68jqKhiAM85xj58foKlVCaAIbiVkKhTjPU1HcpKPKmXcxAxtB6k9KmmgZ3TJG3+Id8VbTO3igDMsCHvL2Q55nIH4ACtIYZgxA+Xp7VnaUPMimY/xTOf1rQKnAP6CmIcWB6daq6kM2jYHJ4/OrQXHFVtQbEccY/jkUfrQBYhZWjwucKdvIx04qXFIOtKeaAFUYGKrRt80hPHzmrA4HFVLbD26ueSxJ/WgSLYYbRikJPpTT0AHFKM/lTArhiC+cDe5H1NSKpAwRx3pqbWjQkAsTux6dalB+bpQA8YVMnoBVW0JFpEOeRn8+afePss5T/skfnRCyLEi8cKAPwoAlJPsecVXuQTJEgb77j8hz/ShplWLkkkHPH1qIXMTzxyK6ugBxtOc5wKAIvEc/kaO6jlpSI/8f5VcsYBBBDDxmKILx6nr/KsHV7qSXU7KKeFhDG+9gvOecD+X61ux3YBLNDMN5yCVqhFzbimyfdx6nFV1vlbny5APwx/OmrepK4KI5C9cjGKALgpGPynFV/tiA98Z60ouoiQCeaALAGMU2VisbEdccfWm/aEHVgKY7iQxheVzuY+mOn60xEyDCgenFDOEGT0pPMRR1qPzEklxnKhf1oAzGXdx1GO9VU8n7S8Cvl0UFoyegPQ1Y3MWwAMDrnuMdqVsAlgo3dMgcmsDYrNFi4Vs4x0qwX8tGfDNt7Dk1Tvbu3tQiNJ846IOWqJrme6j8uE+SW/j6tUSmo7mkKUp7E93rNlaT+TNI2/GcBc/rXMap4ivLpWtsLChJzs6uPrWrN4ZuplLLcLIeuHGM/jWReaPNGhSeNkYdCemfY1Ea8G9zeNCMlaL1MtB7VKo56U+CIkcirAhx1FaSmaU6LsVWgDjmq00Hl4DDcM1psoXk0eWkkRfbgqcAkUlM1lRTRn2Vzc6fOl1AzJsPDen+Irr3nh8RWX2y2Aj1G3AMsa9XA7iuRn3MT3Apum3lxY3qTWjESx8j3HcGt4yPPqQXQ9R0LUjqNkGfHmx/K49T61Uvb6GbVZIEkUvCuGA61HpupWp09byzjCvO+0xk4Kseo/CoZVieeG5iVUScfeAA3HnIPvRJ30MVGzuWOT24pwHel6rR+HFZFAO3pRzjFLng+g71UgnkkkmR1GFI2kHBPHemBaHGDTnbPQ+9MVv8aaH9utAEhbYCW7CkjlDpkZ5NMV8t8w6CkkJV/kxg47dKAGXeNhwO/8An+VJLOvmJwemT6U+5AEJc4AUZ59qoNzIOc5FAjTgfOSRyOmelRht4+6ylux4xUUDAbeuMdfepWfe+QxBPoKBj0kQD5BhjgOTToztXj6VWB3HBPyjoPWrKsNq89qQEXzhyV9O9Ko+UZ5PrUjc89qMYHtQBFeviwkA7YOfxFRWciqSN6lmYkDPUZ4P0qS4jdoZAOnXb3x6fWm20cLxI7DOwYVjwcHHFNAXVjweTyRwKkA2jg9OPrTGJG0gZxSnJ5XGD0oERK2HcHPXr68U8KQSAQP5UycHOQcCl3Zxxj2oAezGQAA7WzTo0QmReu7hqTKh1GfmxmlhB3EZH3uDigZR0jP9mwLj7oKn8CRWmo4GKz9KwIplxtImfj6nP9avwtlQetMROOaTcpZlBBK9R6UYz0O
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" alt="Технические характеристики битумных разливщиков"></p>
<p>Для обеспечения качественного распределения асфальтобетонных смесей аппараты такого типа оборудованы рядом специфических функций и параметров.</p>
<ul>
<li>Объем резервуара &#8212; варьируется от малогабаритных моделей объемом 500 литров до крупных машин, способных вместить до 12000 литров.</li>
<li>Метод подогрева &#8212; используется термальное масло или прямой подогрев, что позволяет равномерно поддерживать необходимую температуру материала.</li>
<li>Ширина распределения &#8212; зависит от модели и может быть от 2,5 до 6 метров, обеспечивая эффективное покрытие различных дорожных полотен.</li>
<li>Мощность двигателя &#8212; адаптирована под объем и тип аппарата, обеспечивая необходимый крутящий момент и скорость движения.</li>
<li>Система управления &#8212; может быть как ручной, так и автоматизированной, что позволяет точно настроить подачу материала и уровень распределения.</li>
<li>Тип шасси &#8212; выбор между колесным и гусеничным исполнением, где каждый тип предназначен для соответствующих условий эксплуатации.</li>
<li>Температурный диапазон работы &#8212; некоторые модели способны функционировать при экстремальных температурах, что крайне важно для регионов с переменным климатом.</li>
</ul>
<p>Оснащение дополнительными опциями, такими как системы GPS-мониторинга, частотные преобразователи для контроля подачи материала, дозирующие устройства, улучшает точность и объемы выполнения работы.</p>
<ul>
<li>Минимальная температура эксплуатации &#8212; показывает, при какой нижней границе температуры устройство сохраняет функциональность без снижения производительности.</li>
<li>Скорость распределения &#8212; зависит от конструктивных особенностей и может различаться даже внутри одной серии моделей.</li>
<li>Вес аппарата &#8212; колеблется в зависимости от модели и оборудования, что влияет на транспортировку и эксплуатационные характеристики.</li>
</ul>
<p>Таким образом, выбор конкретной модели дорожно-строительной техники должен опираться на технические требования и условия предстоящих работ.</p>
<h2>Принцип работы битумных разливщиков и виды используемого битума</h2>
<p>Битумораспределители применяются для равномерного нанесения битума на дорожное полотно перед укладкой асфальта. Устройства нагревают битум до необходимой температуры, что обеспечивает его лучшую адгезию к поверхности. Затем с помощью специальных насосов и распределительной системы битум подается на дорогу. Эффективность распространения обеспечивается наличием систем автоматического контроля, регулирующих расход материала в зависимости от скорости движения оборудования.</p>
<p>В работе распределителей используется несколько видов битума, выбор которого зависит от предполагаемых нагрузок на покрытие и климатических условий. Дорожный битум бывает вязкий, который требует подогрева для работы, и модифицированный, улучшенный добавками для повышения его устойчивости к температурным изменениям и деформациям. Полимермодифицированный битум применяется на участках с интенсивным движением и высокими динамическими нагрузками, на что указывают его высокая вязкость и эластичность.</p>
<p>Мастики битумные применяют для обработки стыков и швов, а также ремонта старого покрытия. Эта разновидность материала обладает высокой пластичностью и отлично сцепляется с другими дорожными материалами, что значительно продлевает срок службы дорожного полотна.</p>
<p>Выбор типа битума зависит от специфических требований к дорожному покрытию и эксплуатационных характеристик оборудования для его распределения. Таким образом, характеристики битума напрямую влияют на качество и долговечность будущего дорожного покрытия.</p>
<h2>Основные области применения битумных разливщиков в дорожном строительстве</h2>
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97HWjj1pKAFFBGKOetJ2oGLnmjI5PSk4PSlzyKQCbhwc4pmSc8cjvUmB0I4oOAOSAB+tHUBgXJ3Enpj2pJZo4E3SEAD86p3mppCCkJDv69hWJNO8su+Rizev/wBatFDuS5Ghd6q0gZIQVHTd1P4elZzSMxOWJPuc0wtSDI561oo2I1e4h5HJ/Ck64PWnEEnjrQO2eM1VgFxjB74o565pC+D9KDzzQITg9uTSHpzzjmgE5B74pCQOegoGKpHXPOc5o+hyaRSDjGKdnsOfWlYBMnnjtmjHQ/pSAYUHoc96DkigYo6defWg0hOaD2NAgxSZII460o5pCO/SgYhApGPJAoYeh/8ArUoHH86AADK9MUnX3FLnOAemaOlIY3r+NJjg07PYUmeB8pGaAEwcA0YzR1o6DmkIBj6UcY9ap3l00LBYuG7k9qrjUHwA8YcjkHJBJ9aGBp9F9fejHb0rPOptkkRLgEdzUpv4A+ArsoOM9KEBaIGDz70HB74qm94kiKVBOWK7c4OKdaTMZTCY/LWNQBuPOegFAy2AMHIpABnn6UNJFuK+Yue/PSq738IUkbmwedoosFycq2TyNvcY5p6kEEcjFUl1BXnCquIyACxPT6j0pP7SYPggbBIACAM7e5o2A0AAOeMU9FJzhSfoMk1Us7xZroRXBW2VuVklyBjuT+FdZaDTLAjy7yBmZd5mkkAOzBwy9sZ9KTlbYEipYaNJKiyXLeUhwdg+8w/p+tbsMUcMapEoVQOg6n61lz67a2iQSTK0sUqt++tzvVWBxtJ/L86mj1eza188zNHKIQ5WRPnUnoMdySPyrNtvVlo0twGf0psqjynPXAxUFi91LCsly0Tbk3ZjVlYHJ6g9KrXml3N7Msk90yp5qbIEyFCg5BbuW6+1TawXNGJiYxvGDjH5UqSpIC0bhwCVJHYjg/5+tc9rdzeWjXMpvLR7aVfKWzJO5R2PHQ8fTmqGmXdtfXS3Gpslr9jQSAI5H2g9vl6cEZwB1NVyiudnn5eOlMaVVKqzYLdB6kVzd94qjNrBJYh/MLZkhlXACjPUjnPA6VXj8U31wxijhgikIJDZ6EdueAD60KI7nXGRY0LudoUZPPOPp3pwIODzz69vrXNLfpda8WNtZvHbc/aN+ZOg+7zgnJ4on1d72VrOVLSG2bhnlucOy5/2T146UcoXN6C9huTJ9nYyCNtrMF+Un2PerB68cmuUu9VNvYxQ2t0kcsMoCJbDMargn7x5b3zxzWe2rXrXZuvtBWfkFwPlK+m3pRy3Fc7kMApLFR7k4H51malr9nZDy438+YjOI8FfxauYv9Yu78q1w+5Yz/q9oCn0J9azcBeFzgcZNUoA2dFN4rlktkWG28psfM7SbiR7ccGpLfxSiJiW2lZgD83mgkn8v1rmd3akzmq5UTdnY2fii0kidr79xIHwqKpbI479zV601rTruQxxXBD9cSKVz75NcAD2B5oyCMbc5puCHdnolzqNlaFRNcJuPIVPmOPU1PFMlxCssB3xt0IrzuNzsK/LtPoMEVPBfXNnJutrh4z129VPHpUcgXO/VlY4V1b12tmlDdh1rhrDV7mwikitiirISWO3nJ75qO2u2S4WSW4lX59zSKxJIz6dKOQOY77IpQRVCLVbOZwiXCMdm8sflz0/DNWopY5c7HVsehqOVjuPKgsWz7UmzjPpTjwPTmgHIzxSGNxgcUhGetPznBHekI4yetA0V8gPg0q5POPwp+0tn65pMH/9VAiExfPuV2X2XpSkOWBIBI7g4/SpsZ5prc0AMMgGS6Hj0FKjLKNyEj8KVgcYJphiJGDI3HYcUxDyDtILZpBKehFRM0kQw2Xi47crUwIQHLA898UXAgjljlXMb7lHcVIcn/61c3BJPaylQWjwfrWxZ3qznY3EvoO4pKQ3Et4FIWAGT0z6UdeT0peM8UyRe57GnA4GOtM7560ucY56UAOPWgE4yaaDml65pDFyTTSaCSKTvQAucfSjrSYJxSgY56UDFBzkd6Oe9IOuRRkDrQAuc9OtHUdee9AHTNLjHAoAPag/dpBnPPbrUc86QRl5DgCmtXYVx0kiohZm2r3J7VkX2qPIxjgOxehYdWqreX0l0xycICQFHSqhOehzWsYWIcrhn0H/ANajjoeaOxPQUmMdelaMkQ//AKqcgyTnmkxkj+dSDA6fnQGw7GMHHSo3w3sae7YGTUJbnJ69qbAaevy0vQZJ96Rx8wPTnGaz7y7dnKJwoG0n1pWAknvwrFI1Bx1Y1Ted5CWYs3fg1F1464qdlhS3xndKeR1GKm47DBI4IZWbjnPrUw1CUnB2/XFVc56flR9aANFNQ4bzUGcZUqaYdRbbtVMt7mqI7+/FLs7YI/pQMuxagGPzqQOeR2obUmL/ACwZXH96qO0gkDPHrQDyDwSKNgSReXUxjm2bnqAact8hGWR1XvVAumOC27j8KTk8EYwec0BY0G1CMqSqsPY9qVLyJh87beOlZuccYx9e9BIz3yOwHrRcC8163mMFCsu7hicDFTG6gA4lH1rLPBOeoNG4g4GAaLgapuYR1lUZqE3yqACASDgkd+tUGx8xLZ9DRkg/KQaVwNOO7hZdxbZnseopsl5Gi5jw5PUZxWaFP3+oPQUjsDnb0xincLEl1Ks8hkztG3gHqcVWIA60rYyScZzyO1IQQxB61JQnb2oBwQeDj170HgmkpAT+bHtyIEDcncM8fSkjupImLBgSTk7h1qHmg5oAUHb3/CgnoNoGBjI70gIpwX1oCwFiTkcEjHFPQIrAupZQclM43e2aQce1L17/AFoGbGomCfT4r0m3kupQikRfIIAvGNvfJ4zVC7uzeLAjRxRx26eWiovAyck8kk8mq2MHdjr3oxkYpWEX4b2NI1gmW4ntx1QTbVbuPlx64q4fEt8Y5EMcCyuVBuFT5tq9Fx9RWJ0HWjdgenvQhmtceINTuLsXTXbI4G0CL5VA78c1HLrOoSKqm9uDtO4Hfz9KzzlWI7/zo3KPXGfypgP/AIi3BY9W7mg8EhuSDmkyFHuT19qdGS86ABSWYAZ6A9KQhd2SBkkH15/zzTnChFGfmJIdCOB0x9ajBIJB+8T0/wAKmUo07HaTEHyQTyR6e1MYhbcgG0EqOOOg9KliQswiRVYuAqrjkEn+dQL0Ix1bIx29qlSQxPvBwR0PpjoR+dIRO5H
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
cnPNaOnadBPNZyXO5ILiUqoBwGAHTI6c/nVAhzWcl9ZrfR3CB4WaMqw2ksOQRj2/PtWYz/ALpEK/6tyNytgnOMgn/OK6nWGtUtJkgVWYtskUSbcEAFevfFcnsKgdhnj8KmLvsN6I25tGQ24urQsqqctDO4JJ6hQR1JGDT7/UYbiOO6to54Li3IjRJEGznlgPy707w40c9obFl3lJRMqY+XjnIPQVv31vZzR7rmHcrsvP3csOmf5Um+4Jdji7iymitYbplzBNuww5AbJ+X8qmnaS7FiHmiZNohUqMGPpw3v+JrY1CzsbmzhjtrlLaVmyLY9GbOOV7H39Ksafpi2umrDqSRyR+bvXCZ2k+p9P89qaa3Jt0HWeii1SaGSR5IZVxIiYO7jORxV63WOKBYYImWNEyjEcdSCPWq88OpQ6jbvbSK9n8oeEgDYAvr39sVfEIF20zGTcyYJLnB/4D0qG2y0iBrZLsgzR8KMKc4zkc4p0ML2ymCFt0anjdkkfj35q0u0gkc9R9KOAOaVwIIZZRKYrhQMsQkq8LJ7exx/Kpw3Poe+Ka8aSptbpnPHBBqJYQlwrqXAKkNliRSsUifOQfWoXnVH27WZvQClMgZcRqWP6fnQrOQd5z3x6UAQiW5bBjjVQTj5/Spm55/AilUDORSnC/zoEMdI5Y3ikUMrDBDdCKhsY1gtVjTdtVjgMcleemamHf3qOzGxZEO7arnGeevPWmgJsAjgdKBgA5NLnpS9elAApBzjtQegxTT8pxShgeMZzQAEhTnrRnHI5B7GkZCTxRwOG60AQEHHWk6g4pe3qTR93g80gEHC80vJGBSZJ560gy2e2KQxxbBwRzSjoM00Dj/GgHJx6UBceMMeacMDjrSADnimgHBPT2piBgCfanctx6dvSmgZNLznOaAHDvgU3A6j6mnA4PT86ytYu9qmCMkN/Fj0ppXYPYp6leCeUoufLXoM9TVIZJOaQn58HmnEAHBNbpGbd9QyTijOevNNJ7g4IoBG0fzoAd94f1peAOelNAJYgGn98Y4+lAXDHPHFa+m6dnEtwF2/wL6+5p1hpoQia45b+FO341pKAOAMAVnOXRFRQ4DBx1HQClIoA4xnJpccA5rIuwmQAeM0ozj5qBwfWlwaLDG5NLnHTpS0gwVJpgL2yaCcDNKBnk9KQgZ55oAOpHHakAwST0pwIzQeKLAHQ8d6Qe1IT3p44pAJ1B9aRRwATuPqaU89OKBycUwEx09qB15NOIGKbjmkAEZHHWkJ/l+tL0JpRwcnpQIYAOGwCckgnt9DTwccDPP4Unal7UwsIQMHsfpzVKe3Wz0yWKxQwYQsgj67j3Ge9XepHtRtyMUITRxGmadJqmoBdTlnQnkFuS+Ooz2rsLa1trKHy7aJYlUc46n3Jqc84qvf5Om3mHCHyH+Y9vlPNU2nogXdmXNrjahdLYaRteWTgzv9wKByR3/Sqs/h/Vb2Ym71NXQcD5j/ACxVzwtpyWulQ3JjKXE6kknqq5IUD8Oa2hx06Utg31Obs/CNvHIr3c/m7eTGowp+p9K6OKJIoljiQKiAKq+gA7flSnj5gMHuaVFLEL3PFDk5DSsLtz05JGMH3ri7m00HTboQJLNdTKwXYQNmT2Y9ep5x2p2u65cX0osraOSARyEfKfndunX0/wAK1tD8OjT90t+scl0x+UAblQf1PvTjdaky10KqeDYFkBmuZM/8tFReN3cDPb0p14lvo1uLjSWTdC+24TP+uQ9z9MH8zW1qV3LZWpnht2uX3gbF6jPf3rndK0KPUrm8ub2CW3jmO+FN2CMk8H6cU9ZBoi1q3h+C/t1udOthBO3zGI4G8HrnGQDWJZ2BsNRLavZSSW8GTIiYbnHHcZrtLCFbezitXZiI027s8kfWqGkw6r9uuJNSWMRPyqqc4Ydh6cfrzQpdxNHPXnie/luG+zu1rb8BIlPQDj8KqNPca7qNutxMFdysasRkLk4AOB3P866+w0K0sry4uMCYynKiRQwTPWtJIIokAiijiHfaoXHPej3Y7D959Cho2nvp6vC8UKKPlV0yWl/2mqj4iv8AVYJZBZRSRW9sFaSdcZYkfyxx9a3xh1Xawx6g1j6ro11e+eseoGG3dvMMW0ntyOvtnHrmle71QWsist1c6rHp8Njcr9oCPLJKMgR9jj3wcdO5qmtpHHrjHUNQRZUGZUTI87vzwBg96r2V6dBC5hEs0qN5i54Xpt/HA5raWzbxHpsc9+qRBmDQmMc46HPseOKFdafiF9bnP65b3zCO+uFRbd38uJY3JEftz0zipdO8Oz3EIm3iCRwSgI9+uef8a6Kfw5pjQ+UqTRqeyv1+vrT7PTpLNFghu2eMDOZgWxxwBV3SQmm3qQ20aNDNZLcu8sTIjMYxhW9s+p/UVcNkJpCbpIZlACgkfMQOx49aS4kurciYW6TLGp3BZNhP4HrWHqHiyREaGGxkgmzgmRs4HsMfrUXe6Q0kamsaJa3djMtrbRR3ZwUkHHOR/MUyHTJPsFxbyafa2+9MBd7MpPqR9fxpdD1mDUoQjMVukUGRccHnqD+IrXOC3IDDoR9aXM7ajtroZtyi6VopKL81ug7cFhj+ZqncXvmaRHdsVtpLjymZof4UJOPTPerlhpZtrJoby4e6J4y+cbTzjn6VObeJreW38ncgG1Y8YBHOAvp7GnvuK9tjAl0x59XmSGaKaFY1KGfJ3IfoPXP5ir9tZXsWnLb36wubaUTJIpOMc5U8cfgKwtPuFtHmk85oLiPfi3lHy4GOM98j/PNaenhbrR5Ps89zdeU+6MkEOCRwDnOQPT3ptvYEN1sKFIIji81Q27u7AcDj2rETzZrdIVjAVXMmTwW9vyFW9FsEuI5Lu5LC1t2AkUDJ544Hbn+VXdc+yPDDY27sk3ncIOFycYyPfPFO3KtdwbvqN8Jo4vJJCn7ryymcdSSP8/jXRX0Bu7Xy0xu3Aj6g1FaWDWmmw2hf5o+rL3Oc1cCDeHX5WAxgdD9ambuwSsjkNcF1JNFcXFp5DwqsbEEZZieGq5Y6lIbGO1uon+y3A8pbjOSpJwc+2SK3Eezu55ImETzQ/KyOo3Y9vUVWuNJxJHPYNFDKmd0RTMb59ux96Lph7yIbOe6sEa1ul8022GeYE/vI2PDD6dPwrQMsyGMxRfabct98H5lBJ656j9aZC07TlLmOONduDGPmOe+G9D6fhVxUCRBMAYGOPpSDcaFEe4qu3eckA9T604gBMnqaABgd+KCe3UUirDYtyqQ4+bcfyzxTge57UvaoXadZCI4gw453YoQnoSkAKNuB64pjDHPWljdmzviKY6DdnmlxnOe3agBqAjrQPvYP/wCulwcfXpUN7MLe0eUq52DJCdce1AEu0DkgFfTpVaxjnjjkWeQSIG/dtn5tvPB/z0qfeJFDL0Iz0xQrckdBTAXBUgZzSr+tBxwcUHnkdKQCnHemnIGetO7j0ppIHApgIxMikAtGwPYfypSVz0PWmjjIpT93pmgCLHYcU1iOgoBI9/ekUYACnPvSAMZHpSjj8KUjIpOv+FIB3BPrRtHrzSAleKQkA/1pghxODmkBxk0cNmgDPyngUkAucZI707nGevamjP5ChnCIWf7o5NNPoBDdXK2sLOeTjgetc3JK0sru55ZiasX919qnJHCLwoqpgAnvWsY2Rm2LnJPalBwOlNJHHajqetWIcQcdfwo/h6ZpB1zyakiiklkCIu4+goGJGu4gAEn2re07TxbnzJcPLjoBwtPsbFbUB8bpSvJP8P0q6DjHGM1nKV9iooQc5pQMfjSEk4PvSg44rMsX+eaD7UgPag8EAUrjFU4Apcn86QUdR1xTAUnFAHp+dLn5eKBkgelACZ545pevtS9vamnnigAz1B7U4HjkUDA+lIcmgQuAVoHSgHHtS5yeKSGJg9KOnSjoMmg84NMQ1mwV9TSnOPrSHsOvpSjFIYnPTqBTjzx2NNJPQ8Up4AHrQAmMY5pw6YpCM4pAOuOlMA4HQ0uMc5zQCaXAHTkUCE3HOBTSueCAQexp/AwaTvg0BYCe/J7UDrxzQpxweaQdeOtIY8HnNRXcUk9nPDC4jlkTar4ztz3qQctQAaYGdomkRaTCckSXLf6yU8gjPQf57Vojk9Pwo2kk9aUdzjBpvUSQEfL646U3AyO3an5IYU08gGkFg5AweQacVGSM9Ka5JHJ6cilPGaAGsD0Bw3Y+lYl5pFxPewTahqCvbrICsMakE5I+Ukfh+dbTR7jndhSMEfjT1LZ3A8kU0DQYCnaOAOg6YpkoRoyJPudwDjP+TT9u4Y/OqOtzm30uVwGGBuBXtjn+lL0Aq2Wn/ZNeM4hXy545HjOSfKPHynPryfxxWuoCDaoAUDgDtQjiSFGAHzorce4BpxHzZFU2JKw0gMuM47e9UrU3drviugk8ccO4TJ95mB5yPUj0NXh6+tLGxXDZ+YGkNmHB4itrm1upQvlNACVSQ/M3HHFVoZLXxIbRJ7J2KxHzZhlRG2MAD16VL/wilol9FcQykxhyzQyLuDe3bitq2tobSIR2sYjjBJCj1/z+lNJR1JevQrW2j6dauHitsSDjcHOavKBnPTPWgUHPfik3cpKxnat50Tw3Ntvlmg3H7MvSVT6n2q1bTNKiPJHs3xo5HoSDkfhVgDBzj8qQ9QaNLA7jXRHTEiqR1yQM/nSxhVA2gbevAxnNBAKkdcjpQAAAF+lF+gWM/T9JSyvLidZndpjypXAHtx16/jUd9o0Et/DqKSm3kibzJcDO/BzkjPHStUcH0okXcjqRlWUgj2I5ouxWEXDICrBlYbgRQRhsdabBEsEKRxjCRjaB7U89RSGQz28U+wyoCyHKsOCMe/emLFNAsree06t8yo64x7AjrVk+uKB0xzii4FeeVjZtMEKSqu5VxyDkZBqxgHbnp1+lIEGSR3ox0HahgO7c0YoJ4pQcfSgBMYzjml3ZXFHY0h4HFACZx0+uKQnJzmjjJppwKAFJ4xSMdykHn2pDjGD0peo+p60xMYcYz2pwAwCKG5PT2oHAIXtQgHD0NNBwcUHkZHWkGSaAHZAHWkPTGKb36UpGO9ACN0zQBxyaG7/Sq0N5FNLJHHIGeM4YA8j60dQH4AANOxjAHSiipAMUKBRRTQCmmYB4oopDQuAAMUuO3tRRQhB6D3rL1mVxCIwflY80UVcdxS2MfoCaTpRRW6IFxyBQqgtzRRQCFByRW7pUCR23mKPmYck/WiiomCNLJDYoJ5xRRWJqOHJxQRkGiigYmMHikU/NiiikAuTuxTjwB70UUAC8tR/FjtiiimAAnGKGGACKKKBDsZAFIelFFAMaWJIFPz0oooQxDw1L2oopAJikxgcUUUAKRTen50UUAPHQUnQ/WiigBOj0Zw/HeiiqEJkkGnDk80UUhgeCaQcA0UUgFB4FKCeaKKYC9qcKKKBITo1NXnI96KKYwkA8tj7UZJUA92oooYhqncr57Nj8KfnCDHaiikBGzlXVh1JxReKsltKrqCpQ8fhRRQtwYsCiOzgC9BGo/SnZIzRRRLcI7Duq0wfeoooQPceFBI9xSZw2BRRQALyTSyfcJoooAFJ20naiimAUEAEYoopAHUk048KaKKAGEnpTsfJRRQCEBOcdqAecUUUxiMSCcUo/nRRS6gOxzSHhaKKAEJ5NKQKKKBDWFNycUUUAGMqPekJweKKKYMQknj3oxnFFFAhc8UA0UUAHc0mMg0UUDD+DNRLbxIxlSNVdx8xA60UVSM5H/9k=" alt="Основные области применения битумных разливщиков в дорожном строительстве"></p>
<p>Использование данных устройств подразумевает и ремонт старых дорожных покрытий. На этапе подготовки к реконструкции асфальтоукладчики наносят слои битума, что помогает восстановить изношенные части дороги и значительно увеличить их эксплуатационные качества.</p>
<p>В зимнее время асфальтоукладчики применяются для обработки заснеженных и обледенелых дорог. Специальные машины распределяют обогревающие битумные составы, которые эффективно препятствуют образованию гололеда за счет быстрого таяния снега и льда.</p>
<p>Прокладка дорожек в парковых зонах и на территориях придомовых участках также требует применения асфальтоукладчиков. Это обеспечивает качественное покрытие пешеходных дорожек, усиливая их прочность и продлевая срок службы.</p>
<p>Практика показывает, что использование асфальтоукладчиков для нанесения битумных покрытий не только существенно повышает скорость выполнения дорожных работ, но и способствует экономии материалов, за счет точности дозирования и равномерности распределения всех компонентов дорожной смеси по поверхности.</p>
<h2>Ключевые преимущества использования битумных разливщиков при укладке асфальта</h2>
<p>Машины для распределения асфальтобетонных смесей значительно повышают качество дорожного покрытия благодаря равномерному и точному нанесению материала. С их помощью достигается существенное увеличение срока службы дорожных настилов.</p>
<p>Экономия материалов становится возможной благодаря точной дозировке асфальта, минимизируя при этом его избыточное использование. Это влияет на сокращение общих затрат на материалы для дорожных работ.</p>
<p>Скорость укладки асфальта с использованием данных агрегатов значительно возрастает, что ускоряет строительные процессы и позволяет быстрее сдавать объекты в эксплуатацию. Это оптимизация времени способствует снижению оплаты труда и других операционных расходов.</p>
<p>Повышение безопасности рабочих на строительной площадке обусловлено автоматизацией процессов нанесения асфальтовых смесей, минимизируя человеческий фактор и риски связанные с ручным распределением асфальта.</p>
<p>Точное соблюдение технологических стандартов при нанесении слоев асфальта гарантирует высокое качество дорожного покрытия, его устойчивость к разрушению и деформации в различных климатических условиях.</p>
<p>Автоматизированные системы управления современных агрегатов для укладки асфальта позволяют контролировать различные параметры работы, что делает процесс укладки более предсказуемым и поддающимся корректировке в соответствии с потребностями конкретного дорожного проекта.</p>
<h2>Обзор ухода и технического обслуживания битумных разливщиков</h2>
<p>Для обеспечения долгосрочной эксплуатации асфальторазливочной техники рекомендуется проводить регулярную проверку и очистку всех её компонентов. Особое внимание следует уделить закупориванию распылительных насадок, которое может происходить из-за остатков битума. Для предотвращения этого явления следует использовать растворители или специальные очистители, но с обязательным соблюдением техники безопасности.</p>
<p>Систематическая замена масел и фильтров в гидравлической системе устройства способствует увеличению срока службы механизмов. Перед началом каждого сезона или после 500 часов работы рекомендуется полная замена масла, что помогает избежать износа деталей под воздействием старого масла, загрязненного частицами и примесями.</p>
<p>Проверка уровня и состояния антикоррозийного покрытия на внутренних поверхностях цистерны для асфальта осуществляется не реже одного раза в год. Это позволяет предотвратить коррозию металла и продлить срок эксплуатационной жизни оборудования.</p>
<p>Обязательно следует контролировать состояние шлангов и соединительной арматуры на предмет трещин или других повреждений. В случае обнаружения таких дефектов необходима незамедлительная замена элементов, что минимально повышает безопасность работы оборудования.</p>
<p>Для обеспечения равномерного распределения асфальта проверяйте регулярно равномерность и высоту подъема распыляющей балки. Адекватная калибровка обеспечивает эффективное и качественное покрытие дорожного полотна.</p>
<p>Завершая, не забывайте проведение ежедневных осмотров оборудования до начала работы и после её завершения, что помогает выявить и предотвратить возможные неисправности в ранних стадиях.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Дорожные фрезы &#8212; когда они необходимы</title>
		<link>https://aktaustroi.kz/dorozhnie-frezi-kogda-oni-neobxodimi/</link>
					<comments>https://aktaustroi.kz/dorozhnie-frezi-kogda-oni-neobxodimi/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:16:08 +0000</pubDate>
				<category><![CDATA[Техника для дорожного строительства]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/dorozhnie-frezi-kogda-oni-neobxodimi/</guid>

					<description><![CDATA[Асфальтофрезеры представляют собой специализированное оборудование, применяемое для удаления верхних слоев асфальта на дорогах. Этот инструмент актуален для подготовки дорожного покрытия к ремонтным и реставрационным работам, устраняя изношенный или поврежденный асфальт без повреждения основания дороги. Обширное применение этой техники наблюдается в проектах, где требуется быстрая и точная подготовка поверхности для последующего настила нового асфальта. Особенно эффективны[...]]]></description>
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
zdN1nk/76o2UBKVxiCSU9ZHP/AAI0oZj1JP40oWl20AW9O6XH/XI0ulD98tFgPkuT/wBMzS6X/rRVrYlh4gx5kP0NVYuNIvP+uZq14g/1sP8Aumqsef7HvOePLP8AOtHuhLYybQ4t+vep+1V7THkD61PTYhw6Yo70DpSjrSAUVajx9hl/31qqOtWkx9glLMFAYdaQzJMrzqGc5I4H0pcjoahjzt6jqafuOeRUMoGwetbWjy214BbTxJ5qjhhxuH+NYRbmnQytDcpKhwVORSA19Wt4YHcRlgFXoOecVQhkcwpucnjPNT3lz9qE8w6MwwPwqtAMQp9KtarUV7MJreKeMRuuVByPY1RfSCH3RT47YIrUoxRboPmd+bqM0eM2FnLFIwLM+5MdBVwS7m3N948mq4+lLjnpWNWiqnU1p1nDoWrVy15EP9rNYWqqZdQBVmV9+4n+6M4rWhmaCZJF529jVPUVtEjlnFy6zM4Kh16nPSs403TaNvaqaenQ1g93bPtZftEQ+66nEi+xHeqL+IoQ8kbpLA6ryHXk+gHvWW2qapJGJBdKmegCCql1dahcRsLiRZlHXpmu1pdDgTfU66GZjGrTBUBAwN2SM+tTEqvDEA+5rhbZFkGQ8iMrBiCehrTl1hJIXt7yOPH8DIeRVc7iu4uRSfYteKbyWCzg+zTlCzkMUb26VgW2p3qzBlupSwH8TZH5VdtrKG51K2gLiaJ3O7a3UYrY0nR7UWETSwBn3l/m5PU4H0p3cthWUdzWgLPbxO33mQE/Wn4pQMdOgo5rRGQhoApcUtIBuKXFLjvRQAlLiiloATFGKXFFACYopcUoGKAExRjmlA4pfwouAlFLijFFwExzRS+1LigBtLilxRigYmKKWjFFwsJRindqB1pXGNxS4paXFO4rDMClwaXHtRjmi4DaUUuDRj1piG8d6MUuPSjFACfUUDFLRj2oAKCKXHvRRcBKKWgUAIBS0YpcUAJj2pKdj1pKAEoxSmj60AHeprbIkOD2qKprcfOfpQxx3KBHNHenEUmKZI3FJinEUYoASgDNLT4wDIoPTNA0XNMGBJ+FX6RVCjAGKKwbvqbrQyb7VJYbzyotu1PvAjlqk1oPPpP7pGYsVOAMmo73SpJ73zUK7WOST1X1rTykMahmCqOMmp1uVoc1YWlwso3W7gY7rWibOU9IzWl9qg/56r+dIby3H/LUVHKu47szPsM5/wCWf60v9nXB/hX86vm/th/y0/SkOo2/95vyo5Y9wuyj/Zk567R+NOGlS93QVaOpwejH8KadVh7I5otELsgGkP3lX8qcNI9Zf0p51ZO0TfnTTqw7Qn86VoBqKNITvK35U4aTD3dzUR1Zu0Q/OkOqydo1p+4GpYNnHbW8zIWJKEcmqWl/64VYjvJLiC4DhQFTPFV9L/14o0toHqN8Q/62H/dNVoyf7FvPTy/61Z8Qf6+H/dNVVY/2FeD/AGf61T3QuhlWnEH41PjiobQYtx9anA4psQo6UqilXoKUCkAgHNWFOLF/+ug/lUIqcAfYJCWAAcHmgZhRkFSR708MO9RoGVfmUj8KTdzUFDmyeBge9IQAeKCwxQnL0AWotv2CXeCeeMeuKdCP3SfSkxtsn/3v6U+EARLj0qo7EvceBS9aXrSjrTAo6uzJZZVipDDkcVTsLmdkYtM5weOf/rVp3efKIHrVJdo6bQfbAP8ASqcvdsVCN3cu2sjS7tzbsfT+lRalbLPbMSPmXkGpLTO1qnZQylT0NR0CWj0MBGzBGAQeOeaQsFibLDnPeo9Ts/sxRI/kGTyT1rOfcr7d+/jtWiMyxLMwK+V1dAuajaUKApGCO2AKS3QNKgkI5PRjitKLQbmaJpGaHYoyT5q8UNpDsQ6RG13qUVvFI0LM2fNQ/MOOcV0dzqqwXX9n28yxLAArSuu8k+gH9a53SY7u21SFrWIPNkhc9DWzYWFtcxrdX0pkcs37qIY785NPmsTy3NJF1UAyfaIJUAyq+XjePr2rQglW4gSaP7rjIqtJfbVOyJURV4GfaoNIukTSbcMpzjt7nrTUkTymnilxRFPaPjdMV9QVxUkfkzE+RMrgcUc6FyMjxxRjipzbOOflP41HsJ6DP0p8yFZjMUY7U4jHUUd6YWG0Yp1FFwEAzQBTqMUXEJiilpRigY2jFOpKAExS0vSjFK4CYpcUUtACYoxTgKcI2boDRcLMjxRjmpxC3fAp4tvU1LkiuVlbFGDVwW6jqKkWNR2pc4+UohWPG00NG6rkqQK0BgdqDgjB6Uc4cpm4oxU0sJVvl5B6Vn3upWunyRx3LlXk6ADP51akmTZlrHtSY5pcgsVDDd1xnmlwaZI3HPPNGKdRQMaBRjmnYoxQIbijFOx7UY4oASilA9KKYCUlOpOaAG0tFLxQIQCprf75+lRYqW3++fpSKW5TIpMU4j1pMVRImKAOaXFGKLgJinxD94v1puKfF/rV+tJ7FLc2KztT1WLTwAyNI5GSq9h6mtHtWFr0GoXUiQW0ebdx8zKQDn39qxei0Ommk5JS2JbvXorfy9sLyBgCxH8GegPvUWtXSXVhMkB+aGROffris2+mnS8itIo8xQOiO5HDv6tVu9t7iC1vGuQgMs6lWTowxWfM2azhCMUxttJ58IfG09CPQ1N3xjmqunYMm31HNX2jwagyIdvem7am20nHqKAIylJs9qm47kfnSZXPUUDItntRt9qlynqKTK/3hSAj28c0AU8svrmjcvv+RoAnthiC5/3KNMH74UtuR9nuSM/c9MUml/64Va2J6kfiD/Xxf7tVeRoV5/uj+dWvEH/HxF/u/wBarNgeH7v1wP51b3QuhmWg/wBHU/WpgMc1Ha/8e6VL9aYhrzRRFVkkVWboCetSiuY1ncdSk3dsY+ldBYOz2EDOfmK96bVgJ6ScobKSNnZCWBBXrS0GpGUVhfOE1Fv+BoDT/IuyPle1mHupFW9oc4wOfUVSnaKJtrIDyeVB/pQA1obnPNjG/wD1zkH9ajx5Zy9ncx/Qbh+lTwskh2xPIrYzgMf61IEnXpPJ+Kg0tA1KxuYmtnjUPnr8ykYqzGP3a4OeKSRpNhDyBgeuUNSIU24Uj6CmtAHlWC7guR064puSBko35VN1iX/eNMY4oAiEilsbsN6HinEBuoB+opGyzIPRs08c0ANVVT7qBc9cClJwaDSUCM/XVU2QcqCwYAGsEH6VqazdyFXt3hIAcFWB6isgPtGdpHHXFUtgJXt7gPbkQ7mlGUUckir1tp+pXIcJaMoTliwwB+dbUU8M2teH1hVhsiwdyFe3611GtB/7JuTFJ5bBCc1N2VY8++w3dqlpezLsWYnbz6DritPRyDpkXPPOfzqzf5j0TR1lk3uASc+m01z+nSy2VzCXVljl6g9CD3pha50Ny220lb0Rv5U2yTbZQL6Riql7dH7LcKcYKkKRWhENsMY9FA/Sggdim7fn3Dr3p9JSAeski9HYfjT0upY8bcEA55FRDmjvSsMvDU5APmQH6U2bUpWiYQxRh/4S/SqeOaXpQBPbX1x5qi6t08s8F43yR+FaQUFCxBGO2QTWMeuansBi7jAP4U22FkaAyQOMfWlxxT5WWIBmUsM4wOtUYtTt5ZfLO+N84G4VUZ33IcbbFvFLinmJxxjP0puDnhSxHpVcyFZidqMUuHz8yBR7uM0yOVJSQjAkdR3FHMmHK0LjNLipEiZ/ujj1qzHAi9fmPvRcEiosTN2GPU1MkMY+84J9AanMUZ6oDShEHRQPwqLtlqKQwRp2UU8LTqp32p2lgB9pmCEnAAGTU27jLeAKjnuYbdN00ioP9o4rH1zU5odJuprGRfOt3CuSM4/zmuO0nWfL1dbvVGe4UAgFudp9cUatXQz0GLUYLgxm3lSRJCVBB7jrXL3/AI0lSV4YLcblYrlj3rShMEk+nXVpEY45Zy5X03KQT+lchqFlMdZvAttNKiysMxqevaha7ja7HZ/8TOCLz7i4jmjeFmeNRjacZGD6VjeJtTuoI7CS3mdFnh3EA96TRrLUbN5BfpKVlQIgzu2/4cVo6tocV9bWcRmdEtlK5C5LCp0T1DoczpmsXx1a18y6kZDKoYE8EE1reKtIuZrz7Rax+YET94FPTHf61IdJtNLtGuoYneVXUK7fMRz2FRXGsIry2twJi0vG9GwRmhy1vFDS01MiOKWC9ikmu3SPIzIjfMB6U9NcuLXU2lFw9zF0+c4yP8ahu7lJpYIzAkMUZAZVbIPv9afrFpExe7tARDkAcfe+laRbvqRJI6EeJrVEiJy5kPIH8NbsbB41b1Ga8vhmME6Pt5Q5wa7vRNci1QtGEKSqMkdsfWtUZtGvjNFL26UlBIfSilxRigBKTFOxRQA3FNkbYhbaWx2FSYoxzQBAZOCVRycelIJSSV8ptwAOKnqEf8fr9/kFRJtW1KilqKrSYGYue/Iqe2ySSy4OOmc03pUkH3j9KsS3KZGKTFOJpCKdybCCilo4xigYhp8P+uT60ypIBmZPrSb0GjWqC8uFtbSWduiKTU/asnUz9rvrawH3c+bL9B0FZt2VzenHmlrsRQacZdEdJP8AXzfvSfRuoqzZGLVNMj+0LuI4dT2YVfArEvDLpSTywkhJJ1bj0I5rJaGjnzp39TUj0+0ibKQqDT/skBOfLH51lfbJ2UMJiQeQaYbq4P8Ay2anzR7GdmbH2S3/AOeS0v2WAf8ALFPyrGNxcH/lq/500zzn/lq/50cy7BZm4LeEf8sk/Kl8iIf8sk/75FYPnTE/61/zpPMl/wCejfnRzrsFjoPLjH8C/lS7UHZa53c/d2/Omkt3Y/nRz+Qcp0eUHdaN6D+Jfzrm+T3P50oHuaOcOU3rpla0l2sD8vaqGm484VHaDFrdH/Zp+mcyii90FrEPiA/6TF/uf1qq5/4p+7/D+dWtf5uox/sVWmGPDtye+QP1q38SJ6GfagfZkz6VPUVsP9HT6U6WWOFd0rqoPAJNILEdzYW926vMmWXuDjPtVhQFAVQAAMAU3zEAU71w3Q5607vQMKSikoEPT/WL9apzZ88H0z/Orcf+sX61mWxgM6CFnZiH3l/XNS9ikaMPIc+wp3SkhBEbj6UNRHYGBPvUIGZWbOflx+tPPpTV++30FMROP9UPrTW6mqWrNt0+MtuwZhkKcEj61bTBiUr0xxTAik5ZAD/FUygAVE3EiZ/vVOACaAGyEA470ztUpjLuSoJH0pChHGKBGbrcaGyVmwG8wAHv3rKmso47RiZf3pbCqDnitjW2CWceVz+9HB+hrJl4J57Uua2h0U6SlByfQ6q7jEevaABwEix+lbmsASWLQnOJODj0HJ/lWLesraxorD+4tbV+cyqp6LE7fpii+hk+hymrxltH06cucAFfr8prEjMs9xDHKxwmNoP8OK6HxCceGdNx6gfoaoXlgwkFzG6rgLlSO+KENNJu5TvJuHh8tiDjLjoMmtS3vYjcfZQXJB2qxHBI7ZrKuoGMnnAnG5FC54PPer2y5OI/s/yRyNIHDdfQVo7GJoC5g8tn81QittYk8A+lOEsbAFJEIPQhutYyLLBE8dxDlco7BRu3c8/jUqW9vcCNxAVja4IUEEYGP8aVkM1/1oAwaw4tmJv3gTL7WZZDuA3dx2rWswog2pMZlDEBic/hmk1YCdjjigHNZ0l1L/aZhWdcFwoiK84x1zUlteNIkrSBQIcqf9ph1xRYC9TJb1dOjN2yFxH1UHGc1Tj1F2iDC3EjEniN8jAGSakiuba7mW3uIXMMjAEnoe9JpjNy3uk1LT47qBWUMcqH68U14FmO94g7g9Q2CDVwQpBAsMKBI0GFUdAKYU53KcN/P60lFPUG2iKNQiASNISOpbPNTqwK7VIx6Um8AZf5cdc9PzqjqGrafYwCWWRZmPCpHyT+PamkkLVl77OkgKeWGB4IxUi6bAoB8tVYDAK8YHpXIP4q1K6cQ6fAkIb7uBuP5muj0KPWSTNqdxGUI+WNQCfqSKdhpGmikfKHII7HmnjeOu0/pSsuTkdR3pVYH6jqKVgDdjqCKY88UaM7uqqoySTjFZWqeILW0nS0hkEl3IwUKvIUnuxrn/FOn6uZopJboSwnuo2JF7mi47Gt/wAJENR1H7HYZWBeZrkj7o9vr0zUCarYadeNYPBNKLmTPmynJYHjv2rI0Oe6m1KCCzDSW0Zw8jJnJ/vH+ldTPo8F9PBPqCiSWHIXYcKecgml11GB0pnOopkCG6jVQD2YDGf5Vi2ng2zjlxc3bTkDlFG3n610N9JHa2EhknCZB2s7Yye1ZdrZ30U3nR3kJmK7WjYEhAfp3pXew9LXZqWFitnGscLMURdqhv4RVe71fT7Iss11GrZ+ZV5Ofw70yHTrhruKe61KaRkcEIgCp+VRX/hrTry5MhiaN9xZ/LP38+tPlJ5jNuPGFqp22tvJKT/E52itZ5G1KDFrcNCeCZlXI+gzUF14a0maRWaLySoxtjbGfqK0oYoLeMJbxYGAMAYFHKhXKNvo7xQzo1/cS+YQxZsZXHpUb6FatP53mSrJjbuBGa1wzbSNoUHrikquVdieZmVDomn2/KWylv7z/MafLYwuuHHyg5C9Bn6VfIprD5aok4TxBClpePsVGMo+bI5X6VR0jUH029EyorA8EN0xXZ6rYxXOGMYdl5K4zu9q43UrFrOXmNlRydobqPY0JlHcaJqY1FZtvKxtgN9a1a4bwvqotrg2zxrslHBHBJ9K7leAP5elMloO9FKaKLgJ3oo70uKYhKKKWgBKrqc38g9EFWKrp/x/y/7gqJboqPUn71JD94/SmYqSH7x+lWIpE80mfWg0negQtFFJRcBafBzMn1qOnxYMqD3pNlI1+1Y01zaaVqE8t1KfMnwV+XOFHatO6ZltZGQ4YLwa5u7h1G4lQ5Mqgd0BxWUzam0nrsaX/CR6Z/z1b/vk1X1O+g1DTQ9uxZVlAORjtVA2moA8RH/v0KvwWFzcaYY5P3biXdyuMjHtUq9y5ezt7qdyrYE7fL6jt/hVsrUtppE0TBmkX6YqZ9Pumb5ZIQPdTS5WRcp7RRtqz/Zt3u5mhx7KaRtMvf4biAD3jP8AjRysLorbKMVY/sy//wCfqD/v0f8AGgaVe5+a7ix7Rf8A16OWQXRWIxSbeas/2Tff8/sQH/XH/wCvQNIvP+f9P+/I/wAaOVhdFbFLirH9j3f/AEEB/wB+RQdGugMjUCT/ANchRysLoW3H+iXX+7TtL/1lLHaS2tncmW4Mu5ePlAx+VJpRzJVLYXUg14/6VH/uf1qtNg+HrgAc7l/nU+v/APH2v+5TrVA2jTnaDgFvm6ZA4qnuhdDMt0It047Vj6+0ImVGDNNs4BbCqPX3NTpreqooGyycD6UkuqXdwVNxpNlPt6HPT9adgWjM2dB5MIklbeVGxM8Rj1P1pLid2vVK3DOqEKrr6CtCa8SeXzLjQI2c9WVyKb9ssvtYuX0SZXBzhXO0n1xRys09ormyR39qbiq3/CQ2ZJ36fdLR/b2lHho7pP8AgINHKzItoPnX61Re3C3SvEAjjceOh+tTLrejnkTyqRyNyVXfUdPldWW6C7c8HvUtO2w09S3aXCzJcDaUaNgpB5pxPNU7e4s45ZXF3GfNxuGcdKtrLasOLmP/AL6pLQGHemgHzT6bf61MqxEfLMh/4FTkti8vyMG+Xnn3p3AaQphCsAee4pp4HHA7VPJC0a4kwD25qs5HqPzouBE/MiY/vVZWoQhLx4/vVZ2MD0NK4FyRmTSomQ7SZDnHeqhuZgP9Zn6irVwCNJgB4y5rPpgZ3iKZ5LeAPt/1o6DFZc/Uhm2g8Fj2FRa6zDVJAScYGOfaqBkdhguT9TT5OptCtywcWtzsrzVNNXU9OMN0rw26qpYZ4wea34dSs9Su5Psk4lCQHcR2ya8uQAnB6V1XhJRHb6nJGcN5IUc9zQ42Rle5f8SKo8O6duOFEq5PoKq3d7ZyqscFyHOehUip/EPPhWyTOWV1BA/GuXiJ8+M8/fHb3oXcHbqdDNaYW2RmTMlwvBNXvszxybFKsrdMMKq3vzXNmP8ApoT+lWCodSP19KZJI1pOPmWNtw9O4pAjsN21iPpSROxHUhhweaDNJCQwkYKeDz096QDDbxsGDQr83ByvWnxxLGgSNAijoB0qcXEw/wCWh/HmnfaZMc7D9VFICm9rEzliMMWD7h1zis3S447pJxIvCnAH8j9a3TcZ5MMZ/D
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" alt="Дорожные фрезы: когда они необходимы" title="Дорожные фрезы - когда они необходимы" /></p>
<p>Асфальтофрезеры представляют собой специализированное оборудование, применяемое для удаления верхних слоев асфальта на дорогах. Этот инструмент актуален для подготовки дорожного покрытия к ремонтным и реставрационным работам, устраняя изношенный или поврежденный асфальт без повреждения основания дороги.</p>
<p>Обширное применение этой техники наблюдается в проектах, где требуется быстрая и точная подготовка поверхности для последующего настила нового асфальта. Особенно эффективны асфальтофрезеры на участках с дорожным покрытием, истощенным до состояния, не подлежащего восстановлению традиционным способом ремонта.</p>
<p>Преимуществом использования асфальтофрезерования является их способность к максимально аккуратному удалению старого слоя, что минимизирует объем отходов и снижает общую стоимость работ за счет экономии на материалах. Благодаря технологии точного фрезерования, <strong>вырезаемый материал может быть использован</strong> в качестве вторичного сырья для производства нового асфальта.</p>
<p>Использование данной техники особенно актуально для обновления асфальта на загруженных автотрассах, где важно минимальное воздействие на дорожное движение. <em>Сокращение времени на дорожные работы</em> при использовании этого оборудования уменьшает неудобства для транспортных потоков и снижает риски для дорожных условий.</p>
<p>В зависимости от замысла проекта и состояния покрытия выбор конкретного типа и мощности асфальтофрезера становится ключевым для оптимизации рабочего процесса. Так, для широких магистралей применяются машины большой мощности, в то время как для узких городских улиц или сложных участков дороги подойдут более компактные модели.</p>
<h2>Критерии выбора дорожной фрезы для работы на узких улицах</h2>
<p><img decoding="async" 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0szbrZkx9KzqJu1u514WcIqop9UamklrvTdTtABv+yhkCjklDkfU0zVh5unlumQDz2zU3hdZYNWjeSGRY5I2G4qcEEZ6/hVnU7MzW90YCrRKcZ3dMnjNX1ORmJHcubmQhdshRcg/wB5RzXW2+ox3M0XlttR4/ut1LDuK5nVrPyjDctnLKI5NvTcO/4j+VWpXWwNpLChbGGxnr2P6Gk1dBfU7i0YAAjoTg/0q5XOW2rhEIaE4YDBB/Wry69bn70Ug/I1mWW7ne7uvlnCqGVuxI7VzGum5XXLWaONmEkA+QYy21s5X3Gf51vnU4bnEcBYOc9RjHGf6VQ1K1uJ4IZYMGW3fzImPQeqn2IpgQLryfY2WSxuuvLeScZ9MnpXKXANy242+5QrHyy+zBPQ5HpXVyajdTWzRHRZeBubMibc+ua4y/MsjxBspn7w7VUSWaLRPDCAwBSQCVGHTB6/jmt6xl32imuYa4keT59ilfkYIu1cZwMD24rTivHj8M3EsTbJ4RgN6cgU5bAi1qGtWthL5UjO8v8AcjGSPrWRfeJ/31u1vbMHhfeRN0PBHQfWqOnOHka4dvOmc/MT2Jqa9ti8O3bv4yrdCD+NLl0C+p3lxeMdDvbhwi7bQ4CjA5H/ANeuM8GpnWM/3Yj/AEre1WYx+E7vH8Uar+ZFZHgpM388nYIF/P8A/VSQ2egkYt+OoGR+FebajezaxrJuZSkKowh+XjAzgn9TXpY/1YB9K4G10LfLK4ukdWk3GPccHBPDcUIbOgv1C6bMqjCiPAHtV6LlFx6CqUaXnRpImHuDWVqk0gvZIUkdVUBSoOBmnuSdJc6zZWS4eTfIB9yPk/8A1qyLjxjPEGdLWEIOm9jWGV2rwAT7nArn9Rug8m1ZfMI7gYUfT/GnZIE2zppPiNqCtgWVr+bf41WufiBqlxbyRfZrVA6kZCsSP1rmYo49wactsz0X7xq/Fp0kmC8bZP3IhyQPela5TdgTUNQvJGdpAM9X2jNMfVtQt0mtjcEiTAJIyQAc8HtTJb0QxmOHlu7dh9KzySzZPJNDBHV6Fetqu+C4djcKNwbP3x/iK3INLRYizjJ6c1x/htzba5aOxwrPsP0PFejSDEJHvUsRY0clbUwEkiI4XP8Ad9Kv1maa225K/wB5a1KQwooooGFFFMkkSKNpJGCogLMT2AoAp6rrFlpESveOwL/dRF3M34elc7d+P7aPb9n0+aQkZHmOF/QZrH1G5bUNRmvGY/OcKpPCqOgqKRdml3c4A3xldpx0znNXyk3NZPGWp3A3R2trAp7nc5/nT18Q6o+7dcKuFJ+SEVU0awjvNNFxO8hkz2bAxVfXkOn2jvbOyMzqnXPylTn+Qp6E6tla88U6u8SMuoTIW9AFGKzZNa1WX7+pXLf9tiKz2Zm+8ScetJikWTS3U8nMs0r/AO9ITWr5UVxosLxEZi4cd+etYmKsWbBJlZhlQQSKaEzf8P3AaOS2bqp3L9O9a0paOHzNjPk4Cr1NEFjFf6sslnCVfaq7hwGOPmOPSuri8P2SKPMDyN3JbGad7EWuZXhnR97m/ugGc8KO3HQD2H866qkRFjQIihVUYAHanVLdzRKwUUUUhhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUlFAC0UlFAC0UlFAC0UlFAC0UlLQAUUUUAFFFFABRRRQAlLSUtABRRRQAUUUUAZXiF47bR7u4EamXy9qnHJY8D+deUuU3tsUoueFJyR+NeleN9n/AAj7eYxCeamcdetecQQxTSMrXcNuAfl84HkfUVS0JerI8jHWrEfzW8YBHLt1PsKlGi3Mg/cXNlP/ALk4z+tOfSNVjhRTZyMAxPyYYDp6U+ZCsyCQ7SE444/z+dQl+2KfcD97nAHzkZ7mmDmqJIpj8n4j+dLsYrkDipDEkh+aQRqOS2M4x7VuX3hm4s7e3AuY5nuSBEoXaMkjqT9aQzHdYraWNre4aUbPnbaUwT1A9RSDDL1HNLf2k9jcy2tymyWMjI6jpng0LBLKFaJQ3yknnp9aBGxY+Ibm1t4oDHGyIAvOc4rSt7s31lfDygmYCw98c1yalh97g+mK2vDsjNqaxZOyVGQ+nIpWQXZavUFzpUq/3kyP51ThP2rR4n2F5I8rgdQelXbL57BUbrtKn+VUNIbynKH7kxKfRx/iP5UAbWl3Iawt/NO19gBB9RWxb3Ns0agsh+bPTNc7aR7I5YCxO1sfgQKlkeK1tVdpR8pCYJ+bp1NTyj5joYhafaLh8RA7htbH+yOlMz/oQwM5bH6VysRnivRMJisIbJhXo31z3qheNfKzldRuFR2zsU4Ao5GPmR0+q5FlJx7VxepSZvRFjsDTf33nLvup5P8Afcmr8dmrxLPKAxkDYJ68cVSVhNlK4BPzD/lomfx//XWpo8MF/HPbXDssUwWT5W259s/Wq99ZtZeUjOkgHz5A7H2+oqhdRqbXcoysUnH+6ecfrQ9UCOguNL0y0ixauvnMwUfvAxHviq5s3KndcH8EFZmkxp9rDHaCBxmtzjA6U0rIlvUq6nfpJ4dWBZCZJihCY/hB9af4KZUu5VkLKDjJABxngZrF1eEQ3O0Y2l2YY4AyF4/Cuh8P3EI8PpBFOsdz55Yj+LB6VBodrI8KBQ1yq7jtXpyfSuf1a6SzeWzi3ltgw+funrVuPUfIjiiaWR3hUyzHZ99fTNYOrXDXuopfIhS1uY8xZIySpwc0JCbIjdXB6zy/99GoZZlRWklfAHJZjUd3cx2sXmSZx0AA6msC4uZ7+YLg4z8sa/561T0ElckvtTlucxodkWe3VvrUEMIKqU/ezOcLGByPc0tpaS3cvlxL9Sei/Wuggt7XSbcyM3P8Tnq3sKW5TdiOw0xLUfaLplaUDOT91KVrrz4rl7YqQccE/Mcd8dh0rG1HU5b1toykIPCevualtrqS2jdrdFaSTCgkcimmTZ9StfQlbkYGCwzt9KdHCsa7m7dSe1WFCwAy3JLyAlj7k1CQL1eG2nkgds+lFh3IGuSsqtHxsYMD64r1RZBPaJKvSQK4/EZry2SymhhjkmQp5v8Aq1I5b3r0XRT/AMSW3j3bmiGwn6VDKL1udk8bdg1bNYnIFbKtuUMO4zUgOooooGFOSJZVYSKGQ8FSMg0yrKDCgCmgKj6Rp0n37KA/8AArm/GenWlloTm1gWLe43be+K7GuZ8eAnRAM9XqkJmJ4fAXRA2f4qo+K+bAkf8APaP/ANBar+hBToeO+6s3Wlub6O7t4IHlME0XEaljgoeTTJW5ypFJirEtpcxH95bTJj+9GRUB468UihMVveGNDm1czyRDIgK5GcZzn/CsLI9a9I+GUBTSbqYjHmTYB9cD/wCvQG50mk6athBzgzP94jt7D2q/RS0h7BRRRQAUUUUAFFFJQAtFJRQAtFJRQAtJRmkzQAtFJmjNAC0ZpuaM0AOopuaM0AOpM0maM0ALmjNJS0ALmikpaACiiigApaKKACiiigAooooAKKKKAEpaSloAKKKKACiiigDmvH//ACLh95k/rXmhAz6/WvSvH/8AyLv/AG2T+teamrWxEtyNokPbFKr3Fu4MNxIuMH5HIp1IaLAmWbtwCrQKxckl93QemKiSQEnqPrUzD5j9aib71MkSUkxu2ecAVpHUL24spDPdyyGEL5ZLfc57flWZLzbsPTmpkcraSL/z0wPpg5oAWWSWdBJK7yO3VmOT+Jpm4oEww3LyMiliJ+8TkMcVHMcuSaAHYJK7n69ea2NGm8m8iYdAwNYNwMw59qsabM8MAbaTg8e9HkO3U6m2+SW5j/uTuB9M5/rWbChMt3bg4bfuQ+jA5BqLUL2WHUW8psLOiyfjtH+FRWbtJeEu2C3OaSE0bNvOJJVlxt82IFh6MD0/X9Ki1FTJExUEjeozjIqNpxHdmOSTCmPflumc+tEIxol1uJCnUEGR/ummKw+3fZeETATRrh9p4yCTxVXUWDMSFCgkkKO3tWhcGXfDHLCsYSAbSBguCTyazL05cCmgGw2SSqHJYNVuOFo1C7sgDAp9oo2oDgD36VJKY2upzbkmDd+7J+nOPbOcUAZepbjn5jyOeeuKrWiCS1nhPJZc/iP/ANYq5fY3AeoqlZErdAep/wDrGgZBanLpnrXQfwisJU8q/dP9rI/Gt0dBSQM53VZpDeyIW+VD8o9K6TQrRbeNjghnRN/PXvXMahiTU5gOcuFrt7VNslxxgBlA/AVJT2Hyk+bc/wDXof51gHIvIAM4KOAPyNb8uTJc8cfZDg/jXOXkywPC5PzAtj8qaEW5UMsEsSOiMQVJfovrmuetLFpX3M+yENjzB3+lXbeOfU7triVup+Y/4VpPKsV8BGu/ZCwcYBAB/qaAvbQZcy2+jQeWU2sOkf8AET6mubvLyW8l3yt9FHRav6un2i3jvlTaclJOcnPb+VVtP06W8k4GFHVj0FJ3eg1ZakNrayXMgVFJzWo8a6eyx/Kz7c+v/wCqp7u7g0iHyLYBpyOT6fX/AArBZ5JpS7MWdupo2DViy3MkzMWwS36Ve0G1e51DCIHVELvuOBgf1qpbI5lCwgMx45Ga6WHRb+FILiC5gieQY+VCG91x0NIpmXPZ6nqN8YkjmmMXQscYHbrXYeHLO6srBotQXa7SbgA4bjA9Kq2FpLDuad9zscmti1H7o/71S2IlI59a07Q5tk+mKza0rT/j2X8aQyUjJB9KWiigZDd2a6hZT2ju8ayoVLIeRWL4Ruru3u73RLyTzjZY8uT/AGfTr9OO1dNEAq5J61xerm40Hxmuo20X2pL1AkkEZBf8B+AOfrVIDt65rxwc6bCg6tIf5VjeMNXuZXtREs1oAhfbJ8rEk47HpXNTaleTRql0puEU5G5ycVSRLZ0uhEDRv+B10GgxrFdTykqokVQOeuK4jTpbxtPZ4LOQWat87jlQfr261ZljE6hZVVgDkA5ODRa5N7HpmQR6iopLW3l/1kET/wC8gNcf4XkaDVUjTGyRSpHpxn+ldVfarY6cyLeXCwl/uhs80mrFp3I59D0q4x5unWrYGOYhVu3t4bWFYbeJIo04VEGAKqR65pUv3NQt/wAZAP51Qk8W6cLpYoS8yk4Mi8KPpnqKVgub1LTVYMAQQQehHelzQMKKTNJuFADqKYWpC4oAkzSZqPeKTzKAJc0ZqHfRvoAl3Um6ot9JuoAm3Um6os0ZNAEm6jdTKKAHbqM0mKUCgBc0tAFLigApcUYpcUAGKMUtFABRS0UAJS0UUAFFFFABRRRQAUUUUAFFFFACUtJS0AFFFFABRRRQBzvjqJpfDrBBkrKhx684/rXm89ndW5PnWs6fWM16H4+nePQ1jUDEsoBz7c8flXAxalfQECC+nXsF35H5GqV7aEvco+Yucd6MiuiMmuiBpb3TUmiHVri2C/rxV2XQbgorz+G0YMM7rS4wfypXYWOZYncabtyeuPrSyNGGILDduOeelLEyOTjG0D5jV3JSbdkRzDbEykjNOz+4x75q7Np10mni/khMcLOETcMFuM5Ht71SUMzBSOW4/GsfaM71hYPW+gkDq6kKc4PpTip3tuwfTimRRS21zJDKgRhjip2GSDntWyOB6MTy1ZdpHFS2VmXnjghcqXJIJ7YBNNXrUsLRxy7pUkZdpwY8ZByPX2/nUVb8jtuVTtzK5LdWz3D2LKMEoVOe204I/Wlntfsk8O5shhzirF3fQNawPAkn7hyWLADIYf4iqdxdm4kR2yEBohK8U2OcJKXKkW76XASFefMaPC7evP8Ae7VbUq+l3I4YHUl/H5TVQXlqkgczZ3IFChTnAqS3f/iTTuoz/wATBCB6/Iaozs1owuZHacszs21EXk/w7jxWdqRxewnsGxWnqEccTOFnWTdbqxx/CcnisrUcyOsiAnlWGKYka8XCCnFh61JEst6rMrIHEeRkYBwKxp7liQwyARnFMLD70hpOv0qgHIcnO0gcH36095mY5PNRH5s570DRZuiv2yCUEfvAK10YHHNYV0wa2s5+MoGhY/7vI/Q/pSvJMsRcygDGeKSYNFeyQ3OrQr/fmyfzzXdWwybg56yf0ridEljg1OKWVtqICSfwrrre8hNu8gJZGkOCAakplG2Zj4g1mMs2wWxwM8D7tczeyu90+45wcD6V1800G6WaGHEjxsrnGC+Rjn16Vzl1ps807Srgbux7UWYXRqaWqrYRlRgsMmsmeT7Nrs0sittB3YHGeP1rZsUMVpHG2NyjBxWTrCudRSYITGoCktwGxnIpsmO5Ek7ahcos37u3J2qi/wANWtQ1WOzj+y2AAZeCw6L/AIn3qpqeoRvMqW8e1Y+CQMZ9vpTdK0a61d5XgjKwRAtLIRwo9Pc+1JuxaVynbwyXVwEDKCx5d2wB7k13WjaTYWcAEUkVxM33pAwOfYegrMSxsY4fJXymG3q33jXP6mix3hjjAUKB0PeslO7sW4aHp1tpkGdxhGfXFXGtYiMbRj6V5Pb3N7CAYbm4j/3ZCK0YPEGsx426hM3+/hv51py3I2PQjYQnoMfiajaAQfKvQ81yMPi3Vk++0Mn+9Hj+VW08aRgN9utGMn8PktgEe+aTiwudHWjaf8ey/jXIw+LdOl+/BdxfUK39a2rXxFo4tEY3yL1+VgQ35UrMZtUVz1z4z0e3AIeaX/cjP9cVmXHjoXEqRafD9nyctLcEcD0AHek9BrU1/GkBvbO3tIpUSXzPM+Z9vABH9a5m00PULW/guxO7+W4JCtklc8jOa0o5La8tljuZUuBndiQ7ufWs/WbSygSGOzUxzudxMTnhfpnvXn/WZTnyx0+R2xpaco/xSzX9zEzMkaxDHk7txPP6VkrBEv3YlH4VZS0uGXKwSkAddpqJiCOgAxjjv712wemruzqp0ow0Rcg1C2t9Nns0CpNcEBtuctjpnt+NMN3Co+/n6Vn3yOssc+AzDC4H0z27YqzBZ4Il3g5BGCuRyMVpFSitNTgqRpOo+fT0JDqaw4khUs6ngHgGmz380seZp5JFPQE5pk9pGZbOORiyGRUPQfLnmtyWxtfsbGK1j3gNlmJIAAPf16Vz1qypzXMtWa0p0or3Fc5sqZzkoAgHJJxW9pnhW5vLNGeZYISvyMeSw+g7VkwufLgijiElxvJIxnI4x9e9ddodxNBp/lXC7CrnaPQHmuu9tjlnCUvfmrFnR9IbRVCrfSSqzjKYwvT0rYMwrC1DUZITa+X/AMtJ1RuM8HNWTOT3qbkctlc0jOKYZ/es/wA0+tG8mgC8Z/ek873qmCxqRQTQBY82l8yolQ1IsZoAeGzS80qR1KI6AIwDShalCU4LQBEFpwWpNtLigCMLS7afilxQAzbS4p1FACYpaKWgBKKWigAooooAKKKKACiiigAooooAKKKKACiiigAooooASlpKWgAooooAKKKKAOO+JYLaLbKoyTcAAD/dNeeQWs8NxFK8RCq4bJ6HBr0X4jSeVpNo+M4uRx/wE1yNrrUEhjiZJo2JCgggrQbU1TfxMua14kvNVhSJ2Cxq2/5FK846decc81qWnjtbewgt/sTSyRoELGTAOBj0qrcafJGT5tueD97yzj8xxVNrOBz8q8/7LBv/AK9TyvudbjTkklYxNxHAHQnkL6nNSrKhfMmWYYIxgZPvV59MjB+Vtp9wRUL6dKPukN9CDTaYRp8r0Ru/abzxOix3eqWNrADkQ5wR+H/16ll03QtIkQSSG/lHLZfCL/3z1/OuXktZUGCnHuKaInUYDMD29KmwpQla0XYkvJPOvROPuuDt+meKD0pDARtALNt6ZOMUux+5WtVJHI8JUvogHWnqu7j86aIyOrVJyFxRzocMJO95rQGgY2ryRsdsbKpHrnPP6VVmkKqARmtWyhuLqGaCFlCBTI4PfbzUi6VC9oZy7O7R7gOgHFZuN2dPt1CNpPXy1KUGnXE8KzRhCpB/i5q1YP5mgylG25vo8E8Y+Q1b0Zw1lFjseazZ4zDpUsa8ETEf+PVpFWVjgq1XUldk2tvE2PJiMYWNA2Tnc2TzUEgMFs68MZAMN020WFoZ5CZ8uucHccDNaF5ZwxtJG4R9nGQcjj0qjEbBKz2iQuflC7cDjIz39aZPbpIORzVQXTJCCOMHP4VC163RSR9DQOxFcQGJsVBkipHnZzljmoJ5DsO3qeBQxoWOTfDNGfuqRIo9xwf0NNmmWSNipIyfu0+2tZvvGKT5gedp5qvLG8e0
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alt="Критерии выбора дорожной фрезы для работы на узких улицах"></p>
<p>Выбор оборудования для асфальтирования узких улиц требует учёта множества факторов, чтобы работа была выполнена качественно и безопасно. Прежде всего, акцент делается на размер и маневренность машины. Идеальный вариант для узких пространств – компактные модели с шириной фрезирования от 0,35 м до 1 м. Это позволяет легко маневрировать между препятствиями и не повреждать прилегающие конструкции.</p>
<p>Мощность машины тоже играет важную роль, поскольку она должна быть достаточной для удаления асфальта на требуемую глубину, но при этом экономичной, чтобы не создавать избыточные операционные расходы. Для узких улиц предпочтение следует отдать оборудованию с мощностью двигателя от 100 до 200 л.с.</p>
<p>Обратите внимание на системы управления. Модели с автоматизированным управлением улучшают точность работ и снижают риск ошибок оператора. Ценятся функции автоматической стабилизации глубины фрезерования, которые сохраняют заданные параметры несмотря на изменяющиеся условия работы.</p>
<p>Не упускайте из виду и возможности по транспортировке. В урбанизированной местности часто возникает необходимость быстро перевозить машину с одной площадки на другую. Оптимальные варианты – это оборудование с возможностью самостоятельного передвижения на небольшие дистанции или модели, легко загружаемые на транспортные средства.</p>
<p>Рассматривая варианты для приобретения, стоит обратить внимание и на надежность конструкции, возможность получения запасных частей и доступность сервисного обслуживания. Долговечность и легкость в обслуживании снижают общие затраты на эксплуатацию и увеличивают эффективность работы.</p>
<p>Выбор модели должен учитывать не только технические характеристики, но и специфические условия местности, для которой она предназначена. Узкие улицы требуют особого подхода, где каждая деталь может оказать влияние на общий результат работ.</p>
<h2>Примеры использования дорожных фрез при реконструкции асфальтового покрытия</h2>
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iQrkDkDpzVIMk1qoQgZhAz+Qq87oLhYgM7RnH+fzoQiO3WR50bChVHHX5a0PxrNtGkmmd8+Wvt39avRMuWRc5zk00A+ilpKYgpaKKACiiigAooooAKKKKACiiigAoxRRQAYoxRRQIBRRRQMKSlooEIKKWimA3mjFOxRimKw3FGKdijFILDcUU7FUbnU44JWTy2cIcOQwGD9O9JyS3LjBy2Lv4UDFJG6SxLIhyrjINPxTTuS1Z2GlVxyAapS5DbVdfbdxV1jjgruqjdRsBuVfl9BUtlRQpdmXA55we9Fu4LmIjaM5wRVFJHXOwMoHY8flUkcj71kZdrry6/3h61KkVyjp2/fMrErtOBiq6Pudo2ClSDjHGKmukMjMe3cGqUmWTcMsy8k1LY0iQgxTIpyB0bcOPrToR5bB2IKDoyfwmnXSq9nvyH2jrj+tOtGh+zrsYrlOPc45oQDHj8uWT5cNsDj35x/hR807vnBRTs/3qhuJgluysWDKvH+1zg0ICkYDfe3/ADDOefShsSQxiY5ZV9Opq5bxl7Zxz8uCCODVVtrP8ynacckd8VatZfIWWR1+XgGhMGiFJGGcoytjlR06darLIonMxjBGMAHqPenajdKJXCFghbr149KishHOzfaJdoHAHrxRfoFjUtkZWWQbsAdSeMdxVyFvMjjZDxtqiGCW+2FT5Rxkgd6uW4aPbJhim3LD0PrWkWQ0PhQxyOmeWJx6cH/69LI211DDGDkkd+DSxsDcvg5HGD9Qf8KfIoDhsnCsG/mP607isQrGVmZlGc/MFB6j/wCsf50SEbZCv3lU8e30p8o8qRXXIC/f9Ap6/wCP4VJPErQuDkYU4wenFNMLEMSfuhGRhtg3A9GGMZqOBhudnIXaiq31GRSXN7BbRJ5zh22ggL94cVz95qTyuxUFQ3/16aA3JL+2HMs6Lg/dH86khvra5JW3lV3H8PQ1xzSFupqA3BjcMrFWU5Ug8ii4rHe4BBUqHU01oCFwsjL9fmH61FplwNQ06G5YYc/eK8cjg0y51CKCYRv5r4cAkRnA/wCBdKVwSI7i2eSJ8l5I/vFFx8x/nz7VEYoYolEi7lPME6/ez1wT39s9a02dCrDeoPTk4rNbHlyo+Ps8jYLf3P8AJ/WgpD1hiXMTp5UpHytExQSA98Dv7VcEUaxsmxdrdVx1qnCPtdjCJRll79DuHHFPWWS2lWKdt6N0lP8AJv8AGhCsc1q8bJfsgz5ADiJSenIzXWoRsVV7KK53V4i+l2VwoG4yt+TZNbkSl4Y2c4QoPl/DvQtxvYtCnUgpRUjFpRSClGKAFpaQYpRigBaKOKNwHBI9aAFpRUbyomAx69MU5WBHBoAfSNnbwM+1FMlk2L91jnuO1AFKR12mNy2w9qgK7pGSPkjG49Tx6ipZAxYyu2cnhjxj2psZMd0OinO0N13d8fpSGYOmXTorxDJLnGFP3QDk1vRP+6UcAueo7j/IrLQxrqrQxxgsWIAHbJBJP4VuFAHDPh2A47UkAjTMrBETCjj5jirsSbUBOMn06VUQIHLglmHGMfyq3EzsuXxn0HaqQh9FFAoAKKKKACloFFABRiiloAKKSimIKKKSgAopexNV5b23hHzyr+dAE9FZ/wDaqvxBEzj+9jj86Q3suOWVfoM0wNGlrJN5L/z1b8BTGuJG6yMfrRYDXZgo+YgfWozcwj+MfgDWO0oz820n6c1G10idfl+rUWA2TfQjux/CkF9F12sfpisB9RA4Uk/hUTX8jdFFAWOj+3p3RxSrfQnruH4ZrlzczY+/tFRm5/vXAB/3qBWOwW6gbpKv48VKGUjhlP41wzXkYJDXHT3NNN7AP+Wx/I0h2O8GK4vUL14b64VgqsJSMNnnmq41CLPE7e3WnHUIpNu65Vtpyu85x+dTKKluXCcobHVaDI8ukRO6Mhywww7ZrRrlY9ZvV587zAf74BzVuHxE44mgVvdDimlZWRLd3dm8VDDBz+BqlOnlg7Sx5+71ot9Ysp8DzfLb+6/H69KuBkJyCOmaGgTMZ2bJ2rtx8xBOajlgBiZ4JGdSOR3HtV66YhdzKqnqMdazjKoZnH3DwwQ4/Gs2WixEVmh2SZDIuBuPr0qJI2RZMMoCHPPOTTEkCkdcMOD70iIzN824hTnOKQCQO5hmTnaEKnjgD/OKlsgF8pNuVI+6T7U24YWzF0LZYEOnb/PUU1Vl8uORSCUVVXA5z0FACaih2i4zuXzNige5pkzjf5i9NxwF+vNM1ZZjpaupG1mVwR7f1q3bRArE7AliuSpHTjpTsCY23DuxQRkoSBtbjmnyJnajx8sCMEdqQpLbM7q2FbHvUZeabzXztdAGBU9BQAl7Ei26ptGG5zj7xFZ8Uvl7QoyRwMD71S3LSmJVLMVUYH+yT0zU0OxlYQ/vdg+SMdaQizBI9yWVPkUn+7jntV7TH8xWYP8ANuOVHpWdZTvHE0TqVbBP0os5ZNwRFxMjE5VuWU1SYjWuYliDXMYCNGQz4H3l75/U064lVYiz4ClD8w6UqS77YlyCW+X/AB47VAqfuY0c7ih6+oHSrQiKW+lMW9E2Rv8AxvGWLf7q+nuazZL7UTD5SrNtAxlYtpxWz071FczCGFmzg9jTTCxysrPz/Dg/MTyR/wDXrPubtV+WF2DA/XNal7GJonLjBkXfGueSAf8ACsb7OjHdjAx933+tG4WsKk8rg8ZHfgcfjSqzshPlRPuOA+3v6AmpbbTmu4FCswLEYAHvjH8qJJZZwY4Yx5MQwzsPT/PSpA19C1eWxtZLaSEMqncjJg7SfUZ6VLPcX+palbqLeRSjbd+1hGBuzu/IVn6exS482Fl2xEMpA25P09K7oNuUEHKnkc00BX8pQCqfKv8Ac25/KqPkh7ko0aMHHDFfxrSfAbJ6YqjJlb2NFBKs3ze3BoAgCSabveKPzbfdlo06x+6+3tU7XdpJE7yOmwITsfgn8KfG5aW4T/lrv2j246/rTHt9kDtCu+MgiWDsw7lfQ/zoQGHq7yw6VHauWbbt2lR36lT9Aa6CwYPp9uwOcxKf0rMu4hceF1lYiRwgfd6mr2jNu0i1bGCYxn8OKALYpRSClpgKKWkoFAhwpaQUtAASFUmqBuGlmkVdqrt3D1q1O4G1MnLelUiuJSNhG/K/icD8qljRbYlk27RhQNxFTRZHY4J4qFMbliALDq2
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" alt="Примеры использования дорожных фрез при реконструкции асфальтового покрытия"></p>
<p>Работы по оновлению старого асфальтобетонного покрытия включают применение техники для фрезерования асфальта. Эта техника способствует удалению верхнего изношенного слоя, подготавливая основание для укладки нового слоя асфальта. Преимущество использования таких машин заключается в точности удаления асфальта, что позволяет контролировать глубину резания и не нарушать целостность оставшегося покрытия.</p>
<p>Примером использования техники для фрезерной обработки асфальта является реконструкция автомагистралей. Обрабатывая асфальт перед перекрытием, специалисты могут быстро удалить поврежденные участки, сохраняя при этом ровность и качество основания. Это обеспечивает долговечность нового слоя асфальта и сокращает время, необходимое для выполнения работ.</p>
<table>
<tr>
<th>Этап процесса</th>
<th>Описание действий</th>
</tr>
<tr>
<td>Подготовка</td>
<td>Диагностика состояния покрытия, определение глубины разреза.</td>
</tr>
<tr>
<td>Фрезерование</td>
<td>С использованием асфальтофрезерного оборудования систематически удаляют верхний слой, поврежденный износом.</td>
</tr>
<tr>
<td>Укладка нового слоя</td>
<td>После тщательной очистки основания осуществляется настил нового асфальта.</td>
</tr>
</table>
<p>Такие операции также применяются при обновлении покрытий на мостах и тоннелях, где требуется особая точность для поддержания структурных характеристик. Оперативное удаление старого слоя и точная подготовка основания значительно улучшает качество восстановленного покрытия и его эксплуатационные характеристики.</p>
<p>Эффективность применения асфальтофрезерного оборудования доказана его использованием на зонах с высоким дорожным трафиком, где требуется минимизация времени на ремонтные работы при сохранении высоких требований к качеству дорожного покрытия.</p>
<h2>Технические требования к фрезам для обработки железобетона</h2>
<p>Выбор оборудования для работы с железобетоном определяется несколькими критическими факторами, которые должны быть учтены для обеспечения эффективности и безопасности процесса.</p>
<ul>
<li><strong>Материал режущей части:</strong> Используйте режущие элементы с алмазным покрытием, так как они обладают необходимой твёрдостью и износостойкостью для разрезания железобетона.</li>
<li><strong>Мощность:</strong> Оборудование должно иметь достаточную мощность для преодоления высокой плотности железобетона, обеспечивая стабильное и быстрое продвижение без перегрева двигателя.</li>
<li><strong>Система охлаждения:</strong> Обратите внимание на наличие эффективной системы охлаждения, так как длительные работы по обработке железобетона могут приводить к значительному нагреву оборудования.</li>
<li><strong>Глубина реза:</strong> Убедитесь, что максимальная глубина реза соответствует толщине обрабатываемых железобетонных конструкций.</li>
<li><strong>Управляемость и эргономика:</strong> Оцените удобство управления оборудованием и его эргономичность, чтобы минимизировать утомляемость оператора и повысить точность выполнения работ.</li>
<li><strong>Система улавливания пыли:</strong> Конструкция должна обеспечивать эффективное улавливание пыли, что не только улучшает рабочие условия, но и сокращает истирание режущей части.</li>
<li><strong>Вибрация:</strong> Низкий уровень вибрации способствует длительной работе без риска для здоровья оператора.</li>
</ul>
<p>Тщательный подбор и настройка оборудования согласно приведенным параметрам позволят достигнуть оптимальных результатов при работе с железобетонными конструкциями, увеличить срок службы устройства и обеспечить безопасность персонала.</p>
<h2>Применение фрез в условиях повышенной влажности: особенности и советы</h2>
<p>Обеспечение адекватной сушки рабочей зоны перед началом работ становится решающим фактором при применении фрезовальных агрегатов в условиях высокой влажности. Удаление лишней влаги из асфальтобетона и грунта предотвращает налипание материала на режущие элементы, сохраняя их эффективность и уменьшая износ.</p>
<p>Использование специализированных защитных покрытий для режущей головки способствует минимизации коррозийных процессов, вызываемых влажной средой. Частое техническое обслуживание и проверка инструментов после каждого цикла эксплуатации обеспечивает их долговечность и надежность.</p>
<p>Регулировка скорости резания в зависимости от степени влажности помогает контролировать температуру реза и предотвращает преждевременное охлаждение инструментов, что может способствовать ухудшению качества выполнения работ.</p>
<p>Отведение воды и использование дренажных систем на рабочей площадке помогает уменьшить уровень воды в зоне реза, что способствует точности и качеству работы, а также уменьшает вероятность образования грязевых наслоений.</p>
<p>Применение адаптированных к влажным условиям смазочных материалов гарантирует сохранение оптимального трения и снижение износа рабочих элементов фрезовального агрегата, что позволяет увеличить срок их службы при работе в подобных условиях.</p>
<h2>Анализ глубины фрезерования и её влияние на качество дорожного покрытия</h2>
<p>Оптимальная глубина фрезерования должна соответствовать толщине изношенного слоя покрытия для предотвращения повреждения неизношенного слоя. Неправильно выбранная глубина может привести к дополнительным издержкам на восстановление дорожного полотна и снижению его эксплуатационных характеристик.</p>
<p><strong>Точная глубина</strong> фрезерования, как правило, определяется на этапе технического обследования и зависит от степени повреждений покрытия и планируемого типа ремонта. Рекомендуется проводить многоуровневую фрезеровку при значительных повреждениях, применяя различные глубины для разных слоёв асфальта.</p>
<p>Глубина свыше 5 см требует особой аккуратности, так как существует риск нарушить целостность основания, что может привести к ухудшению несущей способности и трещинообразованию в будущем. Глубина до 2.5 см считается оптимальной для удаления изношенного верхнего слоя без риска повреждения структур ниже лежащих.</p>
<p>Влияние неправильно выбранной глубины на качество покрытия значительно: мелкая фрезеровка не позволяет качественно устранить все повреждения, что ведет к быстрому разрушению нового слоя, в то время как чрезмерно глубокая фрезеровка повышает затраты и может нарушить структуру основания.</p>
<p>Для оценки оптимальной глубины рекомендуется использовать современное измерительное оборудование и методы машинного зрения для точной диагностики состояния асфальтобетона. Построение долгосрочных стратегий обслуживания с использованием данных о глубине фрезерования поможет снизить общие затраты на дорожное строительство и поддержание.</p>
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		<title>Электрическая и гибридная дорожная техника &#8212; перспективы использования</title>
		<link>https://aktaustroi.kz/elektricheskaya-i-gibridnaya-dorozhnaya-texnika-perspektivi-ispolzovaniya/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:16:07 +0000</pubDate>
				<category><![CDATA[Техника для дорожного строительства]]></category>
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					<description><![CDATA[В свете растущих затрат на топливо и стремления к снижению вредных выбросов, сектор дорожного строительства активно исследует применение машин с электрическим и сочетанным приводом. Данные агрегаты предлагают значительное сокращение эксплуатационных расходов по сравнению с традиционными дизельными машинами, обеспечивая при этом уменьшение углеродного следа на производственных площадках. Экономическая выгода от внедрения машин на альтернативных источниках энергии[...]]]></description>
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" alt="Электрическая и гибридная дорожная техника: перспективы использования" title="Электрическая и гибридная дорожная техника - перспективы использования" /></p>
<p>В свете растущих затрат на топливо и стремления к снижению вредных выбросов, сектор дорожного строительства активно исследует применение машин с электрическим и сочетанным приводом. Данные агрегаты предлагают значительное сокращение эксплуатационных расходов по сравнению с традиционными дизельными машинами, обеспечивая при этом уменьшение углеродного следа на производственных площадках.</p>
<p><strong>Экономическая выгода</strong> от внедрения машин на альтернативных источниках энергии становится очевидной, учитывая повышение цен на нефтепродукты. Сравнение топливной эффективности показывает, что электрическое и гибридное оборудование может снизить затраты на топливо на 30%-50% в зависимости от условий эксплуатации и модели оборудования.</p>
<p>Однако стоит учитывать <em>начальные затраты</em> на приобретение нового оборудования, которые могут быть значительно выше по сравнению с дизельными машинами. Несмотря на это, общая сумма эксплуатационных расходов на протяжении жизненного цикла электрических агрегатов остается ниже за счет меньшей стоимости технического обслуживания и ремонта.</p>
<p>Учитывая вышеизложенное, специалисты рекомендуют постепенный переход на эко-дружественные агрегаты в условиях, где это экономически обосновано. Этот подход не только поддержит экологическую устойчивость, но и поможет добиться долгосрочной финансовой эффективности в секторе дорожного строительства.</p>
<h2>Понятие электрической и гибридной дорожной техники и их особенности</h2>
<p>Транспортные средства на электротяге и комбинированной системе двигателей активно проникают в индустрию строительства и обслуживания автомагистралей. Эти машины отличаются меньшим воздействием на окружающую среду за счет снижения выбросов углекислого газа и других вредных веществ.</p>
<p>Основным преимуществом транспорта на электротяге является их экономичность в долгосрочной перспективе, несмотря на более высокие начальные затраты на покупку. Гибридные машины, сочетающие электромоторы с традиционными, позволяют добиваться большей дальности движения и эффективности на затяжных маршрутах, где использование исключительно электроэнергии может быть недостаточным.</p>
<p>Среди основных характеристик такого рода машин выделяется их способность к быстрой регенерации энергии в процессе торможения, что позволяет экономить заряд батареи. Переход на такие автомобили требует обустройства специальной инфраструктуры, включая станции зарядки для полноты перекрытия потребностей в их обслуживании.</p>
<p>Внедрение этих автомобилей способствует увеличению эффективности работы, снижению шума на дорогах и позитивно влияет на экологическую ситуацию в регионах эксплуатации. Помимо прямой пользы, эксплуатация этих машин способствует снижению расходов на топливо и общих операционных затрат для предприятий.</p>
<h2>Сравнительный анализ затрат на приобретение и эксплуатацию электрической, гибридной и традиционной техники</h2>
<p>Инициальные затраты на электромобили (ЭМ) часто выше, чем на аналоги с ДВС, вследствие сложности производства аккумуляторных батарей и используемых материалов. Однако, их эксплуатационные расходы значительно ниже, поскольку стоимость электроэнергии для зарядки, как правило, меньше, чем расходы на топливо для машин на бензине или дизеле.</p>
<p>Гибридные автомобили обычно занимают промежуточное положение по начальным затратам. Также они могут использовать преимущества как бензиновых, так и электрических двигателей, что позволяет сэкономить на топливе, особенно в режиме городского цикла движения. Эксплуатационные расходы гибридов меньше, чем у традиционных автомобилей, но больше, чем у полностью электрических аналогов.</p>
<p>Традиционные автомобили с ДВС имеют меньшую покупательную стоимость в сравнении с ЭМ и гибридами, однако они требуют значительных затрат на топливо и обслуживание. Кроме того, учитывается повышение налогов и сборов на экологически вредные автомобили, что дополнительно увеличивает общую стоимость их владения.</p>
<p>Срок окупаемости электромобилей и гибридов зависит от интенсивности использования, стоимости энергоносителей и наличия льгот или субсидий от государства. Регулярное использование, высокая стоимость топлива и поддержка государства способствуют более быстрому достижению точки безубыточности при переходе на альтернативные виды привода.</p>
<p>При выборе между ЭМ, гибридом и аппаратом на ДВС следует учитывать такие факторы, как общий пробег, сценарии использования, возможные фискальные изменения и экологические стандарты в регионе. Анализ владения таким авто поможет обеспечить максимально эффективное вложение средств с учётом индивидуальных требований и возможностей.</p>
<h2>Приложения новых энергетических технологий в строительстве и дорожных работах</h2>
<p><img decoding="async" 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
neRs6AAcAZ/D9arNI7f8sxvOPlHO1ccAV9BQjyU0jJpMsy3O7G1FB7kHpW1Z393BaqwskZV/2iGIx1x6Vi6DYxT3hgukkLsMpt4Cgckmu8FvG8WGQAN1GOPyroTM2kcnqPiZLi28i805dwPylWO5D9axBqMe4YjkPtjrWhrUJ+3zRQwkRg5Hv2yM9qz47aVHDCJsjPUgUtS1Y6LTPEzNbmGz0+JI4hkl5CM/U9zTLu/N+Y5ZIoo2XOQCTkZHXNYK2ksEZwr46kipGhnlkUJG5UnA96E2DsahsZmQzBssORsOMZPuK6uWCC5tIYnVjECrLzgggcGsBP9D05Iycuxyx9a6GxYNBbk9Cq/wAqtbGb1ZYOQOO1Qm2i+1C52/vdu3Oeoq3EoMjA9AaryvhWb8qAZiXRZtVLNKGCugAxjYCcY/WtOW1aNcjLDvWRJOm1GkjVmY4Yk4yc5z+la9svQ8jjJ5py1ZMNiCeIhAO5qhPGyq5Uc7a2J8GqL9ZBj+A0luht6MpXGnrettXakwXg9n9ifWufubaS0lKupBB6dwa65XjYw7SMlOfyFNuILaRS08QYkgbx94dvxqZQu/MuM7LyOPSZg4dD8w6itzR72OVjCeN3IX39qq6tpLW0hKDcvqh6fUdqzUaW0lSXGGRgQa561FTg4M2hPW6OskUqm30/yKe/AVvXinqUmjWReQ6hh/n8aWVf3APowr5yd0lc7LjIP3dkxPc1japdtcpthVioGM4OK17nKac5HGAa5qKWbDCKT5vc8V6eXbyMqsbx5uxmMkg3ExuO5JU1e0J86gUz9+MirMk8hAwTITwfuD+dJEz53cRHsfk/pXo1KSkmr7mEZ21sbEDEXrL03KDTbxtikHucfnWYWfeM3B/3srTZZCMbbwt+I4/OvP8AqfvX5vwZsq3katgWl08qOShxVHUdTigfyDEzttyfQZHFZ0hnaQf6bhT1IxxVk3KrYbPNRpwBh+h781pTwcY1Lyd/w/EUqz5dAs9QjtrFklLZJ4BHLcVXg1N21ATkDGCBkZKf/WqraWr3t0Y2cpxknGc1qRadFHZBtimSOXBbHPWtZVKNGo3a7ZEVOaLn9qxhAx81+cbdpzmql1IJpGcDGe1XdS06JdPM0W4OuDgHg8+lZzEFTW1GvGtG8SJQ5WQtUZp5phrUQ8dKWmj7opc0ALQaSjNACGgdaKB1pARU00uaaaBgKeppgNOFAEoNFNBpwoAjY8mtfw5Hummk9ABWQ33jW/4dTFrM/q39K48c7UWaU/iJJf3t6R2Vf51DqTiPTpTgEyELg98//WqxCM3Ux9wKoa4+I4Ih3y5/kP6159CHNUiv60N5u0WYnkAk/Z5fKY9Y5DlT+Pb8fzrYuNPS30kSBmEoT5juzzWfCgknRSOrCti7AkVI2bCs2K7cVUlGUUmZ0oppsxdPt5lv4oHYESD5iecL3rb1fTkSKL7KzJLI+AQTjA60y0tv9OkkxkD5Qf1/wrWj2G5Yk/LAu3+prlqVpSkmuhooJXOatrx9PvTFeIsixnBLLkHjvW+t5pt6Y0ihEZP39uMAnpyfpUD2C3NhM0m4NO29mA5HOalh8MC1w8Vz83qVzXo0ajqU9vmcs6fJPR/Ik0ueCeCYwuWRWK5IxzUd8ofRrpSwAUg5Jxj5h/jUthaSWplR3V95L5xjrSsZFt7gR48zB25GRnArzGrYi/mdC+Adpbi5sYHBz/Dn36VZYFo3UdSM/iP/AK2araVJJJFIZCNwbH3No49MfSrmdsrj+6/9a56kVTqPyf4MtO6TGKwNs55OAD+v/wBerNqxuEhZthGONxxtIzzVOPhZU7gMuPp/+qr+lGMqysQqnkHGetdGFS51GXmvu1CptdGpEnlRIhYHA6+tPrNnEgnWOKFivUFT8opReXVtBuljWQdiTgge/wDjXuWOK9hniG+bT9OMiMVdztDDtXLW8iZF40QlCg8c/N7k54/Suv1m1S+0tidmV+dc8jPpXFDzjdKUhSNl+Ux7iEbHfmkhlmQ2N+iwymSJuSHB3eUexHt6j6Vdja1trVdL1GTcCPkcjCsvYgj+dSWmn+YJZ5FiSRuURB8qn8eSOO/vWfqUTpphikTDRHK7s8ZPOPb2rTdGezJVkuNIvAGbzEf7jk4Eo9D6MPX+nToba5hvIQ6gMAeQw5U+hHY1h6LJ/a+mta3KeZswMnsvY/h61Ja6bdW0u63u4Wx/ExwGXtn19sdKLX1Hs7FHX9NGm3D3sFuJrGf/AI+bboP94eh757VnstzFB5mlyNfWC4CiVfmiJ52cc8flzXS3LanebYbc2sETH5pGcOwA7gdOtYV7o01pctdWM0csluw3xlseZwOcA896GrDTuZ13qFpJCY5bBre4/vnPFP0gtJeRgp9oXcOVO3Z7nFatrqun3a+XcoqMcZjuBkD1IPcVHd2Hh12DxXggk2nJh3Da3Y4x07YrNKw3YkuNKs57ff5w88rgSBhtXnPSrWj3LWNrHZtEWJy4kUgqQT2rnItUu9PmKxyxXsQyB5q/5NWn1+0vIAt7A6zA8BDtA/4FnNO76hY0fElzJcRQwCEna/mZB7Drxj3qlA1vBxLbSGQsM5zuXceOn0/Wo7vUriK8U6bbDaYl+/8AOffoeRxUB1W6SeSWXy4p3HzDadzDtx9Kd7Im12Xpbq3kmKQWdyxjx9xs4aoZReSTNIbG5UMc8xmp7K5FtEt158FsJVBYKu53x6joOfxrWgnuX3XcV4GRefLJwpHYY/8Ar9qadxNWMCWC6ktHQWsxLdPkNVLmG5GmSM0EiRgZ3FSBWxL4ouIrjy3Nm5LbcRbiBzjJNSX1/Hc209k9xC3mkbo4gfXnaf1PHrRoPVGfZW9zbLFNDBKHXDbdp5rskdWAxlcjowwaw49VNlKIJpra4yOGLnj0HHHP8hWtC63UQfMe9uQY23L+dcmKw3tknHdDhO25JMuVJHWiNwyZzUAnaOTyph14Djp+NSMrK3AH4V5Tw1VO3Ka8yJC6jvTfMX1pu3f0xn3p32ZgOCDTWFqv7IuZCCVDxmgSDJx0pGgIGcj8qBH8nv8ASn9Trfy/kLnQjzDIXGaqalciKxlkxnaMgD17VZSLLMSTVS8i821Kp1ZwMnsM81tHBTj707WFzpnHwkyssPkBy7D5m4/+tVy5tIG08TrKsd0r/PDjkqOnPr/OqH9q3eGKwRFVOMhD/jUq6s4tY5UWBpy7BkK9FAGDj8TXqJg0bPh+WFL+eSdCkjgBQqnaB1PPr0ro767WDT5Z0bcQNqADqx4Arg7TVphcGR0JduAqjjn26/rWpc20hdWu7owidAwaMbhzwPx6+9WRYzLi4e7kEs7yMyqFB24wBUYMZ4yx/Cty80g2Wmxyx5lSKMgrjjJOdx9aqxSRtD5j6gogyAQsRBUns2Og96aBmeblUiaIKckjB6YqxBd7XRIx8xOAKtM9hLqMFuiqIZvmeXdwMA4AJ9+tR3M9ikiR2LtNcgnK7hsHbk8CnbqLS9h19cDeUzxGAM11NiT9htwwwfLXI/CsBtLcx/aJI0h24dl83zC3OT2wK12vHh/dRRTXsw67QAPxPQVSVkQ3d6GoshTIHfiq077jtHaqLT6wRuFraRD0klLH9BUW/VOpitW+jsKLiKk0UgIUHMiuFz5YP5ZrooUEcQXOcDFc5cXt0kym7t8RRuOYSGwfTPrWk2tQLKscyva56meNh/KldXGk7F6aqhBLyADJMZFatpc2Fyo+zzwS/RwTRfxbIGe3G2Y/KCFwcUJ3YONkznYlaG/hDAhWh5yeh44qxdyFLZnAzyOPxqpPKzasiHGY4zuwBU0zsbeQLjdjjPNVe8ibe7YyYLh5tbwWYfKFyOM9f8anurN2U5RHx/EuQT9R0/KqcdwkWqDdKwCgMc9AOaZqGp3E5MNqhRCOZG44/pSbuNK2xuaU5FrAhPC5Wr05xZuR25rE0FTFa4Llz5hJJGOwraf57WZfYivm8bFRqNeZ6NN3iiG/BOlydAdp68CuOS2kUZkng/B67DUWH9ky8E/uzwDg9K5ryFkhjcIuHBJzJyMfhzXblyvGXqY1nZopxQpNMI0uI2c5OBn/AAqYFLJlMpWVsZ2Y/wAaiDpbXAZI/mUfnkf/AF6gmVZZBufB9OTXocqM7se9+8squsSbUbcUReCPQmtKeKR7J7uG3j24LfN1P0xVDMRI2ZEZGDhecj2H9adFG8uUWN3x0MjEAD6VhKTS00NVBepBZySPOrSKmxzgZ6D8Kuao32ZkELwsT94eXjb+dR2thvWZmbDRdPetSWzt5bESJGqkDO5RzUSxEYzWrGqbtsZeh749UjdmPzArzXUbQHnQD7w3Vz0IETqVGMEGugV90yN/eTGa5MfG01LyLpO6JHHmaXICf4DXOBjiult132jr6ZFcwRtJHpV5c/jRNboBphpxphNeoYDl+6KWmr0p1ABmjNJRQAUDrSUDrQBGaYadmmmkMBTgaZThmgCQGjmmilJwKAGt9410mgjGlufUn+dc1nmul0RsaX9WP864sc/3fzNaW5JBy8p/2z+grI1c7r3b/cRR/X+tbEHE06k/xvWJqRB1Gc+jYH5VlhIWqNl1H7oukIJb4dwoJrQvgDdxqOMAk4qtoCfPM/0FaQQSTOxHfFYYqf75+SLpK0S3aqtrY7iOQCx9zVN/3dmFbIeZsH8eTV64H7lE/vMB+HWqt4C97Cm04Rc/ia5Yvr8zRFq3uRDOsaziIlOm3O72rVikV0V45lZXAZTsBzXOJeCG7kdpgiBggLjCg9OfameFtTG5rKb3aMjt7V7eGSVKMTkqJ8zZrXEZivJzuJDAMp+tVXA8qYH1x+gq1csJLiQqcrkLVO4fbbZzyWz+tee3z4nT+ZfgaLSHyJbAAiVlZjyFIJyAQAOPapid01wR/fNMsQI7VXbI3Hec0QcQ5bjeSx/nXHUbnKVurNUrIjjffdSdsuRT49yWMgBbKocEHnI5/pUFuribMjKzF85UYByasWxBiON3Dfxda0lLkqX7Mq14lOHXbd12lJSSAOhPNV5LmeeG4VLW5ffBgMFOM5P+NRLYvcedHDGznPQdqltLa8gJP71Q59OODxXp06lzKdOw4atO1iiraykFA2/Hy8dc+lNsL2aRJXCFiGzswSD7Z7fX1FXobFiuI7cgAdambT5CI/LhaMjoyLtOCDkVrCo9dGZygtNUUI9dt0BJWWMg455H41cXUbbV4mtoBulYYG5flHvmoZNCEskjPHIp9V4ycd/xqza6OtoQYrd95BHzZOPwrZVG9zF00tipGJtHKizimctkbkQtwOO1S7719hhik3FAHQgAgD61oTQXUkLhd6kcAjqeRViOzH2xN8kgjEfXH8WfpRffcqy30MOe01J5N0SMoIChd6jj359zVQWN3MxO0MVOD+8XI/WtZ7O5NquDIZGk+bjtz/8AWqM2d0LiVgJAiphTxycVnd+ZpZeRly6FLMuJLfB9Q65/nVV9CvkOIWBU8APIh/rWvLbyqluJJSpDES5YccVH9mleSdEfcxP7tQRkjI/pUqbXf7huPoZJsNXTYDa2rBeMjac/XB5pbjTdUnXEtjbID3EYX+tbEmnzq8YdGC7fm475qi1lcqjrMSCj5Ix2zxn/AD3q41Lp6P7iHCz3RQTw3PGAZWxuGQAc5/lUbaPqMZxHBCV/3q15LHcVWRGIK7Y8/wBPxpIrAOhKIGSMZfocVHtH/K/uL5F3RiyQX1oGimEMRdcqpXcTzjgjpVx9EuEiDXBmmUA7lwQE9wO+PStu30y6SAvFZl95yhzgH0/CqyaZcy3M05j6YMoXorYAb9avnur6kcqTtoNtNJghClreWQdRhcCrcunRTIzRWbRtwd5U596rJpsq5UIwyc4yKi1LVJtKspLR0Zg2DHn+En3/AFxRGWvUJR06Doo4LHddTQpBA3QbcLuJ6/XHGBWzanzbeORV8vnIX2zXBx3l1qOrWj3Uhl/eoFUngDI7V0Gm60kV1PZ6g21llbbI/T7x4Pp7VFf2iV4PYhJbM6N1WRju6Hgg1PCVCBXwSvGfWq6EMAQcg9DTjXIsdNfEg5EWGZByoFCTqeDiquPfFLgetDx8v5Q5C00qf3hULzL61Eajbp3qfr9Tsg5EOaQncE79zVWeWOGBn8wMEBZvTgVHdahZ2oPn3Ea/7Ock/gOa5fWdbbUP9HtUKQk4JP3n/wABVRlXruz0QcqRJAsTQbfKkWGX5vlBJUEcgcc896RtOsUU7Ybkgj+JDn8DjiqljM6Xr2sk0uxSQpEhGMVqxQS3EgWCS5kbsFmJzXc58rsy1DmWhiToLWReWYHO3cpVh71M2pTbg580+WytC+fukdDjvWleaTKYw97BcAEfLM7n5fbng022h8qSMiVmUDCxlsg846fnVKcXsyXB9UU01WdpzJ590d4O8Ajlj1I44Bp9tcpaq6xxTKkhBZSuScfhV37PCQXTMYGAQhK56+lBsWc/uTKzEc/vW9PrSVVXsDhdEFtLbbZpJba4dXUB1WPGD69MH8RVcmxj4a2kKHvs2MPwPB/MVdXTZmDbY7gHPykyE5/WpGt76CIGEz/MM/eLD8jV+0V7foTyaXHW2tSvp62SSRC32lWLRfMo7475q2+uWlwqg26umfk+WRQfrg4zVNtOka4M3lS7nH3lJxx6Uw2VwuA0U4CnpvI6nngUe1T2/IXs+/5l+1bSJ5pN9oxA7EudvPrnmpp49OMe21haJuxDvkfnWWLWVcqI5gvYiRqie1uCcmO4PY/vGpKrF9PwG6b7lr7KxRz9rGwNkx8sxI6nH64q7Hq17D0ureYeksDKfzFY5tbpRgRXPB4+c5p0dreyElEuzkkfK7Hn0HFJzXT9RqBoy30V0xkudChmCD52gOfp6GmCexd1XTdRubKVjgxmRsAfRv8AGqwttRUfcuxsPPzHge/FRXVtcS/Jdx3DK2Nu4459sij2iQcjNWbSNRs42uUmhuM9RIpR8fhxUQuprdPMvbKeJcZDx4dT+XSsn/TrZY47aW4jB6oWJH8qWWS/ZSk63wPdlyR/LpVe1SJdJsrRzTSyrO4VzkkRLySfU1dFlcTJ5t0+zuqDt+Hb+dURDHKm6NysgY8g81pwXErwyxXBBmhO1iP4h2NXTq8912JqUuS0ixpRxA49GP8AKtiNt0bg+tY2lL+6Yep/pWpDJ8g9wD/SvDxsL1JHXS+FD5V32hB5GOa5W6i8mazVs/LKy/hXVxENER6Eg/zrI1GHDROY0bD8ljjb7j3qsBU5Kjg+pFZXV+xhETzM2xjtAA5OBTrKMtJwQSx4A61HcKmSEJPJySKntcqwIr2ZS6MyS7F2Xc8ErpuCrJuweo9aZZuPtUTSfdY7G+varV1dC5uVXIOY8MR6+9Q2tuJYZY/48ZB9GFeXXXJKSf8AVzppu8Uy1f2aQXCSIP3UvysPQ1JpsavBJCwzgkVPA631hhx8w6+xFJEFhvBgYDjke9cDk+Xle6NDDlQxStGeqnFatuxMMb+lV9ah8u7EgHDj9RT7Fi1uB9a78RL2tCNQxprlk0atifmmT8a526j2XMq+jGt2ybFy3+0oNZOprtvJffmowDtVa8h1tigaYaeajJr1zmHr0pajBp1AC0lLSZ5pAFA60lA60ARmm07tTTQMKUUlKKBjgaU800U+gRGetb+hyj7C6E8q1YL/AHqvaPOI52jY8OOPqK5cXDnpO3Q0pu0joggF85x8sjZH/AlrA1VNuoTZGMkNj6it9cSRKVPzoMH3HY1neIICVjvEGQw2t7H/AD/SscLNObXcuotBNAGYpPUtWjGNu8n+8B+tZ/hxuJB3DZrUuE2LOAOVcN07Z/8Ar1x143qy/roaw+FE0y5Nt7k0gT/iYyAjpgU9T51srLyYzux6jvTmXbdrKAQkigg+461kknG/p/kx3MVtPl1GN4oFjLearsJD8uAec1PD4eislNwbh/tIOUZBhVPoB3H1q3awmOS8TcF29CfrxU8khmfJGFXhQe/vXeqyoUb/AGnexFVOdTyIiCEyev8AMmqNyfNuxCvSMc/WrssoUbl6LwnufWqVtEIYlXJdySSx6knvXBCSprm6/wBXZfLfQsuxYrCvRvvey/8A1+n502+vks4A2cMWCL/X/D8aP9XkZ+dutY01wLzUmRJZfKiwAkQyZD7+3+NaYaHNJSe0Qm9DbjZIovNI2
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" alt="Приложения новых энергетических технологий в строительстве и дорожных работах"></p>
<p>Новейшие технологии аккумуляции энергии значимо улучшают процессы строительства и ремонта дорог. Они позволяют машинам работать дольше без подзарядки, уменьшая время простоя и увеличивая производительность на объектах.</p>
<table>
<tr>
<th>Технология</th>
<th>Применение</th>
<th>Преимущества</th>
</tr>
<tr>
<td>Литий-ионные батареи</td>
<td>Самоходные машины для укладки асфальта и бетона</td>
<td>Длительный цикл работы без дозарядки, сокращение выбросов в атмосферу</td>
</tr>
<tr>
<td>Солнечные панели</td>
<td>Мобильное энергоснабжение строительных площадок</td>
<td>Снижение зависимости от внешних источников энергии, экологичность</td>
</tr>
<tr>
<td>Водородные топливные элементы</td>
<td>Тяжелая строительная машина</td>
<td>Высокая мощность и продолжительность работы, минимальный уровень шума</td>
</tr>
</table>
<p>Использование современных аккумуляторов способствует ускорению строительных и ремонтных работ благодаря быстрой перезарядке и повышенному времени автономной работы. Также стоит отметить, что снижение зависимости от дизельного топлива положительно сказывается на экологических показателях строительства.</p>
<p>Внедрение технологий водородного топлива в сектор строительной техники повышает её энергоэффективность и работоспособность в условиях отсутствия электрических сетей, что особенно важно в отдаленных и труднодоступных районах.</p>
<p>Интеграция фотовольтаических панелей на строительных машин может обеспечить не только энергией сами машины, но и вспомогательное энергоснабжение для строительных площадок, повышая независимость от внешнего вмешательства и улучшая экологические условия работы.</p>
<h2>Изучение влияния климатических условий на эффективность работы электрической и гибридной техники</h2>
<p>Влияние холодного климата значительно уменьшает запас хода батарей электромобилей и машин с гибридной силовой установкой. Исследования показывают снижение эффективности на 15-25% при температуре ниже -10°C по сравнению с работой при 20°C.</p>
<ul>
<li>Применение теплоизоляции и предварительный подогрев батарей может снизить негативное воздействие холода.</li>
<li>Регулярное техническое обслуживание системы управления зарядкой улучшает эффективность работы в условиях низких температур.</li>
</ul>
<p>Также высокие температуры летом вызывают перегрев батарей, что может привести к сокращению их срока службы и эффективности. Оптимальное охлаждение и защита от прямого солнечного излучения помогают контролировать температуру батарей.</p>
<ul>
<li>Использование системы вентиляции и кондиционирования в зонах стоянки уменьшает риск перегрева.</li>
<li>Разработка и внедрение чипов и систем управления, регулирующих тепловые процессы, обеспечивает лучшую работу аккумуляторов в жаркую погоду.</li>
</ul>
<p>Влажность воздуха и частые осадки также оказывают влияние на работу автотранспорта на батарейном питании и гибридных системах. Наличие водозащиты и систем отвода воды становится необходимым для предотвращения корозии и электрических сбоев.</p>
<ul>
<li>Обеспечение водонепроницаемости элементов силовой установки и электросистемы увеличивает надежность использования при различных погодных условиях.</li>
<li>Регулярная проверка и уход за изоляцией электрических компонентов предотвращают возможные проблемы, связанные с повышенной влажностью.</li>
</ul>
<p>Изучение и адаптация к разнообразным климатическим условиям позволяет оптимизировать работу и увеличить срок службы аккумуляторов, что серьезно повышает общую надежность и производительность транспортных средств на альтернативных источниках питания.</p>
<h2>Анализ законодательства, влияющего на применение электро- и гибридных автотранспортных средств</h2>
<p>Законодательные органы Казахстана активно разрабатывают нормы, регулирующие использование электро- и гибридных автомобилей и спецтехники, особенно в контексте сокращения выбросов углекислого газа и улучшения экологической обстановки. Особую роль занимают следующие нормативные акты и инициативы:</p>
<ul>
<li>Закон РК «О поддержке использования возобновляемых источников энергии» – предусматривает государственную поддержку и стимулирование производства и эксплуатации автомобилей на альтернативной энергии.</li>
<li>Льготное налогообложение – предприятия, осуществляющие внедрение экологически чистого транспорта, могут рассчитывать на налоговые каникулы и снижение ставок на импорт необходимых компонентов.</li>
<li>Программа развития электромобильности в Казахстане до 2025 года – включает планы по расширению инфраструктуры зарядных станций, что обеспечивает большую доступность и удобство в использовании электромобилей и спецтранспорта.</li>
<li>Требования к техническому оснащению – законодательно установлены стандарты, которым должна соответствовать альтернативная транспортная техника, включая уровни шума, выбросов и безопасности.</li>
</ul>
<p>Дополнительно, стоит уделить внимание местным законодательным актам, которые могут отличаться в зависимости от региона. Важно также следить за изменениями в законодательной базе, поскольку активное развитие данного сегмента влечет за собой регулярные обновления и поправки в существующие законы и нормы.</p>
<p>С учетом указанных регуляторных мер, организации становится доступнее приобретение, использование и обслуживание экологически чистого автотранспорта, что способствует устойчивому развитию автопарка и снижению экологического воздействия транспорта на окружающую среду.</p>
<h2>Оперативное решение технических проблем при использовании электрической и гибридной техники в России</h2>
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
ugXcOfv1Dd6rJeyWitFja7Nx9OlcU1zMIozvcMO+a6hLR7a30udpN32lGfnscUmnuiJc19DprO/huwAo2OBypq9Yn/iZJ/uGuW0r5tTg3EgDOSO9dTZ/8hJP901VOfPG4QlzK5q7x60u8elJnH8JoB/2aZYbweAKhijU3k0uMsMKDUwPIGMehqK0YsJHbu5ApAh8kaYyRk1RmK5O0AYq3M+AcHis+ZsISe9MCjct+6bJ5PFZ80KXd1MrrnyLctj0NXrj7qj/aqvZDdJq04OcQlaTLh1Zzlz4WnurZL23biQZIPrWBcadeWbnzIXUr3FepaaceFY/p/WrdxbQTXFvG8YIkT5uOtC2Jluzyiz1e5t5AHfzFzyH54rpYnidt9vKYHY9j1q9rHhK0liuZ4cRiLJOK04NBs7nQ7WRQY3EQ+YdzWc6fNsdOHxHs9JbGOt3Im1bmLcBnBT+tTwhLh9kDhmAy2eMVCdKvo5JFtzvVRkkc1ReSNMidWhK8kjjP1rL3o6NHVKnRrLmi7GmQw6gjPSpFiAn8uYlOMkgZxVO01GVih3pcIB8p/uVZjv7iEuECHedzOeua3jFyVzzKtqcuW5IYMn92WYdzio5IpogGljKITjcaG1G6Y8ThcjoBUElxNIu2a5aRc52mr9mZe0Rbl8i3wSWmVwcFexplq8cr/cMi8jHTmovthCRgOpEbbh7Vd/tK2uAPtESjnqvFNwSBVL7jp7OaOBpljCADoTmmG2meRGliMSOudw5FJfvbJOphnZ42i4BPQ1v24aLSUkR92yPODS5UXc53yV2tiQb+qqerD1qPY/Hynnpx1rRMUOoXllI0ewyoxO31ovopo4Ha1n3CF+Qw5U1PIFzN6Uma0WtNzebcIybhn5BVMxxSRiWB/k3bSG6g1PKyiLNGacY2DsoGSPSmUgFzRmkooAXNGaTFFAC5ozSUUALUL9alqJ+tVEAj61Jmo0p9DELRSUUgFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAFzUtreRiG2sDII5JZG8zPVVBH86W3EYjmlk52AYHueKYbG0lke6ugTcAcFemR0qkgNbRdUsoYrgvIELTN8vsOBVnUtXs302fy5dzFcAAc1jmysp4BMzFLk5JA6ZqixNtGsjooLcYoba1E3bctaxo+m6zDaskwiuQoVj68d64TWNMl0nUJLSUhivIYdCK65rksPuAe9U75Y5YnklQOwXqaj2nkQ6i6GH5dv8AYFedsMIzsHqa62KISnw5DKMq1u5IrkYbVbmJC7tndtUdsV0WiSSyapp6SSb/ALPvjT2GKu9tCrpaDtJJGvBQfkAI/WuvssnUk9kNclZzRW+orPL9wOwB/Gt201qyTUctIANhyaVOS5SYPQ6bPYGjvzn3qK2uIruBZoTujbofWpecVZoIxIVm9iar2zFbNd33myafdtstZX74xVeRisSIOyj8KAFkcEFRVK4PQU9plXpzUEj7zQBVmIadFI6c0zTk26Nqsx43lgKSVz5sjdNimpbJSnhVy3DSBmNJlx2J9OYDwsg9q0GP+n2Yz/B/SsywP/FNxj2FXmbN9aHvt/pQtiZbsbfc6TqXptNP0qTOhWq/9MhVe5f/AIlWpAn+8KraXOV062U84QUxF/RT/pdz6Vm+JLOK7ieIIFaRgoYe5q1aS+VPNnjdg8UzUmBMbA5+dT+tAHP6HoX2S5urWdydrdR7Vstpdsqb/mOaTT2aeS4uGPDsT+tac80LwqkZwwPegVjKgt4pCQYsY71ZTTUKeYIxgdPehpgpIKH6jvVuK7QWGd2AuRg0DOSNoXnndDwDkrUn2cROpJzvqC9nkhjd4jjeefpVlWZ4LdmHzFeaa3Il8LHTWTW9rHOTlJCcD0rct4pxboyudske3ae2awJpZHXYzEqv3R6V1drNItrbkx5+UU3uEHdGRdCewubRFOPLBwfUdxVeW/lSKVXAJnk3N7Crutyb7mD5SpAOc1nT8wv9KwlJqVjojFOLNEa7HFcSFVLxuoVc9Aay/wC0oLSzP2tR5byMo29arQqmxBnjcTis20hTUtUmaViYYj8oPTNbz91XMIe87GvD4g0uBlAdio9etWl8X6PGgQQggeorjvEiRx6ltjUKAo4FZFSndXKcbM9GPjPSgP8Aj3X8q1U1jTGhSRxEm8ZAI7V5PChllRByWOK1vEcfk3EKBuFjAx6U7k2PSUu7WUEwwo4HcCo5UgmJLQFc/wB2srwVOZdJUMQdvGa6OrSTRLbTM4Wtl/zzkPvTJba1MbCON1bsT2rQiBG5Tjg8U/8AAUciFzM5uePyZSmc47+tV361ra1GA8cmeTxj6VkP1rK1nY1Woq06mr0pc0mAtFJmjNIBaKTNGaAFopM0ZoAWikzRmgBaKTNGaAFopM0ZoAWikzRmgBaKTNGaAFopM0ZoAWikzRmgBaKTNGaAFopM0ZoAWikzRmgBaKTNGaAFopM0ZoAWikzRmgBaKTNGaAFopM0ZoAWikzRmgBaKTNGaAFopM0ZoAWikzRmgBaM0mafE8cbgyEZ7Ke9ACXCEafdKTyCmcH1NaGmWVrJgSSH6bqx9QVbdXaKUOZnUNz0ANbVhYQzMPn2nHY1Sd9gLl1ptrEmYn6j1zXKajn7SkHmbo+SK6e80XywXS4bp0zXMXkQjvUUc4U8mpqO0W0RUdospSRZkbc7D8ainiRYJG8xjgHvWtHp8syeYEBBPHuKoXls9tFd+Ymc9AO1SqrauzNc9rsr2jINGVSP3mRt9etXPD6j+2Lbr95x+lVLJCdOibaTkjn0rQ0Vf+JxbY4Ad/wCVNSs7F81mkVJ1HmdTtDnHvzRGAbj7vbmpblcsAOAJD/OmxqRPjPReamUuaDZDd4Nne+Gx/wASO3AHrWoB7Vyml69HY2EduyZKdTVr/hKU/wCedVGcbLUuM42Wpr6kSLUjpuIFZ1xPvbAOBVKXXv7Ukhs4oysjtkH6VJLpl+VGSuc96tO+pd0xPPj9aa1yg6c1E9heJ97ZVeWCcdXUewpjFuixtLh+hK1o3H7vw/HGevkViXKyi2Yb9w3AMK3NT4scekA/lU7s02SK1g5/sBM+mKuiQ/bLb02ZrOsD/wASVR7VaDZuYPZKpbES3Y6clrG+A/izWBbX5jgRHBygxW5I+LS6GeST+FcseTk81lVm42sduDw8K91I2Y9ThVcKx3HuafcX8b2chUjcBx7msKprQJ9sh8z7m8bvpWard0dFTLkk3Fmhb3kdtZohJLkcp61INSjlKM0TLxjPpXQCDR3AYGL25p62eltypjI+tdJ4+pzlxqNvGQF3sM4NRJqKsGj2HGDj611K6ZprZKhD680kml2OVCqp57UaB7xwep7hCnGcdauQCQxRmRhgLwPSumuNCt5bwSDiJeq+pqS60i0do5VBVYzyo/izT5le5Li2rHLSnJb8K661mTyLfk8Ktc5rUSQ6nNHGu1QBgVswapYLbwlpF+VQD9aG76jgrKxX1t1kubcqc4DZrNnIELVPrOo2bSwvC2QoOce9Ma0M0COzjf6A1k4OU9DbnUIamXLcRw2BiMZaWYlVYfwDuarRm3SNYwrqoxnA5OK6jT7S1tzuePzZCMZParY+yA82oPbpXQ4SluYKcVsef3NlDczGR5WJPtUR0m2wP9II/Cu+kgtW4jtVHqTVF9NFy4EMIIHU0Om1uCqJ7HL6XpEa38Miy7gh3EY9KasEOr6li5mMEZZvnx6V2kOkG2czlV3Y6DoKl/sq2A3GCNQTmp5WVzFLw5ZwaefItbkXETEnd7+lbxYKMk1zscE1petGiJFDksgXuau2bP5bC6f5u2K0gjOT6mgJY1mbL9RmnG4iH8VZ0r2sMqtLJsTHJNVpNS00Hm5UD61okiG30L2oMJ7Z1jGWX5ifQVhN1rQtr61uhcLayeYUjO4j3rPaueolzaG1NtrUB0paQdKKgsWikopALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALRSUUALVXUDgREpuXa68die9WabPYS3V7DDDMqbofMIbp1od+gne2hmuAXj2AhdyjBPfvXVWFkZlxHIVOawNQ0bVNOhW5lRJYUYMdlMj1vVY33w2T7T3A60oJrcmKaWp1F5pd5Fki5LL2FcvfiRb+3huZNqzHZ5g/hHrU0viq+cATW0wxxjFUrm5W8uUeJJJ9iksMfdzVS2G9i+k0ljB5sV0JQHMYT2HQ1natq72d0sSgOWUNIT79qjjmhEq74ni553Cs+4t5dV1K7eDlYwWz7Cs4+89UKLbepptZXH9hyX1vcKtsDu8vuKz9P1i4tZ0mwGMOW+uauaDaC+06WKWd1jDcoDxWTqMS2OoSQxnKDjn0rSyKshbnVJ7gEE7fm3cVFDqE8UofeT6+4rqLLQtPu/tKA4L2wnhOenHIrnmso/t9vFvCxy4yT2ostgstjc/4SHSwI82jE4+bnvWVPcT389zJZZSFBu256Cor6wSHWRahgsbMBu7Yp8kcmn313Bb4ZdhBPtS5V2DlR1OlRCy8O2mqE7rkycE+lW5PFF054UAelUt+PB+lgngk1n1hVbT0PWwNClUh7y1NZtdnc5Zagk1NnydmGPeqNJWXtJdzv8AqdH+UnW5k8toyc72GTW/qkv+j7ev7r+lc0Dgg+hrRudRinR1AIJTHNb0pXu2ebjaKjKKgtC3ZsRpMYHfrVlmKyxY64qjaEiyj9MVIJCWUg8kZrZHnS3ZO75guGI7dK53gngYHatqdtsD55GOa5XUL5bd/LQn+orKrFyaSO7BVo0VKUjQqO44t5OcfLVXT7ozllJyMZB9KvKodgp6HrmudxcZWZ60asa1Fyj5mQrOAMSv09aessoHEzj8a6B7GxNqjx4MrA7h6Vi7OOY+ld1j5q5GLq5UYW4kHrzWjoV7dtrdmr3DFDIAQT1qva2sVzMY8suFzWjZaM9ld2t7Kx8reMAd6GtBXTdjvmP7x/rWbrd/9iijTcBv5NX7eX7WhlVSoLYwa4/xcJLzVVjjfYsXU+/apWwxl/cl5nuLj5dwFZ3n6fgY3HvimWkc016be4bzGbpmrMdnaw7kY73B5I7VadiXG5Uury3CZiT5iQCT2rpJLGOBYsTFg6hiQelc3qC2pCxxwuZJOF+taumwXVrDsuldz29qB2sWhEyylo52XHanQRyqSxnOenNQtqdl91pgkgPIbqKkMlrIgIuFb2U0czFyoVnuZ5GjgJO1cmpbXULtLWHyIg4f7x9Kxb2/msLtmtpDho8cd61bPULfSvD8d3MNxIyq+pNaxvuyJK2xpT3M8kTLtK5HWmfvZVXdk4FYVp4yN1OYpI1VX4xXQo6iNcsBxVwtIzneJTmjm8+E5yc/pVvyycngGobmWNLiFnkAHOKU38GcBs1a5Ve5N5Mr6hpkeo+XFOSFX5uOKYvhjS4gplIHsxqaTUEE42Rs2Aa4u91K81C/kuy7CKM8LnsKym4rY0gm9ztl062sIphaoE3Ickd6yzU0V7PFFaxy4IuEKg+g9TUJ44rKbuzSCshKWkoqCxaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBaKSigBag1W6azSK/gf8AeInktGRxj1qaqmqxGbS7ggfcXdQBtWvi6x1HTPsjfuZ2Xbhulamn6paxWqQzeWZEGBtwc15BmugsdJka1hmM8iM43de1MD0VkXUSw2xRQqevGWqC40yz0+0kmsGSGbqSf4q44afMqkJfTD8ahu9M1GRFcagzg8bSeRQB0aXVhe6hG87w+WiEuTjlscVz+lzrZ+HtZuo9vmPMI1/3TWJqGmXNjEskrZRzjIPerWkwpd6PfQGTbIhEgHqB1oAp2eoyWYkEfRzmobif7VMZGHztV2PRJ5oRKhUK3IB61sQaFaRWiRTEtKw3M69j2AoAy7V/K3yNvCRx+WcN3NVrUg38SHJPQDryam1uyOnvGkUjPDIu4/71Z0E7wXCTofnRgwNAG3q8KR+IooF54VTn1qO9spH1qa2gbBVAHOfbms26vJrm9N2SRITuB9K39FtpGD391u8yb7nuO5oAtwQltBj027l8sxy74m/pSRae2/ImjO7p81bEPkvCGuLUSxgFRj19aydUWyE8bQwSIm3DY7GpeuhpCbg+aL1FOn3I6Kp+hpsthciM5jPPHFV0khBxHdyx/wC9WjaWWoXNt51vfBgvUE9az9nHc6/r1W1mZ32d4Mbtyr0UHvUvkvkDA5rQvIrlLOSG9w0kciFWX0NSmKPB+UdKmai3cVHE1IRsvxM+0uLqRlgRBsOQGzTFuL3z9oiAKqce+K0NGjQrHwAdx5pz8amgHTa1ac/Q5XG+rKV2dQW3Rhgbl3GqeiaCddvrqa4bYiHH410F+GGnqWOPk4NV/DEaXum3dss/lSrMHJzycVUXfUmStoc1PYyaT4iaxU5DHA/GtlbKWJjIxBWPkiqOr3CX/jJShAVCFyPate7k3Wsix5LsMKKie60Nac5KLSdjItlN5CZYo3U7ypAPT3pZI3iJB3gZ67c5q8wvVs0ENt9mJbBY96lHiKbTfLtby0jnTHDha1MDN3zQlHjwd/TjrVi3vNSd0jVQ/ltuVT0zTo786lJNHFbKked27H3BV6wgEEwPnoAVyxPrUtu6XQ1hGDi23r0ILnXtYs1CyKse8lgazrq5aaFZbqQs8pJYjitrV4omgFw0gm8r+EfzrCv41mtYwo2grk+3tVGRJpcmzVbMk5xxn2rZTSWkd2SaP53JGTisXT7W4lvrc28e4L8rH+6DWm2VYrnocUAWYLOx+0oZXPmo2PatKO5sDM8SaigZTghxWGDg5rl/EcTQ6tJIAVSXDr9KAO3bRLXUtQuWuJIsLjYy4+bimaPokSR/ahaZYEry3UetcPpMl3PfQwxTuoJ5OegruIr9klVWJWIcEJQBeOm27EmSyPP41geNLLy7GzEeUi8zbsNbaap+8CpLIq9i3auN1PXrjVNTiivCPJhkIAH86d2TyoH02KG0yh/0iGQEH+8vrXUpaK+xpLgnKjgVmXLwXip5a7XhXY3uTV/7a32fyfKQcAbu9OMktxSi2TNZRGeMqjyBRzU6eUH2pEgfphu1ZyXU6DCyEVGzs7lmOWPU1XtLbIXs+7HeINQ/s6ykIVTI+YwV7H1rBsEt5tC8rP8ApTyjH071p6hZf2hZSQp/ruCnv7Vn6XpV7A6rdwmKFG3bu+fSocnLcpRS2N9rhlQRKgCqmwAjkVXNKSSST1NJSKEooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACnR+WW2yrujbhh6im0UAZ3/AAjFl9oH+nN5W7+7zitWZ1dlVF2xooRB6AVHRQAUUUUAVNXtGu9NkWPJkQhlT19a57TrO+kuhDBE6tL8hJHAFdarFGDKcEdKetxKpJVyCeDigBjIseI1GAg2/lSUUUAOxBLGsV1CJYlJIHvUUmn6S5B+xY+jU+igBGhtgAscCLGv3RjpUjyGQjOAAMADgCmUUAODsBgMQPTNTJeSJCIgEKj1Wq9FAE0ZtGDC5tVlz07YpFECEJArQRk84PSoqKALU8InAjt7svIzg5fgHFDPIjsJoiB03JyKq1Is8iIUVyFPJFS4p7lKTjsVbS7u7eTyobR22Mfmx1ojg1W6ufM3IjLnGTjFW47maM5SQqajZmZixJJJyTT5ULmZHJp93cKqNefvNvyLnisI22s2U0rxRPmQ4Yx8iugqWK5mhUrHIVBOcUxGdpOmmwi864w11Lz67R/jWm93I8PlHbt68DmoCcnJ5ooAc0jsMM7EehNIcFSrKGU+opKKAJpZY8FLeIRRHB2j1qGiigBysPLkib7ki7
WqpFY3Xl+TNAXRDlXXnNWaljup4kKRyMqntQAuxrSFY1fDt877ex7Cou/NJmigAptxBbXkIS6i3lfuNnkU6igCK1tLWzjIgi2yN1c+lS0UUAKMZ5rnNe0y4hvzPFCxhm+dCoyB7V0VSCeQRiPedgOcUAZ+mPc3rpNLD9nitxksR/rH7VdJyST3pzTO6BGbKjkCmUAFFFFACgkHIOCKVpHYYZiR7mm0UAFLSUUALSUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFLRRQB/9k=" alt="Оперативное решение технических проблем при использовании электрической и гибридной техники в России"></p>
<p>Для эффективного устранения неполадок в работе эко-транспорта следует задействовать мобильные сервисные бригады, способные оперативно выезжать на место поломки. Обеспечение сервисных автомобилей необходимым инструментарием и запчастями позволит сократить время на ремонт и минимизировать простои.</p>
<p>Создание обучающих программ для специалистов, работающих с инновационными транспортными средствами, требует особого внимания. Регулярное обучение и повышение квалификации механиков помогут не только быстрее диагностировать и устранять неисправности, но и предотвращать их появление.</p>
<p>Внедрение системы мониторинга состояния машин в реальном времени станет ключевым аспектом предотвращения многих технических проблем. Использование датчиков и программного обеспечения для анализа данных позволит определять потенциальные неисправности до того, как они приведут к серьезным поломкам.</p>
<p>Важно также наладить сотрудничество со специализированными фирмами, разработчиками технологий для эко-транспорта, для оперативного получения консультаций и нужной документации по ремонту и обслуживанию. Это сократит время на поиск информации и позволит уменьшить количество ошибок при восстановлении функций аппаратов.</p>
<p>Переход на эко-транспорт требует от сервисных служб высокой степени готовности и оперативности. Планирование маршрутов с учетом расположения станций техобслуживания è обеспечит меньшее время простоя и более продолжительный срок службы оборудования. Установка дополнительных пунктов обслуживания на ключевых транспортных маршрутах поможет устранять сбои без долгих задержек.</p>
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		<item>
		<title>Как выбрать трал для перевозки дорожной техники</title>
		<link>https://aktaustroi.kz/kak-vibrat-tral-dlya-perevozki-dorozhnoj-texniki/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 Jan 2025 18:16:06 +0000</pubDate>
				<category><![CDATA[Техника для дорожного строительства]]></category>
		<guid isPermaLink="false">https://aktaustroi.kz/kak-vibrat-tral-dlya-perevozki-dorozhnoj-texniki/</guid>

					<description><![CDATA[При организации транспортировки строительного оборудования необходимо учитывать несколько критических параметров. Одним из ключевых является грузоподъемность платформы. Убедитесь, что максимальное допустимое значение грузоподъемности превышает общий вес транспортируемого объекта не менее чем на 20%. Такой подход обеспечивает безопасность и минимизирует риск повреждения как самого оборудования, так и транспортного средства. Следующий важный аспект – размеры платформы. Они должны[...]]]></description>
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
BtpwWpdgpdlFx2IgtLsqXbRilcLEWynKCPpUgXNRvPDC22SRQfTqaTkluXGDk7JEqgGoJVH9oW3+5J/Sqr31zNcNBZoq8kCRuc/SlsRdNewtcyB1IkC8cjGAc1g6qbsjtjhpxi5SaXl1NCSMsAyYDr0J/kfalidZFzjBHDKeqn0qbbVe4Rom8+IZYcOn98f4jtWj01OdarlZLgelGPakSWORFdDuVhkGlLnPA/OmQ1bRgFpQtAY+lODeooAAlG32qQDPSlxSHYi2UbKlxRtNFx2I9ntRtqXbRtpXCxDsrI1K8DZhj+ZM4OD/rD6f7o7n8Kn1bUVhLW0bEP0cr1H+yPc/oKyUXHzMBuIxgdFHoKTZpGPUcoIyzHc7cs3r/APWpaTNITQWLmrcFoXsprpiFCgrFu6M/v7Co7G1a8uAmdqKN0j/3VqPXb/7RKthafJGg28fwr/j/AFpNgYFvaG6ld5WKqDgnrk1WeExzFc5APX1rXkKW8O0DCgYAqhGhlkyBUtDHW4ddwVAxYYJPYVF5PkTjz3w2N4A5zWnFEI1wBSSwxyn51BxTsBWkZmQBEODzk1JbRspyRirAAAxjpS0WEOBpM0mabmmA888evFK0Y5K/KT1x3pI+Wz6D+dOJpDG2EdnbXBa5jdVYYDxk/IfXFdCjXKW7Ohj1SyYfN0L49weD+PNc6TRDJLbyeZbStE/cqeD9RQIdd6T9tuWm0t4WjZuYMFTF+B7fSqs+k3Nq4EpWHd9x2b9259nHH54rXgv7Kf5dSt/JlzkXUHGD71qq17bwFl2anZP1ZACxH+0vQ/zosBx7vdWT7J0ZT2z0P0PerEGpjjJ21vx2tpcox0qdIsfetbhd8OfoeU/DiqF1pOntII7uKTR7lvutnfBIfZqWqAns9dmgx5cpx6ZyKg8Qz2l/YeZHaRR3e8ZkQY3DvkVQvtA1TTl80R+fB1EsB3DH8xVAXLyxvG3UDP607pgSW1zAthNHLxKe/r6VJdXAuBGy54GD9aqXtsVIlUfIQM89DVl4fKtlHfPNF3sBct9+z5+tW8Zs2/z3qCP7o+lWgM2T/Q0xFJBn7oXP+w2OxqVickOfX7659e9NBBGCUbj+JcHvUoBAJAYDnocjvWZQBSCdue/3Gz69qUAFudpwe/ymggHP3SfyPenEkddwx6jcO9IZYttwBzu/E57etaulyFPO2nBIFZFqR82NvXtWlYnEjfSpn8BUfiNPzn8zzM/NSid9u3ccZzUBbOcmlBAzXJdnRZEjarDaDEsgJPQA5NZuq65NGqrazAKQSXz19q5yY7UY+h/rShldMcMp7GuhK3Uwcrkr6lKxLNK7SZ+9vJxU9vPI5WZ23SAfePWqaLGg4RWH+0OlWoX3DJx+FUiWacOrzRgCTkdKvQ6lDMQCSD6Zrn27euT3xTDx7fp/9ak4plKTWx1u4de1CsDk1zkGpTwAKTuUdmrXsrxbmMkKVxgEE1zyg4mymmWWfmkD54phO40nvmoLBmppbJpHIDYpC2BVABakZuKYzZPFNZqYhS1Jnim5pC1UIdxSB/mpm6kDDNFhHTMOfwFJiohdRnvjjvUE912jP413crOFyRc4oxWYLiUH7xqaO8YffGfpTcGSpovYoxUH2qPbnJ+mKga7cn5cAUuVjcki7xUck8cf3mGfSqTzyP1bH0qLBqlDuS59ixJfHoifiaiN3MeNwH0FM20u2qsiOZsibLHJOTQEqXbS7aq5NiLZR5dS7aUIaVx2IwlNKVZ2fLmm7aLjsQ7KNlTbaNtFxWINmKNlT7aXZ6Ci47EHl0eXUxXBpdtFwsV9go2j0qHUb42LRHyw6vnIzg06zv4b12WON0ZRnDEGi4crtcjvYWkiSNJDGXcKWHpVaOyiSyV9uWYgH88VpzrhoP8ArqP61XIA0xGJx8w/9CrGaTep2UpSjBKLI4Iws8YUAASSYApLdmFxbrk7T5uR681FBcytraW6oPKDSEtUtoxe5t8oVx5mDnrzWd1obuL1uaBppGetS4xS4zXSebYz5F+xyNMB+4c5kH9w/wB4e3r+dWdoIyOQan25qnGPsMqwN/x7yHETH+A/3D7en5VN+X0NLc68yYLS7al20Yqrmdhq8H2p+Vo20u2kMTNG44pwXimyKTGwAySCAKQxQwxubhR3rF1fWxCrQ2xBc9cHhR7nufaotanWDS4be4uA13Gu4hOFB9x346CucgJkfeQdoPAPr6n3rFxcnrsdEbRWm5diB3GRhgk5A9M/1qfdUAORUgOQDWiEOzSojSOqIpZmOAB3NN2tskcKSsal2x2Aq5pF7bwWU165Xzx8sag5Kgjr9e3507iJ9TuU0ew+yQndcOfnI/ib0+grEij8iNmkOZG5c/0prTeZMbu5OCfuD0qvdXQlwkfSkMjmdriXA6VdggEadOaZZ24Ubm61cwBQgI8YFJipCM00imIZijFPxRigCM9Kb1OKc9MIzn8vzoAeh+XPrzS5yKQ+1JmgAJpKSloAO1Otri4spfMs5mhbuB90/UU2mmgDYTVbDUGUanCbO5H3bqDgfj/k1ot9utLc+Ykeqae/V41DZHuvQ/Uc1ypHHNSWd7d6bJvsp2jz1Q8o31FIDobJVUedoF8IMfetZiWi+nqlU/EFxby2Ui3ulGz1PA2uB8sgzyQw4NC6npuqNm8jOnX/APDcRHCsff8A+vVbVdXnS0k0eWSKfnf58Y4fHYDt9R1pAVkRWjTcAcAEZqK9H7n8RViHmJPoKjvFzCR7irewiWMfIv0FWlGbOT6Gq8QzEv0FWox/oUo9j/KgCrkqCC0g6/eG4fxU/IOSAhP+ySp71Gob5tqyDqeDnueopdwzgsp9nXFZlEhfg5z3+8uR3p3BPy47/cb601QBkoD/ANs2z+lBOepX6MuPWkMs24Pz9evcY9avWvDt9Ko2n3n4wPY5HU1dth8557VM/gY4/Ei6OnFKCS1Rk80u/wCUc1xHUcdcOTcPGcBd5HP1qWOe1jhKiFiwPzEnI9qr3p/0uQ/7Z/nSIAYnyOSa6UcxcW/gBU+QWA5PbNSWz+YhbbtBYkL6VnxLxWhZAGJh6GqQMmY849/88VGx5wOPYf4GpHHPrz6Z9KjJ4x19uv6GqJGk9v8A61auikCOT0yO1ZBPYHHt/wDWNa2iAlZOmBjj161nVdoMuHxGqfbr3qIt2zTJpdpxkDNVhIcjJrzlJ7nVYsO3OKYzMDzSE8gkcUjtu5rqjqiWKCScChsDr1qMNimliTVWESr0pGOaRMke1Lt59qWwhMcU1VO6ldwBSJKAahT1A0SDn8KNtTFOfwpNtevc8qxFtpdtS7aNtK47Ee2jbUu2l20XCxEFpdtSbaXbSuOxHtFKFp+KAKLhYZtpQtPAoz6CgY3bRtp2fUUZ9qQCbaNtLn2pRjvQA3bRtqTApcUDsRYo21LtoxQFiLbzSYqUiorqQW9tJM/RFJoCxi+JRiKA98kfyqjpG+O+ic4VejZPY02e8u75gMM+OgUYAqWC3e3jkkuCqnjHPanc0S0N7VY5oRbbAoZp1C55GeaqTRt/YETSL8rOoJ7fe5qC+1yO4gsRC294JN0vB6jpRrMK35hGkPMysWZmjc7VPpg8DvXJOauzup02ox0JLRoYd0qgExPISgIDbD0PPaoNMkMl5ByNo34HcZ55qra+HLhG8x5QGwQwJyfzrZttKEUfnWsjNcxrkI2MN61j7RcySNny8suZ6l/bRtqlc389qqF7UHPGfM79+1TrdSm1jn+xyt5mTsQgkD1x712e0je1zy3SktbE22mSwpNE0Uq7kYYIqp/bdoDiRLiMjqGj6U9dZ05utyF/3lI/pR7SD6h7Oad7C2EjsJoJW3vbvsLnqwxkE++Kt7apaWyTXmoSROHRpFIYdD8taO2nF6DqxtIj20bal20baq5nYjxWN4k1Q6farFE2LifhSOqr3NReJ72a1kiWG6MI25KofmJrl0nlvJmubh2kb7qljkgChstRHXchfbhdo+6iZyR7k9z71LEgRAoqDHmXQHZRVxVpFjkFSIvH0oRanQpbxPcSjKL91T/G3p/jQBW1O5Ftai0jPzP80x/ktc+S24hCasXUrSysxOWY5P1qKYphVxhguDj1qQBpF2IskpfaOAg/qaljniiwViUn/aYmqeKkihlnkEUMbSSN0VRkmgC4+ryjhEjA/wB2mjV7n/pn/wB81Nf+H7rTbBbm/eOF3OI4M5dvUnHAxWT0ouBtwajLIjNIseB7VfsIbnUI/MjsnEZ4EgPyk1jjTLhNIN+QBG0nldeemc113gqUPpDIeTHJ0+tNCKM2mXMK5eJ1+o/wqmylfvDFdtbjEIB6qSv5GoriwtrnO+MBj/EvBp3FexxL0xRyPbn/AD+tdDd+HXGWt2D+x4P+FY0tpNA7JIpDg8g8EUDISKTFKeDiimA2ig0mcUhhSUZozTAQmmGnEim0AIQCMEZFIYgFYg8BTgHt9KdTuqN/un+VIC5bcwp9BTL3iEH/AGhT7Xm3j+lU9SbbMDk4EYP5OKp7El625iHtV2If6JKPY/yqjZH5CPSr8OfIl9Np/lQBRCMScIh5P3WwepqQBwORKoP94bhTYyCTuaPr0dSO571KoGPlX8Y5PpUDIyFPTymPtlTSncP+egHv8w7045J+csP99M+lNKg9NhP+y200hk9lgySH5c+wweprTsYZJ5SkQBYKTycVm24YFs7/AKN+PersF0LF/OcOVxg7DgjNDV1YL2dyy6SxNtljKn3FN3A8YxU0XiAEYcJdwdyBh1+q1YiXS9RINpOI5P7h4/Q/0rnlRa2NlVXU4O+2fa5huP3z296bGfkatnWfDOowzSTRxefGSWzHyR9R1rFRWXerAgjqDVpGdyJmOBgkVo6VxFJ/vCs6TGVx6Vf03BSQAg8jpTS1BluQjJPv6ewqNiSMdf1p7nH5+uOwqM8gE/mR/UVQhhPbP4df51qaSwSOXLY4HT8ayiSff9auWEmNwz1ArKsvcZdP4kaE23b97dznNQs/zegpHORwc1Ex+lcMUdZZjnJbB57VMnuQB/Os4Ng8VZhfPBPTrmtI6aESLBVSSew4qNwN3HAokk7D7opjPwK2SZBMW2qAKaZNq5qMt0J/WoHcf3uKzmCFeUmmK/NRM3PWmh+alIo7Arz+FG2pivP4Um2vVuebYi20balxSYouFhm3FIRUmBRigLEW00bTUvA68VFLdW8JAlmjQk4GWFAhcGjBqlda3Y2y8Sec2cbY+arJ4ltTjdBOpPXgcU7MV0a+KNtYtz4miRwLaAyL3Zzt/IVnyeIr9mBUwoPQLn+dPlYcyOq2015I40Lu6KoGSSw4ri7vVL27LebcMqn+BOB+VUfrzT5Cec7ptTsIxlruHpnhs1X/ALe04g/vjxk/cPNcb06Cjk0+QOdnaWuuWFxnEvlkdpBioLrxLaQuViR5iO4OAa5HBp4j4zzT5ELnZ1Fz4lgWFTaxmSRuofgL/jWdN4lvZP8AVpHEMdhn8eayBGcZyRRt2k0KKByZZl1bUJCd13KM9gcVa0ydzBcPcPJKhKrsZiQT16flVC3hEtwiOSFPJI64xmuj0wxwSBII9ikZPqTj1qKklCLZpSi5SBbe8kKiOIRpnkn5RinvpCv/AMfFwcNwQg/qavF2PemsOV+teVPFze2h6MaK6kVvp+n2g/dW6s2c7n+Y5/Gp1mYqQOBuNJimoOG/3jXI5tu7N7CliQeadDI0e1lOCKaRxQv3R9KnmYWDWIpLlIbmBC6BsSoBypP8X09axdckmjsEu7ZnRSQH2sTtz0+ldBbzeRLk/cbhgelU4WhbT7ldRkS4ABWRVHRc8AY9MfhXqYapzq/U5KsXHToWtPgj1jQraab/AF5THm98j19axbq2a3uHhkCllOCRyK10uoNB0feod4U/1UZ+8xPIX/6/pXHS6/M0jSXFqdztknJrPE0VN3juaUKnLvsT3GsXtmJjZNtMhDMxAJAXin2niXVliea4mt9uBtWSI5k/3cfzrOkuVRredQ4JG4YGe/ei7v5JopV2KskriRZA+Nq/3QMcV0UrqNicQlz6HTp4pSPT/Ouo18/dtMKBl2/XNQ3Hiz/QsxQbLlx8nO4DnrXMrYzmBpmlSUdWUPlsf3veoDMoO5mDHtitbnPZD7q4kmLPIxeaU4yami2xxgDooqogJcyPwew9KmQNIdqgkd6RRatEzuc9WNXFUk4AzVE3cFuuCfMYfwr0/Oqk+pXE3yIfLU8bU6mncRuRFGulg3gueWA/hA6k+lUdWvhM4WPiFOIx/U+5pHA0yzNt/wAvEnM59PRPw7+9ZhbcS7/dH6+1AChvLXefvH7o9Peo0R5XCopZ2OAAMk1PDazXOZSpWPuxH8q7TwnHZWAlyi+cP+WuMsR/SixLkkcnbaTN9vFteK1uy7S6kfMAa7+zg07QNNmnVRHGnLOeWb2z7+lc1rlws/iSR4cZMIGM9CPWszX9ZfUphFGxFtF90Z+83dv8KNLBuVNa1SbVr97mbgdETsi9hU2g6JLrF8sC5VB80r4+4v8Aie1VdPspb+6SGIfM3c9FHqa9F0Wzi0618iHnDHcx6ufU0hlDX9PstP0C+trZBFteOZQzcv0Bxnr3rJ8IahDavOszlY2AxxnBz3/Cus13yW0O789QwMZVflydx6Y/GvPdIJ3TLjJIBxTQM7b+2bWGRgNzo7FgwHsP60Pr9sCNqOeDnPH0rn3GyNQ3ykE8elKUDEKDz7VHMJmufEMnAW3TOO5PJrNmvJZrw3Dopdv4SuR0x0NRA7ZCAvHcmmGQiQADjtRzCsSsqyBmdVA9MdKrva5yUP5/41O3QluSe1SAjJLdAOB0pc7KMx0eP7yke9R5rSYqVwBgk9qiktFIB6E+n+FWpoZQNFSvbup4+b6dfyqEnBweDVCCikzRmgY4U5e/0P8AKmU9Ov4H+VAi1ac26fSmamoNjIcDIA5/GnWR/wBGSk1Dmxl+n9aroITT33D6qD/n861rcEwy+m0/yrC0p8rH9MVu2bKRJGTglSQcZFC2AohnU4ZnHP8AEuR1pysjYz5TdPVfSnra3cRyA7c8bJB6+n4Cms0yAeYr4GOXhz6dx9DUDHITjChx/utkdqRm7MR9HTHb2qASISMiInjoSp7etPDHaMeaB7MGHQUDLVtjzCAFGf7p+tXFQ54x+NULaQCUktnjum096laYyPtEXnd9m8rn8Rjmk9YsFuOm0yOaUbcxSf3kqjPZXtuPMKecv99PvD6itG3W3mkIt7ieGUdYZHIYfn1q9Ky29t5lxIy7Bw5UBWPp9a5rzi7Gr5WZOm+J720IRm85B/BJ1H0Nby3uia4u25jVJiP4/lYfjXF6ra3FvMbho90Mp3JKPmU59/X2qGK4OcH8jzXRfuZnUah4KJG/T7gMOoST+jCsu302704yJdW7x88Ejg/Q1Pp+q3dsga0mZlHWMncP8a3rLxTa3A8q9j8ongnG5fxHaiyEc1JnLYJ69j7VA3B9PwxXaXGiaffxGW2YJu53R4ZT+FYV54evrYFkQTJ/eiPP5UwMVmJ7Z+vP8qsWZBDZ9KryqVJDKQR1yvSprRtpPPb196yqr3GXD4kWsFjgZyaYaXf8xPHTimojyfdGfauE6rjkUurEDhRQj7Wy3NWWAijZcEMw7VRcFRRF3EXvOTZgDNAUuCazxIR0q7bXChQpPTrjvWvO4ohofIRtOTjHAqg7HcRmprmfdwp461ULZOam99QWg8nikVuaZuxSrljTGd1LPHGMuwUY6k4qnJrFnHuzMCQO3Oa5CS4lmbdI5b6momYnpXr+zPJ9odTN4itkB2K7n6YqjP4kmbHkRrH6lvmrC5PelAJOKpQQudmk+v3zHKzBfYIKgm1O9uGLNcOO2FO0fkKrkAcUEYXn8KLInmY6WeaY5klaRsY+Y5qIZ6nH1p2B6UbHOPlP5U7BcaT2HSmknPWpzAR94gewpBGmeWP4CjQCHJ9aSrO2MHAX86CWzhcD6U7iK4RmOADk0vlN7D8anZiOO/rTFUscCjUY1Y1GcnJ+nFP8nuAKdtAB54H60qyMeFUZPAqXcAKELzhv0AqPBznI+lTNGcfMvSmhFKk7CAO9ICPy3ZsU8REZDH9KcrKM4GKhOSaeoFq1UC4XBzwe3sa34EKC0B53RsemPSues1b7UpweAf5GuhjZWayCkEiIg4JOOlc2I+BnXh
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
yWbGNzHv/wDWxVrwW7z6qLMkYZSwJ65GMjPvWZa6e0tqZ1KB1kKEOeOgNWHhhgMckLRwSJ8xcSknPYjA4pNX3KWmtzovElsYtNZSyGSSTaSDjp61ytm5tLkShlPBHB9av3F39ptJ5GcPIzozsFxuI71Re3ZgWQZU8g+tCioqyE227s0Wu5biIoJWUHuCQagsJLeESF/Oyg+cAcCoInjj4lZ1I64FRzSbpyIGby5FBckYzimI2UubG4hJLOY+h3JxUkctkyfJPhR8oGzge1YsKuR5QbZDKNwXGScVJHHM9nsj2mFvmLHtxyPzpga4Ns4JF3GMcHIPFPWKJvu3duf+BH/CudE5RJLcKpEhB3enrSWiNHehkgeVFGDtHP4UXA6P7IW+7NAfpIP60n2Cc/dVG+kin+tc3chstLypc8KDVkXB+yoI94lVctntj1oA2DYXQH/Hu5+gz/KontJ1zmCUfVDWfDPsgffM4k3cZPr0otr66a4VTcMgZTgA4yQaALZQqcFSPqKq6kcWTf7wpkusXscriO4LoOhOaXVbmeS1CSSbl3A8d6ANC1ffZwsP7uOKZfuBaHIz/IcVnaZeiFTDIBjt2P1zSahdB8qvBPYHOBQAtg0LRyLPKYwGBGBnNWgtl2nc/wDbOqFuVjthuiYs7ZB7YHFTrNGB/qGJ+tIB7JZSYBkmOP7qAVKj2gG1RI2PUAYqFZgCdtnkeuaf55PItkX2xQBKJLYA74GIxzhsVSMFswzFdj/ddCCP6VZ+0ypG7hLfgchgDn8KoW3lhJ3b+FPl57kgUio26kj6fcqCyoJEH8UbBh+lVvLcnG1ufakQtkFevp61ZN08aFSxbd1G7gUag+XoVzDIAxKEAcnPFW9NiCJNdOgeOJcDP97tUaXcplRUOG6D29qtXRJt/LlQJltxkVcbjjoelDKjZasoTEuwckktzSQ4yRmp5xLKFCsjBBgY6/rVZkkXPy4+tMh6k/elqushX0I9Km3rjO4UCH9qrOdzYHenSzL0TOD1zTbfmUFsgDvQBqIbURjdvyBzwKarWasWZZiOOB1/Co/MyMeYx/4DUgVjhllkx6GgCeORBhIxMFJ4G+t0atY2kKQLKyuEBz5eazNHsJL6/SNRkL87bsgYFQC3a+1OOMcAxqT9MVlVpqpHlZrS+I6OO9WeBrlZXcKpwNu3JFZWo6vOY0COsQlXd97cwH4DitG8MVlYMSAEVcAep9K5NFkuZVVfmdzgD/PasVhaUHe12aRbqPsiwiqwMisXOcMxB606tC8t47PTYo17P8zepx1rP4Ndhzu19AqxYWpvLyODD4c4JXqKgrTsPN023bUTIPnjZIoecscjLH0A7H3pCJb3TZxPN/Z07bLXa8hkwELeo7A8Vg3E7yO4uPJMm7JaPv8A0rXvtUV9L8q2uHRpDsMLngDqWJ6cmsF4Tc/vIZFaTHzRlQp/DsaAJoh++bByMDBqw7iKJpG6KMnFQWqsr7XBDBRkVNcIZbeSNcZYYGaoQMcTBu3/ANcVu6VHrVzZJ9itrV4UJQO8hBP4VkWrW32gfbAfLHXr/Su40u906DRDNYkG3VmAxkZbv1rGrShUXvGkJSi/dMv+zPEbjBXTk+rMaUaL4hb711p6fRGNVm8R3cx3GSSME8LHtA/M1MPEd1DExDLLxwJOo59RiuWFOhKXKonZOnXhHmbMLxNYX9lPbLf3EUzOrFPKTaBgjOayn3BDtwG7ZrpPGNwLy20e6xgyI5IHY8ZrnCA6FWOAe/pXbGKirI4HJyd2RwqYLlkmcIUfDsOQPU8da0ZNYis5oRp89xLGo/e5GwSH6VlxqqyOgO5QfpkVL9pSP/VQonvjJ/WhpNWY4ycXdF2fXNQuG3wxLCoPBxuI/E1nXFxdXGRcXLye27j8ulJJPJKcu5PtTVRmOFBJ9hURpQh8KG5N7sjCAdqkQAEGlkjaI4lVkOM4YYphlUdBmtCSRBs69CeDVqOaRIpIkICy4DHHOAc4qrBdOj/KFHuRmmyq6Scn72SOaGrgatvbxRjzbpgAOkfUn6gfy71Zs9Hm1e4kmmJit0G9t/DFR0AHYVc8Jvs0/UnwzbRGxCjJPJ7Vdu7e+CzzxxMGng8tImHz568ii2gLfUbDPpjwiBZ47RY1Kqrg8g/SnGASmMQPGYweq9CO/wBa5H7VcLKQVyx7EV1OkvKNMiZ8pKG+6R1yeK8zEwaXMzuTpP4Lktxao8nmgjjqPUUqDbEGye/FXgAoYblZs9cU2TbJKEXAwBmuLW1gsU/MY529DwcVG8DMC5OBjoavMI4yBxjPGO9PLKBgUr2C1yjFa/uyrEnJ60C3U5Iyc+tXZXC4GM1XMpPIXABxQpN7BZDVtM5wetQy27ZODVvey8dxTSCckUczW4WRWS3bI561YWHnnNPTao561LGyE4OOBSlK4KxfI/lTcClJ5/CjNe8cYAVW1GMyWEygFjt6DvVnP0qvdRzSmMxT+WFPzqB98emaTV1YcXZpnFMsf2rOMEdMHvWRbr5kiqeryc119xZGKQRmwEjkcOqlvxz0rmp7K60y4jkuoGjBfeuccgHmooqz1OnEzU0mjWN7/ZlxBCIsLIRvJ65PU+9Z/iMI18JEGN64bjGSOM/iMVt6jDaTQRiQFRCwlSRT95TyPzrmtTnM84Ykkkk5PXmuqRxI1rRt0ts/96Dn9K0M/wClwc9M/wAqzNPO4WfvCwrTzwp7hh/I1hS2OivrJErSLDOJpGxGkbluM4+7Si5jukt5YGDxmXrjHZqY6JOPKdiokR1LAZIyB2pLe1FlBFAkpkVZA24rt657VoYlxD/po/65n+Yps+C90uPvWzf+zUA4u0/3G/mtE5JnkHY25/8AZqAOCC5aND/vGtGxtftEhZhlE4wehNUVGJx/u10OjwF9LmZBlv3n6KP6UxFGSbOFNuJYSeygED1B7VWuYfImKA7hwVb1B6Vd+ysRuWXkwjbF/e96pykG3hx1G4c/XP8AWmBasAn2KUOMqZR+oqe0a3bUbdbiFGhMgDqF5IqrYlWs5o2OCzDHODTGWWGeOaKTDRnIyM80dAOou3t4541tbaCS2MZMgKD7/OM/pRqkNth4obeKPYfleIAbs46jv1rHXWp0t9vlRn5TvP8AePr7VZbUI5A1vFZO2V3blOSO54FZc8lvErlXRkGq6ZHayTrtEhiJByNucd+DWf8AZNy7hbuAy9Vkz/Ots3umur7ppHQfekZSQc+tSR/YJYz5F5FgDp0pe2it0/uY+RmDLam3aMyGaMug2kqG4PTpURgVVjBuNoXPyvGR+ddK9lNexwSSKi+UqGPa2CwHSuZ17UXvNUmeM7F3H5VPGe9XGcZfCxOLW5GLUiORUlhbJycNzUwhn88SLEGwmECsDiqUMk4cNJ86DqGA5ra+xQuiuqjplSOKokzGilSBVMbq27LOR0/GpGn33DF3YRBMc/xVp6rYC1t4ZbV3BkhV2Ctuy2eaZqVvLp1naXEl2zCaIPhkBIJ7UAZkc8SwK80YZgcKB39M1WnBkkRdqrk5AXtmrA1BHYl1iOexjx+tSRFJY962yNj+JGINAFfyfMl8jI2r95hQiI0LkBz5ecFjkY7AVaKQKv8AqJ4yc7sNnNE9vDCBE0k0KEZwyZNAGetqskDTtIVwem2pBZxoI5EnDq7bcFCKsvFA4EIvECKRj5DzUct0EVVhK5A++OPwwaAGSMocKkzFVGB1x+FG/t5kn4VB5zDo35Cl8+X+834UAWAFJyPOJpwQnpDIfwqsskzcbnH4mtOws953PMGb03ZxQBXdH8sIsGxs53d8en0pnkylMbAST+dby2jAYG2npYyFi2FOaBo537NPjAXA9MU37HP/AM8/0rqRZN/dFPFk5B+QcdeTQI5a1s3+0KZEwoOTRK0k85cglM8Z6V240iD+zvMdgZXJAA6gjsPb1qknhtTIZjncTnHapjLmA4945Mk7HHpgUoeVB/Fj0Zciu2bRioyTGB70f2Lg/MY/++sVQHFF4yPnjGfXp+lNMUL/AHJCvP8AEOtdsdJtv45Il+sq1DJpOl/x3UA+hB/lQByCWMk0yRx7XLnCgHkmr82j6vYIxexnRB1ZV3AfiM1sR2OktIUjl3EdSIzV+zeyHmKt5uBXnyw4cY9x/WpfMtgOVsLPUdTdls0eZl5YKwGK0pdA1K0tnuL4GGJMcGTJYk9Bitn7DYXE5kuby187uVJjY/UetM1u1tItMzbXQkZXB2eduyPXGaavbUCtHqVuqW1vbRvBEGBf5ssxz3Pce1RaQUXUwhjG/wCzg781kIxa6iABwrZNPmneG5PltgvAEJ9jTbtqXCPM7E2tX/2y4KRnMMfC/wC0e5q54ftFWJrluXJKr7CqWlWJu59zD9zHy3uewrUnuxYx3LfxlxsB7kj+VRH+Zm9XS1OJHqd5CJRbFdwXliDjB9Ko/ZY5OYJMk/w/dP5dDWbK8jI7bxuzuJY9f/r102k+Gv7StEnt9Rtyv8WwMxB9CDjBqk7mE48rsZ1nYS3V2truCO5wMg/masajdC0kkmhRwEAj80tt34GDge/p7CtKawu9FsriSZRcuv3GXJCD19RWJbX8sVwZ7YeSwyAT831xkcU9yDHl1AsMRRKg9TzWloul2OpqPP1dYrkniFkx+RJwaq6ggmd52AMhOWIGM++BWa/y9MfQigDeuLRrDU5rVpDIYwBuPU96CeKp2TFthY5OyrZ6VSEVpicsPU10OlxSHwY6R8t9pf8AkK564+8Tjiuw8Jos3h6ZCRxcH+QpMaOLka4h4lWWIE8bgRmtbQdJutUu0DiWO2IJMu3j2xnrWt4yt7qW1s0ihElrHyzoNxVzxj6Yqro3iya2WC1ubeEwRYQMAQyDpn61Kik7pFOcmrNkvjS1WxstIt42LLGXUM3U9DXNIC67V5J4Fdjf3+n+ILy0ihUyiNm5dSFyf59Kra1pFpYXtk9uQvmygFBwPrTvbcmxyKxNHcNExG7ocGr91pEmmhGvEyG6FGyP/wBdO1tFTW3KcblVuPXvXRyo2q6G6NERMV4BGPmHQjPY/wBaUmktyorXyIotBsYkVtvmZGeTjORxV6G3hhdFjSNB32qB9aSANHGomGSigEDnkAVdSIFwTxnn3z3r56pUqNvmdzsSitjivFa7dTwSDiNen41gdq6LxeANV47xKf51zte5Q/ho45/Ex8Qw1WLofNGfY1Av3hU90f8AVVsSb/hvVodJgvJJBvlZV8qPpuIJ/lmuotNVgvbe3uJnVZs8ooOBXL+E4bSeeX7ZbRzqqgrvP3Tz0Heus0820LQWsEESIuWwMsd3PIP+PrQFjltP06ddWF2xVY0zuYkEYIP61sPGUXO/BYZzjv2OPXNReHkS40ppFXBd2znocHofWtHyNiEZAy2ee9eLip3qM6qStErHbEMk7mJAGKX5Yg23luep71MIDuDEZzTzbg/ewQwIxXGmaFSR1kTCgHaM/U09t2MY+matJGirgLkCkkXIJ2g5qeYDOZ2wN/bnpSxyZzznvViS2DSE468GnrbKO1VzIRTaXA6c0RTEnbtPNWzbqe1KsCqc4pqSDUzpmfdkUiebngZNaRt1YdKdHAoP4U1NMVickZ/Cm7sd6pSXDZ49Kga5k9a+gOU1PMHekMygc1jPPIf4jVWUySDlmNAG7JfwR/fkRfqwFYHiW+0+8sNq3MXnRHcgDZz6j/PpVSax837y5qm+jIx/1ZH0pgV49VuIrT7OSjxgELvXJUHsPb2NZztlia1W0Uj7paom0Wc9CR+FVzE2I9NvzBNEZ3PlRqVAA6ZrWGsWZVR5uPmycg8VlHQ7vHDfnUbaHeeqn8aWg229zfj1WyMi4uY8AdScVaW8tneMLPG3I6MPWuSbRrxf4VP0aoW066XrEfwIp3Ed4kqPcrhlOFbofpSuQbpz/wBMSP515+YLmP8A5ZyD6A0nnXKf8tJV/E0AWV+VlNdL4T1CK3uXtZioWUhkLHA3YwVPpkHH5VxpZj1JNWYZwwwT8386dwO3vdJa1k8yG38/ycmJiduFP8LehGTzXM3kqO4CKFUDoDnnvUbahcvCInnlaMdFLEj8qqyScHnk02xEsF15QOVzhwR+tWft6TMVWIjvyazUYYPI604yorZUCkM27KCO9hkzJ5bq2NoGcg96nTTWjlDrcgrjDIynB/EVkWl3JbzLcW7YYe2QR3BHcVqProMGxbOJWxwdxIX6Dr+ZNCBiNpkkVrLHGRIzlSOfQ+9JBbTRR3JlidSUYD5eGqtHrMyN+82svc45qaLX492JIXX3U5p6AVLa486eGK6lKRwqwVgTnPYGoEhXz3bO9UPB9TVzVtQgvI4zEzbhnO5cGoLOMyiOMc72pWsO9x/lSvH5pibyv7204/OtLStSeGP7IYI5AAxVm6/StPTVsbWRJr0MxfKRpyF29CT+tZl3apZa0Y4juhJJjPqpHFTKCmrSBScXdF23u9OVo0EcjSyLl1AxtOMk81zmu3qXV3tgLeQnC56571egyspcnojfyrGt0El0AeQDk0o0+V3uxuV1aw6OyZlDNwD2q3YkW9yAeEf5W/oasQQG53MzrHGvG5gT+QFNvLSS2ZVlAO5Q6MOjqehFWSdPfo8miw25t3DRfMXyCMYNUdXEWobTbowKxhGDKeCD9KoWV9dyQXETXUhCoNuTkY6VoJrs0l3FDFbRoxO12J3DA9Kwcqy6JmloPrYil0+2tvCsNzPFH56zMrsByRzgVyzXKs5PkR49Oa0te1V791QRrGE+8FPDGqVtbhl8xx16CtottaqxDsnoJFcQE/Na8eof/Gtyyt7GeISIhZTxyOhrPWMN8rfh7VPpr/Zrvy2OElOD7Hsad7CNpLSxwo8lVx1JXOa1I9PtY7CO8MKLE5x97kc49KrnTp1PRT+NTG/LaTFYG2kyApWXGVPPT61MasJ/C7jcJR3RLEdPaQrGCduAxUZAJ96vxxW/DLx9VzXOWVoy61bzs+FLgMjLx1FJ4w1AabqMiWwCysAQF4CjHXitLpk2OqSOIH7wPtinCCMqV8sMD1HWvMYfE2sQnK3jn2YA1ow+M9WQfvY4nH+0mKLoDvfsUG9X+zLuVdqnHQelWVj4+6BXHad4zkuW8toESXrjJGfpWrF4kYsFa3cknACvnP6UegG4YY26oDUUulWU2fNto2J4JxzVB9YaAk3cM8HPGYuD+NTm8E+mi+YSR25XflXwwH4UrBcmXRtOQAJaRD32gn9aS50i2ngaIIqZ7hQcfhVY6rZW6pm8kcvwqiTeSfTFXoL2K4j3IJNucZKkUuUdzNh8PfZ2JgmgGeoNv1/WpRps8XKwWLHrn5kJ/nWkJI26P+fFPXB6FT9DSsFzltU0jU7m5WWO1iUKuNsco559wKpSWd/FOWGgxFm672Lr/wChYruOfT9aO3IosO55lPZXMF2puIVgDOPlU5A57cmqksLzX8cMQy7qoA/CvVZURonyo+6e3tXDeH7Ca41R5kVSFtwASee1DV9C6c+V3L1vbx2NkIgQFQZdj3Pc1ymoXX2u8aRRhDwo/r9TXZ6romo3cKwweSiE5kLPjPt0rJg8NyWF/F9sng+6XUZOMj6jmiWuiLhJR997mZd6b5ekRg4WV5AzE9hg4FGgwS22oJLb3TRFcGRt2Btz0I757CuivNGe9twRPH5YOdysOvvmqQ042Vq8UE0aXDnbJIzgMAOQADxj3609EYyk5O7MzV9Ra+u2ffIy9Pm4z+H+elUUfHB69qmn0uYHC39qo+p/pmqZ0yQsALhJZCeFXPP4kUxBcudjkjG4bQKzmDN0HStP7LcxLiTTxJ/tbjn9DVaVUH37GZPo5/qKQE9h92P/AHf61dPSqdmFLJ5YYArwGPPWt6/0/wCz2scirgp8khDZ3E8gj+VTKpGLUX1GotpsxL0ssRKDJzXT+DI1n8OXgkdlEU/mFhznCg1z0yqUO7OBzxXQ+B2B0vVYAe24fipH9KvqSX4dQtPsy3YE28DLNkKue/HpSW1zZxiRIdNtjJ95i4yTn3xVO0iI07bERNtfIxxu5BxzUtvbvCx342hcA57nGf5V5+IxEoSlFPY7adGLim0ZOqwDT9Ks57VfJl+0OGdCeeMis6K8uLm7jmuJXlcOvJPTntW34nX/AIkdqfS7P6rXP2jCKVHOSFYMcexrqpPngmzmqK0mkW9dcvqiExun7oAb1IJ
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
utAFcp2HWk2FRyc1Z24pNmaAK2z1puzPUVa8vJ5pfLHagCkVLHGBTDHjgCtAxgDpTPKB5I60AUdmB92hYjjOBVsxZbAHFBQjigCiYctnB4prR4O3HNaHl4WmCLJyQc0AZ7wDb0ANQvbHbitSSPccY6VC8QxxQBmfZCV6fpUEumo7bigzjitjyz6UCPIweKAOdl0eI4/dqMnsKpy6MMkrkewrrjCCRkCopLdMHtQBx0mkyL901BJYTxrnBOD2Fdm1sp5JP0qD7MsgbKdPxNO4rHOW829OeGHX61JcS7gMHJ7mtC50tGcMmVPcgdapTWM6A7E349Dg/lVXAqM2BimM9Nk81TzE4/CoGdj2piJVPz5pTVcsTSZJoAuCYquC2QOACelRvPk/eFVqKQGzp8oUxuD90iu51GBJbNblGcB058sAknGP8AH8685sZMBlP1r0HwzeR32mtYucTR8rzyw9qpAczZ2gF2rRI8jA7jC3UD39afr7KdQcL/AA4X8hXR3Uy2s0kksSJIg/1vdq427mM0zOerNk0ANZuB9aiY8H60rHoPemMf50gIBI0V0siYDKcjNWptQlnVDIqg+wqk+3cxJpyjdCD7mgDV0rxBc6ZI7RLGd4AYMMgitLUPEM2pRRzNGIScj5OQSMc49a5mKJ5pVjQZZjgVrCMfYoRErFRI2M/xDjkU72AWec3CCMhQmScnrk1oeH5msDFIr7cFskc8GqQCxlfOUqMZ6Z+lT2rFoAScnJ7Y70muZNDTszprzXGmspIQ0bhxtyODiuAubeV7llCnLPgZ9zXQZqC7LsihTnBzj19qmnBwVm7lTkpO6VitCDDIIsE7QEz64HWn7s3xHYUoup0zDKV8rt7H61FG6i6d2YAHoasgvMNyMAeSCK6Lw5LZweHvs15cRBCzK6k8nOPxrnFkUjIIOKTzj2UD3NTKcVuxqLex1b6po8DAx273DgYDMM/q1UrzxXdoCtrawxL2LHd+nArm5LyKMfvZ1HsDVZ9ZtY/9XG0jevSs/afyq5XJ3ZduNQn1O8RtTuSFUHBCAAD0AqF/s/3oUyqf3e9Zs2uXDjEaIg9xmqMlzNJ96Ruew4FXFy6olpdDoNPe2S9jmlXfJydgG5ie3Fb0Nvc3ILQ2yorHcTNJ699o5rzwEg5Bwauf2rfbFUXLqF6beDWUqMZO7LVRxVkeiwaS0jZlvgD3SJAvH1PNXItO06FsvCC4/ikJk/nxXmVvrV9A2fOZx6Mc1pQ+L72LqqkenpTVNR2QnJvdnoDW1sefIj/3lUCq01rCRuCqccjbwRXJw+L0P+tSRP8AdORVqLxZavw6sh/vCqsI3Rtzj7/s3WpY3CEgHZnseRWMNdt5cHzg47DGDU8WpwSYCOMn+F+M0AayuOhXn1U8U/IZc7R9VqnHMDjnZn0ORU6OCeRn3BoAl2KT03foaXpxj86RW3DsaXdnv+BoAUH3/rTg3t+VMyR2xR/nigB+4etKDTPpS5oAfk0uajz7UZoAfmlyKZmjJoAk4p0eM1DupyNlqAIj1ooPX8KSgBcUlLRQAUUUw+9AD8/jRmmZpN3pQBJnjrikyO1MzRQA7d60vWmUooAd2pOKMn8KXOOKAEx60dRwKX60maAG8A04HuaSlx60ALnNJx2pOtKMigAxijb7Uc96XrQAlGOKfSUANCjuKMClooAbilAOKXmgHJ6UAJjNBWn54pAO9ADdmBTdvOakIzQVAoAjZe1IVA7VIBk5oYDpQBEIweTUbxDPSrOAB3pmOc0AVXhwOlM2e3FWn5ppXjpQBUCDfnpTnTA4/QVIB82TSuQFxjNAFcLlRUZTLEdqtqMr0pm35z/nFAFR4dw7U17YHnmrjgbegNIASoxg+9AGY1qGGDz2qrLpUbHdtXHqa2Cvz4JNBUY9cdKAOek0SJhkJ+NU5NDGPl3DHFdZs49fWmFBnA5J/QUAcdJo8ic5wPeqz6dMvbNds0AI+6c9RxVZ4EYdASOvFO4rHGKHgcMykVpW1y8RWSNyrDkMDgitWewR8jYDu68dKzptLkh/1WSO6+lNMLE93qlzeAfaJ3k29AxrOL7nzSOrqcMCPrTC20VQhzNzUbPgZpjPio2cGgBpHNTxHEY+tQb/AGpyygDBH5UAXbe4a3mEigHggg9CDwRVj7cyogjYqqfdXOcdayvO9BSGZvQUAXpLl2HLE1esr63WFY5JQrjqDWEZGPem5Oc5ouB1yyK4yjBh7HNR3B+UYODXLK7KcqSD7HFSNdTsu1pXI/3qLga0sqrzJIB9TVV72Jfukt9BWdnNJSAvHU5VXbGoUe/JqvJdTy/flY+2ahopWW47sWkoopiCiiigAoopQM0AJRTxGx7GnLAzHGKAIqUAk8VdhszJ0/WrcGng5V1wf50rjsUIFwecg+ta0MjmLa6iRfapYLApwCD6VahsV5wcY7elSMktpmVQYnOf7rVpxXzDBKlPftVFIF6MuCO4qeNGVcA7h70AaqXOSC3P0qwkwPTke9ZEaqF4yp9KnjkYDkflQBqBx9KXIqnG5I61MGGO4oAn3Z96Miow1OGD3oAduo603jtTvrQAZx0pMmnZFIQKADP40qE7qTApU68GgBmR+lGaQ/0pDxQA8NQG9ajJo3UAS9abjnimg+ppwPpQAmPWk288U6jNADcY+tGD3pe9KVJ6mgBv0pcY5JoK8UoUY5NACZJozSgZ6UdKAAj3pMk9KXFGPSgBOlHWl20mKAFzTuMUmBRigA4NGcUZooAXPtSE0daXtQAmaUUlANACNSjApRSHnigAHJp5wBTQMUnOetADhTWJPFLuOKRRk5oAXGBSdTTiMChaAGnpQBxSnk07jHSgCBlOaaQfSp8ZNIw4oArhabIuRVgJxTXWgCFV470m07qnC8dabjLUAROuVpqqAOhqwV46UzbQBXkXJ4phQ461ZKik257UAVQCOopWGV9B3qYphuRRsXPTmgCMDI9KiaLacY+U1aUEGkkXcMntQBTeDI4Woxbhv/r1oqoxk8UhjAOc0AY9xYpIc7QQeuR1qhPoULjKqVz/AHa6Z03Lxj6dKiMPYj8aAONl0KQNhWPTqRVaTR7hegzXctbqVwBj8KZ9mB4xmncVjgXsZkJ+XOPSoTDIDgqfyrv5rBCCQq7vpVSTSlbPyii4WOJKkdRSV1cukD+73qrLowHIp3Cxz1JWpJpTgdOarPYSr2zRcLFSipjbyD+GoyjDqDTENopcH0owfSgBKKcEY9BThC5PSgCOirS2bke9PSxYkZzzSuBTxmpI4S9X1sGUZx+Yq1BZhgAV60rjsZQtHz0qxDZEnPpW5DYFV5XNXrawQ8+tK4zAjsmbhhx2OOtXLbTQT8vSughtI48llGfXFTrbITuUDmgDHh01A3OQ386m+xtH1yynuK1PLA4IpPLI+709KAMtbfBO3j1FPERB5HH1q+YlJ5GDSCPDe1AFVISOg4qVY8HOMZqxsHagg9xxQBDsOeRketOVSvQ/hU230pcDHIoAYg554qVSR70nNKCMUASA+lOGR1qINUinPegB4bFKDk9cUgxij6UASCjNMFOzQAuPWnJ1pm49qch55oAjyf0oxmj0z6UuR2oAQr6mgAdqDSbsUAOwKMZ6UgOe9LnnjNAC9KM59qT60pbjigAyOxpRkikGPWjOelADs4pOp5NJ0pc5oAQnsKB1zSnGKYIwDkCgBxOaXj1ozikxnqaAFAzS5xTc4pfegBQaCaTNAFAC4pDzR3wKORQAuAKbjmgtRkCgBelAFJnmjOBQApoUd6buyfanEigBSaSmg5NOJ4oAaTzTl4poHOTS5FADjkmj8KFPekZqAFUc049KavSgmgBVFI9KOBSMc0AIvTrTJKkGKa1ADR06UAfNSik70APwMUwL7VIOnSmjOaAGMvFIoGKm25FRhSDQBGyAnINJtqZlOKYMUARFaTaPSpiB+NKBxQBXAweTTymR7U8p3pQOOaAIAOTntSMuR0qSRcGk3UANQZ4oeMgZAzS5IpwcEc0AM25HIqNo9pJx1qcYByKeV3LyBQBSMQYVEYRkgirpQA9KCikYxQBmyWe/ooqBrFS20rWyEAGKa0IPNAGBLpaHoBmoG0pTxtroguOCKQxAnOMUAc0+iADIWoxo4I+6PwrqNgJwRTWgB5FAHNpo4HbP4VMmlrjkfnW+Ix0xSmEAcAUAYi2AVvu8VKLIMOFrWVARyP0pvlhWyBQBn/ZdpGQMGnm0Ujgc1oAA8GkMYHK0AVFTYoyKlVQoyox9KmIBGMU3bheP1oAdG/qOaerMCSO9RqBjNIpIbjpQBPvycMOfrRuAPBqMHceaXBHegBzHcaQgj3pTyOMmkyQKAEzkcdaUMQOaMA0nI7ZoAeuD0NLnHWmDGad0PNAADzxS9+aMDtQaAFxjpTlNNXmnZGOaAJAfWncY4NRDPanj3oAXrS0A4pDzQAbvWnKx3U3BxSx4z6UAPIz+VQsSp46VN1x9KQj2FADA24U7j0ppX04oVxnB4oAcB2pcHtQOelLnFACYJ60v4UZJpeKAE2etB46UZz0oHy0AJg96BS7s04KKAGgUE+lOxSbcdqAEBxSlhTTmgAUAPApCccZpO9Lt9qAFBxQX7Co2YjpQrKR1oAlFIT2puR2pQCKAFAxSNz0oLHpQo45oANtNI5xTmOKFXvQAgXApGB7U9iRSKPWgBADTWB6VIcYoAzQAwcCjrTmGKYBk0APC+9NI5pegoByaAFBI7UmcmnHpTRgmgB+KYR81P4xTO9ADvwqNutSUw/eoAUYpO9O4xTe9ADhnFJn5qcBx1puPmoAfkYpn8VPFIeDmgBSpx1qLGGqcDjrUbAZoAb2pozmpPwqMnmgB+3imAEGnjBpCuKAEYZHSo8YOO1TjJHamutAEflgimhQOoqUAe1IwGOMUAJs9qTbzTxmlI4oAYUB700JipFPHNB5oAaUyOlN21IPSkYd6AI2QUnTipAfWkYA0ARlAeeKQAd6U5zQaAEK5oA7GlU4oPPagBGQEUwLjrTgecGnYFAEZTnIoUYODTuVpMbqAEdARxSYwOadyp9qUkMKAI9nHWm7cdalwQO9Jw1ADAOc040Fccij2oAXFIaXHFIDQAgApcY60Y5yKPrQAYz0peaXFKG9aAEHNOGe9JgE0uMdaAD6UoBHWggdqUNgc0AGKdmkGD0pwGO1AABnvTvrScdjS80AJ0pyDJ5oApUyG5oAb836U4A0UUABBPQGmNCx7fpRRQAwGRWwRxUi5Y5NFFAD24HSm4Y9qKKAD5h2peT2oooAdj2pOSelFFADhuHaj5j2oooAXb7Uwg5xiiigBdpHakJbPSiigAUccio5Is8qCD7UUUAV2klh+8hI9RU8c4ccUUUASryc0/HHSiigBoUselP2sB0/SiigBuCT0p4XA6UUUANIJPSl2sO36UUUAMYHpinKMCiigAb6UioTzg0UUADK3p+lIqkdjRRQA45x0NMAOehoooAdhsdDUeDu6GiigB3OOhpoBz0NFFADwG96Qg56GiigB4z6GkYE9jRRQAoB9DQynHQ0UUANAOOhpCpP8NFFAAq+1Oxx0oooAFBz0pxVj2/SiigCMqQelIQfSiigBADnpTgD7/lRRQAFSOxpQD6GiigAKn0P5Um0nsaKKAGshA6Gmc+hoooAayn0NN2c8g0UUALs46UmCOxoooAXYT2pCrDtRRQAuM9qbtI6CiigACk+v5UhQjkA0UUALnI6Gm+Wc5ANFFADgDnBWlMWR0oooAbtYDlaTaSelFFAAVYdqUrkUUUAJgilAJ7GiigBGVhyAaVTkYINFFAC7T2BpR1wRRRQAuD1Ap24+lFFADlyacDg4IoooAdx2pUBJ6GiigD//2Q==" alt="Как выбрать трал для перевозки дорожной техники" title="Как выбрать трал для перевозки дорожной техники" /></p>
<p>При организации транспортировки строительного оборудования необходимо учитывать несколько критических параметров. Одним из ключевых является грузоподъемность платформы. Убедитесь, что максимальное допустимое значение грузоподъемности превышает общий вес транспортируемого объекта не менее чем на 20%. Такой подход обеспечивает безопасность и минимизирует риск повреждения как самого оборудования, так и транспортного средства.</p>
<p>Следующий важный аспект – размеры платформы. Они должны соответствовать размерам груза таким образом, чтобы обеспечить его стабильность во время движения. Обратите внимание на длину и ширину платформы, которые должны превышать размеры перевозимого объекта минимум на 30 см с каждой стороны.</p>
<p><strong>Также не забудьте про проверку и адаптацию подвески</strong> специализированного автомобиля. Наличие усиленной подвески помогает избежать излишних колебаний и смещений груза в пути, что критично для сохранения целостности строительного оборудования.</p>
<p><em>В завершение, особое внимание уделите средствам крепления груза</em>. Оптимальное количество и качество страховочных ремней или цепей обеспечивают дополнительную безопасность во время транспортировки. Ремни и цепи должны располагаться равномерно по все скопади груза, исключая его перемещение или падение во время транспортных маневров.</p>
<h2>Основные типы тралов и их особенности для разных видов техники</h2>
<p>При транспортировке строительной машины учитывают назначение и габариты груза для подбора оптимальной платформы. <strong>Низкорамные платформы</strong> подходят для тяжёлых и высоких объектов благодаря уменьшенной высоте, что облегчает загрузку и снижает риск повреждения при проезде под мостами. <strong>Расширяемые модели</strong> полезны при перевозе длинных изделий, ведь их длина увеличивается за счёт выдвижных секций. <strong>Телескопические платформы</strong> также приспособлены для длиннометражных грузов, предоставляя пространство по мере необходимости. Важно отметить, что грузоподъёмность также оказывает значительное влияние на выбор транспортного средства: под каждую категорию машин, от лёгких до сверхтяжелых, существуют специализированные виды платформ.</p>
<p>Особенно актуальным является подбор платформы с нужными укреплениями для <em>безопасной фиксации</em> оборудования во время транспортировки. Например, для косилок или экскаваторов предпочтительны платформы со встроенными крепежными механизмами, которые обеспечивают стабильность во время движения. Грамотно укомплектованная платформа не только сокращает подготовительное время, но и минимизирует риски, связанные с потерей или повреждением груза.</p>
<p>Таким образом, адекватное оснащение и выбор специализированного средства транспортирования являются решающими факторами для обеспечения целостности и безопасности груза в пути.</p>
<h2>Критерии выбора грузоподъемности трала в зависимости от веса и размеров техники</h2>
<p>Подбор грузоподъемности платформы для перевоза спецтехники требует внимания к трём основным параметрам: габаритам, весу перевозимого оборудования и геометрии пути следования.</p>
<p>Определяющим элементом при выборе является масса спецтехники. Грузоподъемность платформы должна превышать общий вес транспортируемого оборудования минимум на 20%, что необходимо для предотвращения перегруза платформы и сохранения безопасности дорожного движения.</p>
<p>Учитывая габариты перевозимого оборудования, следует выбирать платформу, которая обеспечивает размещение объекта в пределах всех наружных размеров. Это предотвратит выступание частей оборудования за пределы платформы, что может привести к ДТП или повреждению груза. Также важно обеспечить достаточно места для крепления оборудования.</p>
<p>При анализе маршрута следует учесть максимально допустимые размеры и вес для транспортировки по конкретным дорогам и мостам. Перевозимый груз должен соответствовать ограничениям, которые могут встречаться на выбранном маршруте, чтобы избежать задержек и штрафов от регулирующих органов.</p>
<p>Дополнительно, нужно учитывать тип подвески и особенности конструкции платформы, чтобы спецтехника была защищена от повреждений, вызванных дорожными условиями или вибрацией во время транспортировки. Наличие профессиональных креплений также снижает риск повреждения груза.</p>
<p>Выбирая подходящую платформу по грузоподъемности, всегда обращайте внимание на состояние техники. Новая или хорошо содержащаяся платформа смогут гарантировать безопасность в пути. Перед началом движения проверьте все системы платформы, чтобы минимизировать риски на дороге.</p>
<h2>Параметры платформы трала для безопасной транспортировки</h2>
<p>Для обеспечения надежности и безопасности транспортирования тяжелой спецтехники стоит тщательно подходить к выбору размеров и конструкции платформы платного автопоезда. Рассмотрим ключевые характеристики и параметры, которые необходимы для правильной организации перевозочного процесса:</p>
<table>
<tr>
<th>Параметр</th>
<th>Описание</th>
<th>Рекомендации</th>
</tr>
<tr>
<td>Длина платформы</td>
<td>Определяет объем груза, который можно разместить за одну поездку.</td>
<td>Выбирайте модели с длиной платформы, превышающей длину спецтехники минимум на 1 метр для удобства закрепления и распределения нагрузки.</td>
</tr>
<tr>
<td>Ширина платформы</td>
<td>Важный критерий, который влияет на устойчивость транспортуемой техники.</td>
<td>Идеальной считается ширина, которая на 20-30 см шире общей ширины груза, что дополнительно способствует повышению стабильности.</td>
</tr>
<tr>
<td>Высота платформы от земли</td>
<td>Нижняя точка, влияющая на способность переезжать через подъемы и другие препятствия.</td>
<td>Минимизируйте высоту для улучшения центра тяжести и облегчения погрузки/разгрузки. Рекомендуемая высота – до 1 метра.</td>
</tr>
<tr>
<td>Максимальная нагрузка</td>
<td>Максимум, который платформа способна выдержать без риска поломки.</td>
<td>Убедитесь, что максимальная нагрузка превышает общий вес спецтехники минимум на 15-20%, чтобы обеспечивать запас прочности.</td>
</tr>
<tr>
<td>Материал изготовления</td>
<td>Определяет долговечность и устойчивость к внешним воздействиям.</td>
<td>Преимущественно выбирайте изделия из устойчивой стали с антикоррозийным покрытием для долгосрочной работы в различных погодных условиях.</td>
</tr>
</table>
<p>Придерживаясь этих параметров, можно значительно снизить риск аварий при трансфере спецтехники. Регулярная проверка состояния платформы также важна для поддержания высокого уровня безопасности.</p>
<h2>Влияние типа подвески и шасси на удобство загрузки и транспортировку</h2>
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
5+rgUfZ9KTq6fjKTTshc0SO+1BNQYbIWjxzy2aoyEmLFXbn7ENgtNu7J3bc9Pxqo4Cgg/hVrYu99R1tM1o6zJhnTkbuRU11rNxdRGOWOAr1+5/8AXqKGQQypIwyEO4ir51y3P/LsfyWk0S5NbIypoGijiZ/+Wq7l+lQhSegJ/Cts6/EcfuGOOnI4pv8AwkIH3bc/99//AFqWouaXYorpt5KA0dpJtx1xj+dTrol4YixRVbIAQsMn3pH126JJCxgZ/u5qNtavW6SKv+6go1C8+xKug3h6+Uv1f/CpF0CbHzTxD6An+lUG1K9brcyfgcVC9xO/3ppD9WNFmFp9zX/sJf8AlpdgfRP8TTJ9KtIoHYXmXUZAO0Z/Wsjc3ck0BGPRT+AosO0u5qWsGltFumkYOOoMn/1qsJLo0JJVVckEHO5qxBDKekbc+1SrZXLHCwPn6U7D5fM2/say2xvbK3KWafKz4wM+vNV5oS0ZK/N06HrXQ3mbbwgtnFGzPIgG1Bk8nk1zdtNLFhZopFxxllIojUdrFygkb+jaRMvlTzxMqcMhJHPB/pWd4jtt94sKYB3/AJcDNdNpF4H0KZVyZIMkZHasK70m8u5VnWZFJGcNnOTU813dj5bGXp7qlsUGAQSD711OlW1vc228oDIo2g9wCQf6Vzo0DUonLL5TZOeHxWpYwajbqP3YVhxxIKHqId4pEDSLETxwDzjnrWDp9wBCIycFeK6CfRheqrXM0iyDshBAqofCsYbKXbj6oDQmgNXR5ImgAlkHyHdtOOPpVS7udNkvJGvZHXJyioWHHvinQaRLCoU3WQP9j/69aUUKRIFVQcdyOaQzNiv9Jgj2Q+eF9AjH+dUNQvNNu7iIiJ3EfONuNx9CK6bpTSqE5ZAfqKWnYDC/tuzZCpV1OMd+KfHqVi2xlyCFwX28v+laz29u/LQofqgqRFRBhBtHoOlHyBmJ/aVsxLLpE7E9Ts609tUeRgw0OViOhZef5Vt7hjqaN3vT+QGCZElcO/h6Xdn7wGP8Kt20l29wd1g8cHbcwB/LNamfejPvSsAxY1yB5YU+opxR+q4P44xTs+9GTS5R3HIhK/MPwOKXYuclV/Oo93NG72o5UFyTp91EGe+c0wB+m6Mf8Apu72pVbnoafKFyoWFMkVZEKt0pxI/yKXIqyCg1mQSY5B+PFQyRTA/Mpb361q596M+9KxoqskY8chguI5vKEnluG8snG72zU9/qC3sny2htwDn7wIq86Rv98K31FQtaW7HOwj6EilbQ0VWN1JozXH7o8kZ9KoJpcsjO1vMVkUFuf5Vp34tYoGVLkJL2BO79Kg0qXYJHMpmcjhVGCPala25tKrGorJanNF5FXZvbb6Z4pm4+pq/eWks15L5FtLjOduMlaYuj3zf8u5X/AHiBVnHdlMMcdaQsTWrb6FctIvnBVjJ+chskCs+7jWK6ljRgyoxUEdxQBuadAbeyUt96T5v8KlkJ8sUROJLOFh3QUjf6v6UhCQmVQzQR+ZLjaq4zkk4/lmuz1O7lOmomI45QoDAdFwMkCuPtJGik8xFLuvIUHGcdq2FuU1SzV5Flh3ZOO/oaAZiQ2zaq32y7mYljwg6BfSrtvYRxqGSIFg5Rst94Dr9OtOOmrIsbWFy0MQXbkc8960IraK2VIonb5VJJdslmPUmpsaSlFxskNiYS3Zg8tlwjDBHYDrWBIMGt60kItbnUJWBZUNvEQeCx64+grBc5bFUZEtrIq3aoedwJH1FSak3nXMeGwyqWOOo6VmpLnWLdf7uc/iKtar8kYkQAE/Kx9qVtSlKyKsl8d7faI1Lk/eA4PvUseposfB2/ROazC+TkmmlsnrWnKyLmlJqcgA+zlwcfMWApBd6jOoHmSAA8bmwBWf5zDgOR+NHnuP8Alo3/AH1RysLl6ZLtIWklnXaMHG4knmpr/UraVAY33HHTHNZTGSVcEyMv44qHCA8nijlY9zpNLDNZRMRyxJ/DtVs4zyR+dc/c6lG6xrGsiKgwFBwMVW+2AnlWI92rNxN4VeVWOoSSMNy69O5rkjcyxyuY5XX5j0NOluFdWAXBPTnpUDKRg7SB64ppWInPnLH22dvvNu+oq7YTvPcDcBhVJ49aylIFW7OYQSnPQjFUZnSj5rdfaqdzaTmY3UBUhVCOrHFT2dwsiFc5zVmCd7aXeoyDwwPQ1LBaEnhmxuIL6a7vreZY4Yy8aE9W7D3NdJYCa4hjnu4RDKx8x4wc7R/CPqayYLy2Nwbh5rgMRjYzEoPoOlS3euBYSlsCM/xHr/8AroG3cz9ckV71wpBCDbkdz3/WuT1eTddBAfuLg1sXFwqK0shwBXNyStLK0jdWOaaQjS02RRbbQRndzW1jfDHIp+71rllkZSCpxxjitrStQH+pkxz0NDA0LfSbGe4jeadlVnyYcnB+noTXSWb3MrOslvBBFEdtuqHO0dNx9OO1YCO0L7omI+lTnVboLtD4+igGkM09buY4YBaxegB9gOmfcnn8q552GRFnkfMfxpt1dCJTLOx9hnljVDT7xXnbz8iSZ+Djj0AzQBTvbmSDUJvLbaeB+lSW89pITNf3DmTaFVYgQR9TW7N4etLn97L5iSty21u9Z0/haXefs8yFP9vrTumBHf6lYTWX2aBpxjHJXIIHrk1h7h6CupTw1C0YEoKP3aOQnP4EVG/hRf8Alnct9GShNIDnoLmS3k8yIgNgjOM9ambVL1us7fgAK3v+EYi3Ahvl7hmPJ/Kpj4btmTGFQ/3lBz+pouhWOWa8uW6zyH/gRqNpHb7zsfqa7WPQrRFA2rwOvlrz+hqZdKtkHCk/TA/kKOYLHBhWb7qk/QU8W87dIpD/AMBNdBcwXwkLxW08QHYuXB/Cmx6u8Q2yWcDMOCSpBqtQMeGCWJsyIygjjNTG3luTshXLDn8Ku6hqAvliUW6Q7CT8vfNW/DaE3spwSPKxn0yaOgjFCF8KOrcVP/wj1/ux5YI9c02FSZUH+0P513fftSkxnFJ4avmAOEB9CanTwrcFvmmQD8zXXUuai7A5dfCfPz3XHoFqdPCtqBh5pCfUcV0NJii7GYq+G7AEZVzj3qddC09Tn7OCfcmtLFLtFAFIaXZAYFtH+VUrrQ/OuPMjmESeipyPxrZx6UY96AMSS01W2UfZpo5gOzIA3/16rRatfLIEuUCruAfEfIHfiukOKje2gkO54UY+pHNO4EJvo3YYinWMDCtsyP0qRbiN/uzJ9C2DUqIqAKqgAdBSSRRyqVkRWHowzS0Bu5Ba6rZpeTxvOB+728DIY+30qcEkZqD+zrPcGECKw7jirIVcAdMUWQ7hTgM9qTAz1pw49KBCEY7UZ46UpoGaAE475o/E0u0n0pwQ9qAI8n1pcmlZSOq0zNADtxo3U2kpgPzSZpuPrRz60AOz7UoJptJQA/8AGl5plGfegB3NHNN/Gjn1oAcCaUE03ax6UDcDzQMhI9qTHtSknPSkyfSmQLioLm7t7UfvpAp7DqTU3Wqt5YQ3g/eKdw6MDyKAKU2vwBT5ULlu27gVk3WpXNyTvcqv91eBVq50K4jyYSJR6dDWTNFLC+2RGRvRhirVgAtQJCpyCQfaoiTSEmquBoprF6kexZyB9BmoZtV1F+ftb49sCqRJppBNRZFNt7j5Lu5kyHnlbPq5qCnYoC56CkBraRcBoGgY/MvK/SroI5X1rBiSZGDxo+R3CmtOG7EgAcbW96TEWVyjfSrnnSugELxqxPSTOB9CKqb1YYbr60A4PFIZflN80ASOB3YHI2J3+vSnNHLcMsupyJbgDBjjIaQj0GOn1P5VR3kLnNRtNnpQIvahfiZI4okWG3iXbHEvRR/U+9ZkjiNC7HgUPKgXc56e/FZd3cGdgo4QdB60wHWs2dRSVzjLc+1bt2EeErJ91hWFa6Zd3RHkwOR/eIwPzNWZND1MHBiLgejgihoDPmUxSFd24diDUeT610EHhh5EVpbgoSOV8vkfrVlPC9sPvzyt9ABT5gOWyaK7BPDenr94St9XqVdC05f+XYn6sTRzAcZ5smMb2x6ZNMz713S6Pp4/5c4/xqylpbooCwRqB0+UUrgeeU5YpG+6jH6KTXof2eHdny0z67RUgjA6MRRcDz5LC7f7ttMf+AGte08OPcWYeeWWGUk/Iy5AHaur2kfxE0Y9jSuByEvhe7TJikjk/NTUH9hamqnNvnHowrtwBRtouBw0QvLKTMltKo75Q4NasN8kq45z6Ec10nSj8KLgc48hZsrHIfZUNOK3Lj5LSU/VcV0YOO9GR60XA5RtE1G+cGfZBGOxOT+QrUi8P2SRRq8PmMn8Z6t9a19w9aNw9aLgZM2g2MrZNsqf7hK1WPhe2zmOaZPxBreyKUFR3pAZcWjvGu1ruRwP7yD+dSrpaA/65/0rQyPWkyO5oAoLo1nv3yRGZh3kbd+nSrhhRkCFFKjopAxT/l/vUmVH8VABg0Yb0pNw/vCgSKOp/WgBTn0o59KPNiJ+9S74j/EPzoAQ0Z9qdmP1H50ZQ9CKAG8YozT/AJfUUmADwc0ANyaqXthb3o/fIN/Z14YVfC57UbAe1AHP3egR+Qhs2lMoPzLIy4I9jSWmkX8O6SK4FvJxgfeDfWui8qjYPUU7sDmrLRLhLpGuNmxX3NtbrzniuixnvT9qDrR8npQ3cY3FJt9TTjik/GkAmB/eFKdvrQce1Nx7igAJFJkUvI6Gjc1AhMj0oyncGlDn0pwJPUUANPl44zSfL71JgHsaNvoKAGAClxmpNq49Kbj0IoGN20AAU7Yf7wpNp/vUAAIFGc0uz1akwAaAHKOOn50pibGSQBTCx7U0s3rQA/bj3pcY6k1FzRlvWiwD2A7MaZj3pCPek/GmA7n1FIfek59aXn1FABxSgCk59qKAFyBRkGm8+tGT3IoAfmimZpc0AOzx0FN+hoyKMigAyR2pysc9P1pPxoGc9TQAFQPWm4pTxSZoEJ+FHHoaWggUCG4B7U2WKOZNssauvowzT9tGKAMqbQLKQ5TfEf8AZOR+tU5fDLf8srlT/vLXQ/hSjmndgcwfDVz/AM9ov1qxa6A8KNvKuzcY3lVx745NdBjNLtpXYzJSxnQBUhsY1H/TMmpVtLof8vMS/wC5CBWjs9qPLPpQBBFEyIFaRnP948Z/Ksq/0D7VcNPHcFHbkhhkVubGHanBTSA5hND1CLhJYHX0JI/pUy6ReH73lL9HJ/pXQ7KNtO4GF/Y05+9Oo+gzThoa/wAdy34LW3sB9KPLFIDGGgWROZTJKR/efA/IVbhsLS3/ANVbxqfXbzVzZRgUCIxzS4PrT9iml2DsKAGDnvS7Qe9PwKUAUDIiCPek59Kn4o4oAhwfSjB9KmooAiCt70bW96lyKM0wItjf5NL5bev61JkUZ9qQDNjeopDEx71KCfSlzQBXMbjoRTSWHUH8qtYpCtAFUEE9SPwp20Hv+lTGNT2pPKx0pgR+WD3NAj/2jTyCKVee1ADNnqTShF9/zqUR57UoiHrikBEEUev50bF9/wA6mEa9zRsX1oAh8pT2/WjyFP8A+upsKKXIHQUAV/IUdhR5Cn+EVPux2o3fWgCEWyn+AUfZlx9wVNkn1pNrelAEP2dfSjyFHY/nU2DS7T60AQeUvqw/Gl8lezN+lTbBRtWgCLbjo36UmXHRv51Phe2KNyj/AOtQBW3Sk9T+dLucdVP5VY3p6UBk9KAIN2fSgA+hqxlT2BphGewH0oAjGPX9Keqqe4/OkKkdCfxpo3dwD9KAJfLWneUnrUHTqT+NKM9ifzoGSmPB6ZpQvsKj3Ec5o8/A5JFAE2ExzmmlFNR788gceooDE96BDygHQikJbGNxpPmoANACU1s9hTzxRuOKBkfzHtSgf7VKTSErTACcdDSdaaSO1Ju9KAH4pCKaXYfwn8DSeYfcfWgB9HOe2P1pm5iO1Jk9zQBJgelIcelMHP8AFS7fc0ALwKMj1pMCjApgLketIWHrRx6UvHpQIQMD0NGRS8egoBHpQAmRSFh7/lTs0maQxpYehpN3safkd6Tj0oATJ9KVST2xS8UDGaAHlfamlDUpBppBoENCH1pQp9aXBpQKAE2e9GwU7H1o20CG7QO1LtHpS7aTaKADOKXdRtApD64pDHZopo+lLQAfjSfjSn6Un4UAGeevFLkGk59KUAmgBKOKUqaAKAEyKCR6U/b70gWgBn4UZ9jUoQU1lxQBHn2peadShfY0ANGaWnEHoTSA/SgBMijPtT/l9qMigBmfal5/u0/Ix1oyKAGfN6UZb0p2aTOO1ACZJpcGjPPSgMaAHYpQo9ablqMmgB+1aUR/5zUeTS80ASFOOtMKLRmjn1oAaEUclsUeYgPWlppUHqBQA4SRnvS7l7VEYh2pB8vFAE4ZfQUu8HsKiDg96XIoAeSKTIptGPagBxOaTt1pMUUAH40Y9KXFJQAHNFGBRigApcUmaMe9ABtpuz0p3PrRk0AJhhRuI60pJxxj8aMr3NACbgaOtKSnpmkDgdBQMMUhQHt+VO3+1Lvz2oAj8th0b86Qp/eAqTPtTSfUUAMCbTlWwKeGU/xUwrnocVExIPOc0xFtcEfeBpw2+tVFYsORj3oYkev1pAWGqMr71GJucEfjTgwNMBdg7/zpNo7Cl3Cjg0AGB6UDijjtR2oAKMZpDmigBCntSbSO9PyPU0hYepoGVbq4W2Tc8TsPVBmqQ121H8Ev5CtYHNUrvSra5ydmx/7y8VSt1EQf29aY5jk/IUf29Zn+GUfhWZdaNcwZKDzF9V6/lWcQVJDA/SrUUxXOl/tyy/6af980v9t2Xq//AHxXMGkyRRyoLnUf2zZH+Nv++TR/bNkP+Wjf98GuX3UZo5EFzqf7YsT/AMtT/wB8mj+17H/nsR/wE1y2aM0ciC51H9rWX/PcfkaX+1bHtMPyNcrmjNHIgudX/atj/wA/A/I0o1Wx/wCfgfka5MGlzRyILnoZiamlCKkMgP8AFimkjP3xWBRHj2o2n0pS5B4OaN5NMQuDShTSbjRuoAXaaNlISabk+tADsAd6Tim596Qt70APwKX5fSoi3PWlDCgCQkelNyPSmkg+tJn0FAEgb2FLuNRgn0oGaAHEmkzRg0YPrQAuaXNNx70uPegBQxoyTSUAZoAQnFG73pdvtTSMdqAAmkzS0YoAAadUZJFKpPegB4pRSUAmmAtFJzRQAuaUdKbilFAB+NLz60h60UgFGaXBptLnmgBcUYoBo60AGKXFJRQAhBppXNOPSmkkUAMIIpA5FPJzTSmaAHBwehpRz3qApjtTlx3FMCfHvS496apwKdnNIBMe9GKWkyaAFxSGk3GkzQAGjmjg0UwDmjmk5oNAC4pMCm5pwNABtFOC0ZFITQAHPrTSD60uaWgBuSO9Lv8AWikK57UALvFIWB7U0IQaCcdqAI5AQMikjfsxqXcCMYqvIu08UATMM8imhtvGPrRE+Rg09hkcUAOUAjIo2ioAxU1Mp3DNAC4FG3nrSZpc0AGD60c0uaTNACGkp1GKYDce1FFAx60AJmq9zY290D5sY3f3hwatY9KMGi4HOXehSplrdvMX0PBrJkjeNirKVI7Gu52+1V7m0guV2yxhvfvVKYWOL+tGAa2rvQpFy1u28f3T1rIlheFtsilW9CKtNMVhnSjNJzSdaYhe9BpDkUmaAF5ozSUUAegnGaTOKUrTcVzli7qUNSADvQKBC7xShxTRj0pcA0ABcetJuzRt96No96AGk0FhShRS7eaAE4NKMUEelGKAHcCkzSc0YNAC5ozSYpcDFABupdwpNvvS7cd6ADcKNw9aTFIVoAXcPWlDYPWmBKAtAEhbimH603B9aTmgB4pwNRAn1pwJoGOYU3HvQSaPxpXCw7dQDTQuO9OBA6mncLC5PpRuNJkUbgKLisLk4oyaTcPWigBaOfWlH1oxTAQHnrS0mBS4FABR070dqTFADsj1pQwpmBnrS/LQA/OaQikyKTI9aADAxS8UmRSYHrQApxUTcdKfxSHFAiMSkU8S570jIOo61GBg0wJg+evNLnNRgjNPBoGLRS9qSkAufejNJijFABye9LzSZApM+9AD+DSEU3PvS/jQAUUAj1pcj1FAAAKOKMj1pCw9aAFozTdwoyKAHGkIzQGHrS5HtQBGUqORTjrVjIqOQjbQBWUkHrVkHIBqArzUkYwtMAkUdfXrTUOxuvFPblcGm7O+M0gJsimkj0pR05pcigB
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" alt="Влияние типа подвески и шасси на удобство загрузки и транспортировку"></p>
<p>Подвеска и шасси привозного средства имеют прямое влияние на уровень удобства при загрузке строительной машины и её последующей безопасной транспортировке. Адекватная система подвески обеспечивает стабильность груза в дороге, что снижает риск повреждения оборудования, а также облегчает процесс загрузки и выгрузки.</p>
<ul>
<li><strong>Гидравлическая подвеска:</strong> обеспечивает плавное вождение, уменьшая воздействие неровностей дороги на перевозимый груз. Это делает её предпочтительной при транспортировке чувствительного к вибрациям оборудования.</li>
<li><strong>Пневматическая подвеска:</strong> позволяет регулировать высоту шасси, что способствует легкой загрузке и разгрузке тяжелых машин без дополнительного оборудования. Также обустройство пневматики способствует распределению нагрузки, особенно на длинных маршрутах, уменьшая износ дорожного покрытия.</li>
<li><strong>Шасси с низким профилем:</strong> упрощает процедуру навигации тяжёлой техники на платформу и с нее благодаря сниженному углу подъема. Это важно, если используемое оборудование имеет ограниченный клиренс или особо тяжелое исполнение.</li>
<li><strong>Жесткая подвеска:</strong> может использоваться при перевозке неподвижных, стабильных грузов, где толчки и вибрация не представляют опасности. Эта система обычно предназначена для крупногабаритных грузов, которые не требуют частой разгрузки и загрузки.</li>
</ul>
<p>При выборе средства транспортировки важно учитывать как тип подвески, так и особенности шасси, чтобы минимизировать риски и повысить безопасность, а также чтобы оптимизировать процесс операций по загрузке и разгрузке. Это напрямую помогает сократить время на операции и снизить возможность повреждения оборудования.</p>
<h2>Необходимость наличия дополнительных приспособлений для фиксации техники</h2>
<p>Применение специализированных средств крепления гарантирует сохранность груза в процессе транспортировки. Основные типы устройств включают ремни с натяжителями, цепи и страховочные ленты. Они должны соответствовать регуляторным стандартам и характеристикам груза, чтобы предотвратить его перемещение, опрокидывание или падения.</p>
<p>Ремни с натяжителями считаются оптимальным выбором для целей обеспечения стабильности оборудования меньшего веса. Их применение позволяет эффективно распределить нагрузку и минимизировать риск повреждения. Для более тяжёлых и крупногабаритных объектов рекомендуется использование металлических цепей, которые обеспечивают усиленное сцепление и высокую степень надёжности.</p>
<p>Дополнительные защитные меры включают установку стопоров и амортизирующих матов, которые помогают снизить давление на опорные точки груза и поглощают вибрации во время передвижения. Также полезно регулярно проверять состояние крепежных материалов на предмет износа и признаков повреждения, чтобы вовремя провести их замену и избежать аварийных ситуаций на дороге.</p>
<p>Выбор правильных приспособлений для фиксации – залог успешной и безопасной транспортировки. Необходимо также следить, чтобы все элементы были правильно установлены и надёжно закреплены перед началом движения.</p>
<h2>Выбор поставщика или производителя тралов: на что обратить внимание</h2>
<p>При подборе поставщика платформ для транспортировки спецтехники оцените компетенцию компании. Убедитесь, что поставщик имеет опыт в создании и обслуживании тралов, которые соответствуют вашим специфическим требованиям.</p>
<ul>
<li>Опережающий опыт позволяет предсказать возможные проблемы с обслуживанием и эксплуатацией.</li>
</ul>
<p>Исследуйте качество продукции. Материалы и комплектующие должны быть высшего качества, чтобы обеспечить долговечность и надежность в эксплуатации.</p>
<ul>
<li>Проверьте сертификаты соответствия и прочие документы, подтверждающие качество продукта.</li>
</ul>
<p>Посмотрите на доступность технической поддержки и услуг послепродажного обслуживания. Поставщик должен предложить быструю и квалифицированную помощь в случае необходимости.</p>
<ul>
<li>Наличие сервисных центров и оперативное предоставление запасных частей существенно сокращает время простоя.</li>
</ul>
<p>Анализируйте отзывы и рекомендации других клиентов. Реальные отзывы часто отражают уровень удовлетворенности услугами и качеством продукции.</p>
<ul>
<li>Просмотрите тематические форумы и профессиональные сообщества для получения объективной картины.</li>
</ul>
<p>Сравните ценовые предложения разных поставщиков. Зачастую, разница в стоимости может скрывать разные уровни сервиса и качества комплектующих.</p>
<ul>
<li>Выбирайте поставщика с оптимальным соотношением цены и качества, не пренебрегая долгосрочной перспективой.</li>
</ul>
<p>Оцените уровень индивидуализации, который предлагает производитель. Гибкий подход к производству и возможность адаптации оборудования под ваш конкретный заказ могут быть решающим фактором.</p>
<ul>
<li>Индивидуальные решения могут включать нестандартные размеры, дополнительные опции безопасности и усиленную конструкцию.</li>
</ul>
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