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	<title>Экологичное строительство дорог &#8212; Актауская Дорожно-строительная Компания</title>
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	<description>Строительные и дорожные работы в Актау. Аренда спецтехники, производство щебня, качественное выполнение проектов.</description>
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		<title>Какие инновации ждут нас в экологичном строительстве дорог</title>
		<link>https://adsk.kz/kakie-innovatsii-zhdut-nas-v-ekologichnom-stroitelstve-dorog/</link>
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		<pubDate>Mon, 27 Jan 2025 04:26:52 +0000</pubDate>
				<category><![CDATA[Экологичное строительство дорог]]></category>
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					<description><![CDATA[Создание дорожных покрытий с использованием переработанных материалов, таких как пластиковые отходы и старый асфальт, уже реализуется в ряде стран. Этот подход не только снижает затраты на строительство, но и минимизирует негативное воздействие на природу. Разработка новых технологий смешивания позволяет улучшать прочность и долговечность покрытий, что сокращает необходимость в частом ремонте. Использование солнечных панелей в составе [&#8230;]]]></description>
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" alt="Какие инновации ждут нас в экологичном строительстве дорог" title="Какие инновации ждут нас в экологичном строительстве дорог" /></p>
<p>Создание дорожных покрытий с использованием переработанных материалов, таких как пластиковые отходы и старый асфальт, уже реализуется в ряде стран. Этот подход не только снижает затраты на строительство, но и минимизирует негативное воздействие на природу. Разработка новых технологий смешивания позволяет улучшать прочность и долговечность покрытий, что сокращает необходимость в частом ремонте.</p>
<p><strong>Использование солнечных панелей</strong> в составе дорожного покрытия становится все более актуальным. Солнечные модули, интегрированные в асфальт, могут генерировать электроэнергию, которая затем используется для освещения и других нужд. Это не только способствует уменьшению углеродного следа, но и позволяет экономить средства на электроэнергии.</p>
<p><em>Биоразлагаемые материалы</em>, такие как специальные полимеры и добавки с природным происхождением, могут быть введены в рецептуру для повышения устойчивости к климатическим условиям. Такие технологии уже начали внедряться в испытательных проектах, показывая свою эффективность в продлении срока службы дорожных покрытий.</p>
<p>К тому же, внедрение <strong>интеллектуальных транспортных систем</strong> и сенсорных технологий на дорожной инфраструктуре создает новые возможности для мониторинга состояния дорог в реальном времени. Это позволяет оптимизировать маршруты, реагировать на изменения в трафике и значительно повышает уровень безопасности.</p>
<h2>Использование переработанных материалов в дорожном строительстве</h2>
<p>Каменистые материалы, такие как дробленый бетон, также могут служить основой для дорог. Они обладают высокой прочностью и долговечностью, а их использование позволяет уменьшить объем строительства новых карьеров. Использование переработанных материалов может сократить потребление природных ресурсов на 30-50% в зависимости от типа проекта.</p>
<p>Для успешного использования переработанных компонентов необходима правильная технология обработки. Рекомендуется использовать системы сортировки и дробления для получения однородных фракций, что обеспечит долговечность покрытий. Важно также учитывать требования механических и химических свойств переработанных материалов для достижения наилучших результатов.</p>
<p>Современные исследования подтверждают, что при правильном подходе к выбору и обработке переработанных материалов, можно достигнуть значительных показателей прочности и устойчивости к нагрузкам. Данные рекомендации позволят оптимизировать процессы и снизить экологическую нагрузку на регионы.</p>
<p>Интеграция переработанных компонентов в проекты повысит устойчивость дорожной инфраструктуры и снизит общие расходы на материалы. Использование рациональных решений в вопросах вторичного сырья должно стать приоритетом для будущих проектов.</p>
<h2>Экотехнологии для снижения воздействия на окружающую среду</h2>
<p>Применение recycle-бетона, получаемого путем переработки старых асфальтовых покрытий, может существенно снизить объем отходов и уменьшить потребление первичных материалов. Исследования показывают, что эти материалы не только уменьшают негативное влияние на природу, но и обеспечивают необходимую прочность.</p>
<p><strong>Геосинтетические материалы</strong> позволяют значительно уменьшить количество используемого грунта и обеспечить необходимую прочность и стабильность дорог. Их внедрение может снизить потребление ресурсов на 30–50% по сравнению с традиционными способами строительства.</p>
<p><em>Солнечные панели</em>, установленные на асфальт, могут производить электрическую энергию для освещения и других нужд. Исследования показывают, что такие решения улучшают энергоэффективность при использовании дорог, а также сокращают углеродные выбросы.</p>
<p>Использование <strong>биотехнических методов</strong>, таких как высадка местных растений на обочинах, помогает улучшить качество воздуха и поддерживать биологическое разнообразие. Это также помогает в борьбе с эрозией и улучшает внешний вид территорий.</p>
<p>Совместное применение <em>умных технологий</em> в транспортной инфраструктуре, таких как сенсоры и системы мониторинга, может оптимизировать поток автомобилей, снижая выхлопы и улучшая влияние на окружающую среду. Их использование может уменьшить заторы и сократить время в пути.</p>
<h2>Разработка умных дорожных систем с учетом экологии</h2>
<p>Внедрение сенсорных технологий позволяет оптимизировать использование дорожного полотна и повысить его устойчивость. Например, установка умных датчиков, которые способны отслеживать трафик и погодные условия, способствует более рациональному распределению нагрузки на основные магистрали.</p>
<p><strong>Интеграция зеленых технологий</strong> в дорожное строительство предполагает использование перерабатываемых материалов. Асфальт, содержащий вторичные компоненты, уменьшает потребление первичных ресурсов и снижает выбросы углерода во время производства.</p>
<p><em>Системы климат-контроля</em> на дорогах, оснащенные солнечными панелями, позволяют получать электроэнергию для автономного освещения и работы сигнализации. Это не только сокращает затраты, но и минимизирует отрицательное воздействие на окружающую среду.</p>
<p>Каждая единица дорожного покрытия может быть оборудована <strong>интеллектуальными системами освещения</strong>, которые адаптируются к уровню освещенности и движения. Такие решения снижают потребление энергии и увеличивают безопасность на участках дорог.</p>
<p>Проектирование дорожной инфраструктуры с учетом <em>экологических коридоров</em> позволяет обеспечивать безопасные пути миграции диких животных и сохранять биологическое разнообразие в регионах, подвергающихся интенсивной антропогенной нагрузке.</p>
<p>Автоматизация процессов мониторинга состояния дорожного полотна с помощью дронов и спутниковых технологий облегчает выявление проблемных участков и оперативное реагирование на них. Это продлевает срок службы дорог и уменьшает затраты на их содержание.</p>
<p>Создание <strong>интерактивных приложений</strong> для водителей с актуальной информацией о состоянии дорог, экологической ситуации и картах движения помогает уменьшить заторы, что, в свою очередь, снижает уровень загрязнения воздуха. Координация в реальном времени делает транспортные потоки более сбалансированными.</p>
<h2>Энергетическая автономия и возобновляемые источники при строительстве</h2>
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x5ZcA+e/zYwenrT/AC2dYyCOB6+9FxAzzM2wnnipUjwqkj5gMV2HnSdki1HI6oAEyPWnCWUniMfnUaRllBEij2JpwhOM+cv50GI7zpf7g/OjzZcfcX86Z5X/AE2X9aTyh/z2X9aAJBLN0CrWbqhJjyw5L1e8of8APYfrVO+heVNkZDEN1zikyoaSRkZ5NbVn/wAuw/z1FZw0+fP8H/fVaVuhRod38AGcfh/hSN5yT2NvwvLHHrU4kIUupVc9zu6fpXY8Y6V5qrESu2SDnII7HJIrutIvTfWCSMf3i/K/1FZ1IacxtRqL4C/gHpRt9DSAGnCsTotcTaaOadmjNA7DcmlzS5ozQFhuaQnNPpjYoFYiZMnINJtOOakzSYBqrk8pWkOKQScdaneAMOpFV3tWXkNVppmbi1sMaBJJA5qcJxhRTIY3Zsdqt8KtEmOKIPKAXLU0BV+6eKdI+R7VXzk+lCTBtIWaTaM1X84txmnyDKkdarhygYFec1oloZt6lrO0Ak05JwxIzVCWfIBY4FRRXIEhJPFV7O6E6lmarPgdartNgnBqnLe8YBqq05bqcCnGkyZVUXxdFnxmpVc5rLtzmQjOa0tpKccUSikVTfMrkvnkNgVPHcOMc1TCdKnUYHWs2kaq5dS5cdamW4z1FZ+6nLJWbiacxpCVTTwQe9Z6yVKsuO9Q4lcxcpKiWXNSBgamxQMiuORULoU9xU9NahMTRWJqJ6sSJjlarua0RDIHqFjUrmoiK1RkyNqjNSkVGRVohjCajY1IwqJhVoljSavRfvrMr3HSqBFXNOb5mX1qai0uVTetjPkHzEVCwq7fReXMfQ1UIraDurmMlZjAKKdTWqyBjGo2p5NRmqRDY01E1PY1GxrRENjTTMU40YqiLjccUYpw4P8ASnFMruXkfypc1tyrX2I8UYp2KMVRI3FGKdijFADcUYp2KMUANxRinYoxQA3FGKdijFADcUYp2KMUANxSgUuKUCgD0k0c0tJmvBPcAZ9aKKKADFGKM0hJNACn0pPxpKOM0CFBpaTIooGITSHofpTuKQkYP0oEefAKTy2OTQVjz/rD+VOQMThUDcmmR200bhsF8djXWeToLshz/rD+VJtgz99sfSpGEmc+Sg/GgLIeREuKAIysGOHb8qMQY++2fpT9soYDy1zQRKoGUQUARYiz95sUv7gjq1P2y+aJAiA4xjtSlZjIHKplQRQBETDnq1C7N/y5xnvUqiYA4CVEsZi+XjGf1xQ2NIib/WsPcf1rd0K9ktUkCBW34OG9qwm4lYkdx/Kp0dlVApI4OcHntV8vNTsWpctTmOtXV5f4oUI9iRVqHU4JOGzG3o3T864xZZE+6xHPTdwPrVmK9kU4kG9f/Hj/AI1zui0dKxCZ2mSOfWl3Vg2N/wCWoKt5kPcelbSOsiB0bcp6EVm0bKXYl/GgVT1C5ktLNpowCwIADdOTisr+2LwE8x/98UKLYSqKO50Jz2ppzjmsEavd+qf980HWLnuU/wC+afIyfbRNvqacBisIatcf9M/++amXVbgj/ln/AN803FjVWJsZpNu4+1ULO8luLlY3C7TnoK0+gwKh6FxakrkbMqjA4qEuG706YBsg9fWqrI8ZzjI9RVxSIlJolZQelROMGpkkUjGKinAIyOtUtyWtLkZIHvUMoVgeOae3SopTtHFaJGTZRnY7sEcVWf5a0MCQ8jNU5oyW2qM10RaOaVyszcVCzH1qYJvpgiLNgnAHU1q5RgnKT0Rjq3ZD7SRllGCT7Vtwvv4IqlZRrGdyqAB37mtCBQOe9edHFRxDbitEehSpuC1Y/bS9KVmApvXvVGwpoFKcCkAoAepqQNiotp60ZOcClYLllWqZXqquQKmQ1m0WmWVenZyKhFLuxUWKuONQTR5GR1qXdSGmtBPUolfWmECrUyfxD8arHmtk7mTQwio2Wpee9NaqRLK7LUbLVhhUbCtEyGiswqS0bZcL70jCmg7XU+hpy1RMXZl7UYfMg3AcrWMa6PAki9iK55hhiPQ1NB6NDrLW5GTTGNPYVG1dSOZjGNRM2Kc9QMDmtEjOTBmzSUYoxVmYlFLS49qAG4pVJU5B5pcUYpOzVmNO2pL5QmXMfDd1/wAKhIwacpKtkcEVcRY70YyEm9ezVjzOm9djZRVRablGinyxPC5SRSpHrTcVsmnqjFq2jG0tLijFMQlJTsUYoAbS0uKMUANxS0uKMUAJQKXFAFAHo9FITRXhHui0ZpKKAFz7UhyaKKAEowKTcPM2d8Z/CnYoEJgHpS4ozSE0AKaCODTN1LuyKdhXR5+Nu75mI5PSn5h/56yUi7t3yoG5PWn5mA/1SfpXUeURZh/56vTh5GP9dJTv3/8AzyjpN0ysAY0zQAz9x/z1koPkf35KXdLJwESl2z7Nu1MUhjP9H/vyUf6PnrJTsTFs7UyKXM/P3KYiPNv/ANNPzpuYy/yBuvGanzPj70X51Exff85U89vpQNbkMn+sb5scj+QrTsraC5Kx7ZEYJuLDoay3OXbjPzf0FbWmGTzFBmR1EfCjqtTXk40Lo3pJOrZiS6fEjgK78ep/zmmSwIlqxGdy857n2o1S6lguNqBdu3OSKIJGuLIlgMscYFY0pTcFKTNpxipNJFa3uHhfOMr/ABD0H9a2bDUUtGYFi8TDdgdR9Ky/snHyocDopbABqMq0VwiuSSAe9bTszNNrY39R1KG7smijVwxZT8w9Dms0jLGo40jwfMz1wMGpvLgzyxH41inYp3luIoOTQUZz9PWmGIZxkfnSeUCDg9PeqUmLkGNKFbHf2qeCUNwM5qmVUjGf1q5bwqqBiRk+9XKWgRhqaVnOkMyu2cDOcVof2nB6P+VYwVQeSPzp+UHesXqbLQvzamoPyxkj1PFQrqyk4dMD1BzVUlCp54qtsDnCnvWkUupE5NPQ245BOoeMHntVhbckfPTNLhWK0TA5PUmrwqJS7G0Y6alKa1yPlOKpPG2dpXI9q2GAIqDYgOSOaqM2iJU0zPMUcCZZetUJFw5dCDjkDuK2LhC/AFZtzCIm3YO71rVWnFxfUymuV3XQzXIdiYzgk8rT4IjIypjgfe9qgnUpLnHB5qSC6eO3mVeC5Az3rxa2Iqzj7CfR/eVCEVLnXUsrgylIiSicZ9TV2Ngi4J5rNsNwkI7VfePMe4nAxXr0aPsaag/mTGfPqiYspwc808jKfJ1rPEsKFQZM+9WItRgDbSGC44PrWUsTRi7cxok3uK/mg9M1Zt0Zlyah+3xOQArVcjYEcEU1iKc9IspRsxTHxUZjKjIFWRSkcU+YqxXRcj5jU0YNNVNz96nC4HShsaQCg07tTTUDEozSE03NUIcaryrg5HSpt3amsARimtCWVTTDRISjFTURatUjJsVjUbGlZqjZqtIhsa1RNUjGomrRENmvYyb7YewxWFJ95vrWxYRSRRnfgBuQKoy6fL5pAZcE8EmsqbUW7mlVOSVkUHbFRM2TVuexnQE7QwH901TEMp58tvyrri0+pxyuuhG5xTNpbnFS+RKW5Rh+FO2svBUj8K0uZ2b3IREe9NKgGrFROuTQmJqxGFyaftAFJ0pwpiQ3FJipMUmKAGYpRkHIOCKdijFD13BO2xoQTxXieRdcN/C9VbuyltGw4yh6MOhqHFaun36sv2e7G6M8AntXJJSou8dUdkXGurS0kZGKTFa+oaO0Q862+eLrgdRWXjBxXRCpGavE5p05QdmNxRinUVZAzFGKfijFADMUYp+KMUAMxShadijFMDvyeaM0pU0YrxD27Cg0UnNGaQwope1FAFfn+0R8w/1PTPP3utT1ns//ABUKr/07f+zVoCm1YS1EIpMU4nFJigGhuKXBAP0p3ApCeDRcVjz8FA3zMw5PSnboc/6x6Z82cgDqacBISThK6jyxhaI/xvRmE8F3xT9s2c7UpyicjG1OaBkY+z/35KD9nx9+SnqJkBIEdLid8MAnFICEGHuXx7Ug8jncX9sVYIuT2jpC044JjFAEP+jd/Mpv7vd8gbr3+lWCbgA5MYqJvM3neVPPOPpQCIG++eccn+lXoSgDFYGjfYmZOzfMKot988Z5NXQx2n/SA42J+7/u/MKdX+Ejel/EYa0Qb3qfudKfbECyQt93Jz+VRatlrgnjGKQ8aTx7/wAqxpq1JGstZsso9uoICkbhjpUEjKLlTFwB2NZh7VZsGAlXceOap26Cs7XZpLcOm5gq8nmp1ln6+WntSRvbFSGkxg8fL1pd0RX/AFnPsKyY0SefcAfcTpimSzTZChEyf1pB5bMRvbA6e9OEUbHc7tQrIbuyGN3mk3MoAHBxVs79uCoApBFAnCuR+FPCRY5kam5XGlYPNdRtKjIoLSEZAFG1N2N3HrS7EbgSGmg1IyX6EAVNCx4Bx1qF4juwCcUixlXG1iRWm6I1TOism/0ZKs5qtZL/AKNGfarBwoyTgCsGdSEJqGXOMjrVefUokPy8/hWfPftIMLIcelYyxEYiZpByASwNVLqXzBgVTjvyr/vSWXGCR1q5vilQSEh16GinjI31RnKN1ZGTdxkglW5HNVoVJVSeBk1utpqyjdFLhT61UWzZGZCPuNjIraVKE8RGotv8tjHlmoOI2FQoG1fxouHeQAKflHpT5GWNCS2FFU/tUjjEEWR3yK5MxrSlP2aNKUVGInlb1BByelTJZgHDtg+neix0+a4l/eyNGCOcdcf0roLaxt7YZjjG7+8eSfxrkp4Kb1krGq1M6306ULnaF92/wq7BaMrfO2QKuYxRiu+nh6cNkVYQKKXbmijNbjFVQKdgUzNKGoAXFMPWn5pjGhAxjVGWp5PNRP14q0QxS2RmkVs0oXA561E3yt7VSIYl0m5Nw6iqBatLORg1nzx+XIV7dq0g+hnIiLc00mlIpprVGbEJpjGnEZprA020kSk29B0epvDGyONxA+U1VWa5unO0MzdcA1O1quPnHzHr7VELTY6mF2RiQMg1z8rS5kdHMm+VkLSSK21wwI6g0CRscM1bd/D5NkpCiZsgHzKzUNuWxLbyr7o2RSUpPoU0l1K/nyjo7fnQLmYf8tDVi4jg3/uN2zH8VVygraNOTMJVYpgb2Yddp+qio2vmPWKM/wDAac6owyowR1FR+UPSrjTfciVWK6AbtD1toz9OKBcQEc25H0egRD0o8sDsK05JdzJ1Ifyh5tqTjy5V+hBo32x6PIPquaNo9BRj2pqMv5iHOH8ofuD0m/NCKXYuOJUNGKMVSUu5DlHsNK4OMg/SkxT8UYqybmlpeqNAwinOYzwCe1Xr/SYrtfOtSA559jXPleK0dL1N7VhHLloz09q4qlKVN89M76VaNVclQzZYXhcpIpVx2ph49zW/qMkepyrDZw+bKnJk6BaxChRmVhhgcH61vSqua8znq0vZvyIwDjmlxTttLtra5zjMUYp+yggLyTUucY7suMJS2QzFAUmkMqjoM0BpG6DFYvEK9oq50RwrteTsegE03OaDSV5x6NxaKMUmKBC0UUUDOZ1W9kg1mSSEhWjCx5Iz7mtLStYW7RY5gEn6YHQ1g6q5OoXTHGd5H4AVVi3DO09CMHpit3FOJwOs4zdtjuwVbOGz9KX8a5C2m8m6gKyMrbsjn5evNdf34rFqx2Qmpq6EIoI4P0oxQRwaRR58NufmJHJ6Uu6Ln5m60qBy3ygdTjNSkTkEbUrqPLIM2/8AfkpFMWfmZ8e1SkzDghKVTOV4CUhkJMOMqXzQphx8xfPtU4NwR0jpHE55Oyi4EBMe7jftpf8AR+f9ZTws2cgpQElYnlODTAYDBj5vMz7U0eXv+QN14zU3lzYxlKjIdW+Yj73b6UgRC/3+uOTVpuBn7P5fyL+8/vfMKqyA7+lWHK4wLgudq5j/ALvIqqn8NG1L42GpEGdvXFOJ/wCJT+f8qZqGfObkU4/8gn8/5VlH+GjV/EzNyMHJ5HQY61PaH5xVYg5q1agbwMY4oZfQ0YgzIwWPOT19KtrDKMDyM4qrbAtIFV8c+uM1sxkPGhaUhj1BPSsZCKTbkILQKMDtUi3Bxu8hcU+5iUtlZeMU2KDKH95x6UtLFIlgU3BchAOBjAqcWxVfug++Kjt1MbcyECrLOoH+tJ/Ch+QJlMgnI2DJqe2jbdkx5FG/JILfjTw2xcK+KauFyVQCf9UOKiEPzZKgZNJuw2RITTsqMckj+VUL1NS2XbboPQVDcW890cM4ijHQdTU1uf3CfSpc1nKPNozdGcNGhP35ZG+nFO/sayA5Rz9WNXs0hNR7KHYNDPfR7IjARh9HNVn0swkm2kJU/eRu/wCNazGmNmh0Kb6CM+ycruifIIPAPBqTdtu5E/voG/LipZYhJjPDD7rdxWddXXk3sRK/OoZWX1zjB+lOP7pWbBK5DewPd3ZjQbY05Y+ppptzGAvQe1aSRhIwO/U+5pjrW9GnGEnN7sxnG+gunsQpyc1pK24VmRjaeOKtxTY61c1d3LhorFykNND5FOBrE1ExS4pcUGgBtNJpxpCKAEzTGNOIprcU0JjSaMd6TGTilNUQIajkGV+lSGm00SyJTUd0mVDelPI2tilYbkIq1oQzPIpmKs7PWmMAK1TMrEG2p4o1RPNfkn7g/rRGgdueFHJpZXLtnoB0HoKn4mX8C8yM9cnkmmKP3i/UU801f9Yv1FVL4WZw+JGjqY/0If7wrGNbWpc2P4isYiih8I8R8REaaRUhFIRW6ZyshdM8jqOlMVs8NwanxUciDO786HdaoqNn7rGkUYpcFWCt/F91uxp22qUk1oZzi4uzI8UYp+KTFVczG4oxTsUuKLgMxRin4pJCkS7pD9FHU0nJJXZUYuTshNuRkkADqT2qMuXO2Lhe7Gkw9wcvwg6KKmCgDAGAKzV577GrtT0WrJdPvZNOkyg3RE/MtaFzaLqj/arDa24fOvTBrKxRa6rPpl46xR743HKds+tYVl7J88Tooy9uvZzJJ7aS2YrMAjDtmqzzInAOa1rTSzqs0lxeTMgbB2L/AFqK/wBCjtoROm/bnBVjyKzVedR8q0NHh6dJczVzHadmPFCxSOcnpVtYUXoop+K1jh2/iZlLFJaQRAkCr15qQKB0p+KUCumMVHY5JzlP4mdl/hRR/hSV5R7AuaDSUZoGFHOaXNAPNAHG3qK1/LIVOWc7jniopIJGJ2sqq2M5z2+lS3zZumXkHzSM44pswOeXwAPStb6q5xxTtJpX1GGKUqVeSJjjAwp4rT0jVZYLiOxmbzVI+VgeV56VjTSssYYO45xkd6kDEMGywcdCBzWvKmjF1nF3Z3PSkJ4NZuj6lDeW6xhz50Qw6seT71ok8VzNNOzPQUk1dHAAqCc56npS5gweJKRN+/5SAcnGaezTKOqGug8wjJhz91/zpyCHzFwJM5qQJct8gMZJ7CpDa6hBGHNtIyE/wLk0nJLcuMHLZFUeR3WQfjQPIz92SrCW+oeXu8llGf4lORTP9J/vRUXTE4tbkIMWeVfFBMIPCP8AnUqLcLwHjFDC46s8f4UySLMX/PNvzpo27vlUjmpP32fvpUZ3bxuYde30oY1uRSEeZ1qzKZBGpaBUXauHHVuRVWXPmcAVMxi4Cyuz7V3Ieg5FVV+BG1L4wvmzOwwPu5qU/wDII/P+VR32PMbnnHSpP+YR+f8AKsl/DRt9oz3++amtAS4AqDIBIK5Pr6VZsP8AXD6GpLexpWq4JYjp7VdRgrDAznnkVHbq5iKq6AEkkMQM/nUoEyjG9OOAQRUmQgcNnofw6U5c9silXeD95B+VSCVy4HmDHtQUIp57n2qTcARhSD6Ypdzf89BTt78DzBxSKFVsnHlc08ZI4iNIAWGTJ+lKzEAfvc/hSGDZxzGV96TJHPSng/8ATb9KGySMyZ/DpVJhY0ID+5T6VLmoov8AVp9BT6RqhcmkJpDmkoADTc0ppMUwENZuqIv2mykI583aa0sVQ1b/AFMDf3ZlNRU+Ea3LLrzxTNmasMBk0mBWtybFcpQvHGKsFBimiI9adxWBGwKmVqjVaeBioZSJgaWowcU7dUlCmkprGm7qAHU04ozSHNMTACkNIWpM1RDCkp2KMCmSQyLkg0iqRUzDioyapMllaRSrGoHOTgVan6VWCEfN+VVe5KVtQJ2rsH4+5phNSqmeaJF46Va00MpXepAaaPvr9RT8Gkx8y/7wpy+Fih8SNLUB/oJ+orGIrbvh/oLfhWQRSov3SsR8RHtpNuKlIppFbXOZkRFNIFSkU0iquSxsJRT5M4zC5/75NPntHgIz8yH7r+tMZQwwelXNNuQc2lxhgfuE9xWM7wfNE6KbVRckjPxSYrSv7DyF8yPlM8+1UMVtCakro5qkHCVmMxShSTgClOEXc52qO9Up7ppf3cI2qfzNTOoolU6Tnr0JprlYjtiw0nr2FMhgZ28yUkk880+3tQgDOMt/KrGKUYtu8i51FFcsBu2jbT8UYrW5zjMADJp1vC0lvcXJHyqCBnue1R3DbV2jqavP+60i3h6GQlzXPVfM1E66C5IuYaJDPZaPPeiZ5JAN2zsasXGrxajpIwrRyFhlGGKn0oZ0aUegNY2OBXPh6Sb5ux04qs4rltuNxRin4pcV6FzyxmKUClxQBQB13+FJQf6UleUe0LRSUUALQOtJS55oA5G9H+lN6+b9O9Qykk7Mjkdc1NenF05yB+9/OoF7glBk/Sie6Iw+0vUjMLFVBbgN+Y9KdcIqgFX2MTjBHFSDHQkY6VUunYyru24EhUA/SiE2noaVaUZrVECm4gn82MSJIrcMFOa6vR9djvv3FxiO5A78B/p7+1YMUSo4YSktj1/pRcwRyuDuCuBkODyDWjqxno0YqhKmrxZW+XJyDnJ6VoaVpTai+fmjhX7zn+QqnZRS3NxHEjgbjyR245P5V0FzcEBLKCMBRxkn8zRUm46I56VNN80h89xZaLH5VrAN2OXyNx/GsibxQMFXgkJP+2P8KzdbgNvdKpcMXAY9se1V7rT44LTzfOZn4JXbxzXK4wkk3rc7FKSul0NaPxGHPmxwOJI+CC4+cZ6dKu3AttQga58hhkbuwdfX6/Q1yNiCbjzIzhogZB7kc4rpF1pLt2tTArLKpCkt1PpSmpU2uRFK0l7xTnhjhZQVZlYZDjowqPMOf9W4/Gp4meD/AEMtlSA0bt1GR/kVGrT8jzFB9zXcndXPOnHldiPMPI8tzTQU3fKrDnv6VO4mcfNInHpULblbBZSN3b1xTJRDKV84jnoP5Val87y03ogj2rtI6nkdaqy585jx0HX6VKxhz8hfzNq7s9Oo6VdX4Ea0viC+yJG44x1qXP8AxJ8/X+VQagR5zDnOKlU/8Sfp6/yrJfAjb7RQP3jV3TADcDv8p6VSIw5FXNNLC4G3g4qWW/hNiPapG5cj3qYPD0Ef602ESuhCyRqM/wAVSCOXIzKhx0I5/OoMkhQ0XBEePXk08EYxsyw7ikWJ2PzSR/LngGnhWAx56/QUig5248s7u5pRk9EIx1p370YPnA+wNKrO3/LQ8980FCrkkYQ47g5qZinH7v8AA0wBi2TKPzpxD5GJAaCgwufljpBuB5GB7Uu2UdxS4k4ye1MDSi/1a/QU6mIf3a/QUnnLvKZ5FBoPam4qtcX0NuV86ZY9xwNx61J5wChi4CnoSeDQFySg0zfWPrWuNp8ywQxo8hXJZjwvtgd6TdtxpXNms/WB/oDHH3XU/rXLrreqmfzftGMsDsIAU/hWxHrS6nZTwSQ7JVQNweG57elZyqJxaL5GtTeyaTBqD+0bNLcyNcxbUADfN0PpWPJ4siEjCG0d0BGGY7c/hWnOkSotnQgcVIPu1lafrdrf5X/UyZwFc9foa1kHGDRdNaBZrcQL6U0iq2o6tZaYF+0yEM2dqqMk47e1TWt1Be26z20geNvzB9D70KSvYLCliKN9P2A9aR0GKq4hhelU8im7PepECigRLtBHSk2il3AikzUlDWQEVHsxUhamljVIhiEcU00ppKZLGt0qImpm6Gq0hxx61SIYyT5z7UYFPK4SmYqkTJi1E5qQ9KibmrRmxhprEZX/AHhTiKY45X/eFOWwo/EjWvObFvoKyCK17kf6E30rKqaOxeI+IjIpCKkIppFbHMyIikIp5ppqkQxmKa6bgOcMDkH0NSUlPcnZ3RqafOb+ylglUiRRgnHBrDu5fspKNjf6ZzS3V7d2sYSN/wBw55A65qTSdNhnvA98ww4ykJPJ9zXG6jpNpHoKmqyUmZLPLdNxlvoOBWha2ohXJ5auwWCGGEpDDGBjhQODUEml20y5KeWx67TSp1Yp3kOtRlJWgc7jFFWb61+yT+WH3AjOar4rtTuro86UXF2YlFLihvlUn0FO4rXKZDTXAUc5OBWlekGbYv3Y1CD8Kq6UmboynpGC341M2SST1PNc8NZNnXWdoqJqaPzpcw9jWTjFa2h82Eo+tZRqMN1Kxa+EaaTFOxShc11nEMxQBUmz1pQoouB0Bu4ezH8qPtUWcFufpWObpR/EKPtSHuPyri5EdntpeRsfaof7x/Kk+1w/3/0rJ+0pj7wo89DzuFLkRXtJ+Rr/AGqH+/8ApR9rhz9/9KyPPj/vigXMYGN4o5EHtJ+Rl3sgW8ckgDzMj86h3JKN5fDd1pb14hdOrk7SVLHB4GfWq5ZV8zyvmx93j3qJo3w2zv3J0MjFdy7QOT8tJdxIxjk6M8hJ79s5pY5WMi+aAI+5x+Rpl9IjCEKCAHLEf3RiufXnVjrfwO4kIhiIIky+OVzyKVyglUyYyRk+1SWUMVxiXGCRk49ehH9RSSwjz3hk5YJlWHfBP/16tq0hKScbFrw4qq88xX51XaD9f/1VFqMUpZhu5xjrVQ3F1bQ77WTYH++uAcYGO/vTkuJ7lI5HmOcgvwOehpSqck23scaoucFYjis5fMeRipCjnJpradNdoHVkVRxgk81NbT71mBmAYjjn8Kjs7txp7PuLuu0beBhieT/KsfbOV3Hc6FRcbJjBotwr4DRZ+ppbe3mS6hMgQ7Dzg9sVcjuZMyF5cfMuCcDjvSCaGSRmWZSYySxU9sGojiJS0Y5ULbEMNlKk+Mp1IHNGowRJcsDG5dsMSDxyKrvfXAFuyP1ZtxwOnarVu8tw4eebKhBnpk8f/rrrpVXPc5KtHl1RT2Q4xsemBURiVBH/AOqrlvHPe3GA6pHnLEc7VqPUGRElKrjeflX+6oHB+prpurmCT3KUxG9mIJ//AFVckM/kx72QptXaF6jkdazZGLdGxwKuReTsBjikVsLuZuh5HSrqv3TSmtRb4kzMD0wPz5qYc6Nn3P8AKor/AP1/T8amWKT+x9vlvuy3G05rKPwI0e5RuCTLnIztXp9Ks6Zjz+eRiormCXzARGxyi/dQ+lWtNtbhZNxiZRjqwxQH2TXhaIr8ys3NOXZv5iG39aLeKVVAbav41fjhVbUs3zNu6j0rPqSkVlEGcNC31p6rBjGx/wA6kCqGPFNnyEBjAIHUdMU3Gw4u+wBITyBIKcqRdy5qk8rmQAZVhn0pjvIR80g57ZqSzTSFHY7XKhRnmnIYVcFZhu7c1jxlASDKwxzlcdfxpzXEaTK6ksQPpSuWoo0ptQtomIZyT7KTTH1aDbwkn4jFZk7CTDYbJ5wKrudyE8jA45p8zFyo0LvWbiWNFtQIsdSRkmoLXVb2AMJgs47M3BH41mGZY1JZ2OSABiqFxdDeq5cN2BWo1NUkzWuruS6VGuJVYrkKBVaZZJVUCT5AfukkjP0qNYdw3HLMOuABzTZGjhl2mRw2Mlen5VmzRGrZa1e20c0czCZgMRHj5T7+tYs05ErMXcuzZYn1qbeCzOG2KemRzVR7cPKswc/L1B6Ghu40kTnzBF5kjDZxgZ5NS2UwNxHKxVFU9Ac5FZkrB225ZmfgDtU4jKThsbMjABHXFQ0UWS8UE5LgMHc856CjzS53KF2k8ccCmtGrJk5+X2zz7U7ykwq73bHA28ZHvSKF2GSM7iACegHStJ9d1A2a2yyqAo2mReGYY45rEFuy3OJJm8nI5I4b2pz248wSW7ELuOUc8D6U1oJ6iSs8eWwHGe+efrV6z125skNtbz7S7FiuwcZ9M9KpRvJCojlj+Vvu9+fenyxwSgthhIDnIGaANVPEuqINpmiYg/8ALSMVKviq/wBjEwWsw2/KwLLz/WsIKfM8zIb5cZc8CkBmVgXiDJnBxyOfSqUmhcqOh/4Su4VctaxZ9ATxU0XimViQbOPI/wBsiuaEcZjwAwLHjPOKsqMJtj+ZduCKOeXcOSJ0ieKB/HZkDuVkz/SrMXiC2kUkxSqR2wDx61ya72fLnA6ZFWIYU8ogTMrZ4bOT+VUpyJcUdUurWjdWdf8AeWpVv7VjgXCZ9ziuVQTKfmUk7uo71ciaOUcgDIwfatFNmbijo1ljcZSRG+jCn1zyxKG+QjH0q1E0oOQxAHYGrUjNxNVjgEntVdfmbcarPdyiN+c7QSSelQRashba8fTqyn+lUpIlpmkw+WmkACkEySR5RgaaWrRGTEJ5phpSaaatEMaTUch+7/vCpCKhm6L/ALwpvYUfiRsXHNk30rLIrSmb/Q2+lZRNRS2Lr7oCaYTTutIVFbnKxhOabUm2kK1RDI6MVKEp2wUXFYZZW63OoRROMqo3kVBq9rDcXU84BRxwGU46Ve0s7bi8n/55oEFQTqfJkJ9CawspSbZ03cIRSLzwy2uhRtaTFZgFO9zuzVSDWNViZVmtopl7urbcfhWpKM6Mv+6tZmPasadKMldm9atOErIdcyfabgysMZ6CotqgU7B70ba61orHC9XcZtBqC8wluffirWMVSvySUQfWlJ2RVON5InsV8uxZscyNj8BTmHFSsvlxxxf3Fx+NNPSphpEqq7zLvh/m0lHuazynJ+taHhzm3lH+1VVh87fU1nR0bN8SrqJEFpdtPxS7a3ucnKM20BRT9tFFwsZeA2Tu6DnjNN+XPDceuKfLhGXy8HjoeBVYvg8nFQpXLlT5UTcf3l/Wg/gfpUO7jO6k3knGeaonl8ibI9KQsB2qIlsdDSFm/umgVh98B5TsDz8gx68iq6BHVgrY7H2qa/JNtL3xs/pUEL+WhjJB8zGe/vXJUvbQ9DC9b9yxECXcAZUPgLmn6mARCVJUPIWBxjsaW1QCRgjHO4kD1OKj1EB4YgjksZmzk/dOOlcad6iO+StTYmlSbl2Ix5/zz7davXcIWFblWbIIOSPfv/Ws7TwsYOWAbawwOK0bSUbgjNhXzxjOD6/59a1v+8aM2vcTK/kIGZELMwXIBHBU4xz7VW01lCPEWAZQDjB6cg/zrSaOLemHcRpleo5Q/wCBqjHCsV28cTlEcMuWGSD1/nU1Ic2plTlbQrvZBLySVJSQ+GBxwM80tnblIXO8ckE8evFNu4HuY4it22VyeBgMPp7GlNu0VuzC4I2KoPHU5ye/PXFc0V5m8muhFeM8sv2Z8ICu4sP5VImniCCVVlz8hB47n/61V4rPdfOVnJiZt5HoPSpZ4XS2mZZ97OflwOgyP8aqMLOyYpSvqxACbkW0ZB8sYJ789T+HArSnULZqI0Jac7V7fU/T/Gq+jQxQbPOP76QHc2Mhfb61rlHD7g29dvyn2/rmuqlDkRzVHzlaKE21i0duvzydWKn8/pjpVKfSriS1887AJMqoLHKj3q5f3skLFMKHHTIxkcf5/CmSXMdussW/c7t52MYHTFdEbtmErJGYujTMcNLEBjHerPlPGu2acSCMABcAAYqSO+zKqsBnqSG6Uy7Vo35nVN+TjYTnmtWrrUyjJpkrQ2zlZZFZtx+UBuP0rZv3xdY5JCgcfSsGCWVrYKt5F8uc7ojnFXY5ZZ1V3uFZsncQuN1TGNmXOSasWFkIzw3X0qMTStyIJcN04pYcjdmTec+nSqoG7IFxjn+61VJJmcHyluMys4Z43Cjse/p0q1DKzlkZJFBHcYFZgUg/8fY/74ap7MkTjM2/g8bSKnkNeZ2LzgjO2MscevWoJXkRhthJDL83Gce3Wp3PDHzNv4dKq3IzKpE2OBxg/NUvUcSJmjJ4HP1pGaMKM8nPT0pWEoOfLqPEhGNhHt6VjylpkkLguwhj8zAGQVHFR3Jff81uFyOPlFS21oWUs0nlg+o61DcQbXDb8jGPumhLU0urAd2wEE4x0FV3kJ+Ty8sR0qdjgKQcADp61BPIPLYAlQwxx1oaYKxSmklVcmAA5+gxTWO8KHhIP8LBehpduI9omA/2ivT60xwdq5uSoGeq9foKzZsiSN5IUCeWE/TNMeRsD5Qqk5YdTSRocNuYkjocfpT3BQKy714yV/8ArmpZSIJY1aNZAV6kjLYo3L8ojZdij5u1K8i4P7oFh2boaRBuDFDyBzjoKkpDkdC5kRQmBguRzn2pg3mQujhs8FjzxSFUliZs4AP8RxjFCMpjVInTfnLemKRQn2pIkXMrFgccj+VDmT5QV2L1wR0/xp4cIyyhN/YDbnH50jSnKs7/AHjkjuBSGRrsMzbTIzZ2kntUjBowAg3Y5OT1pXbbPviiZhjgs3BpqbAMc/McsM9DQAhaRRuaNkDAkE9KSJSzbvNLN1GeAKlSTIZGO5COf7tMeGIAFFKN1UjoMe1MBFjkYSFojIxPRumKUSDOJkZAeA3Tp6U7z/KITzCz+gGSTTi5MipuL7v4cdKAAoion7wgZ5JqXzUJKKQ2DkY/rTVUhCZiu4n5UGKdE0MKYUKsjfeI5JFIQAllYuwj9M84q1Au4cMxx1JHJqII0iZRFcHg47VOMqBGeATncOtUkS2TK5BxhgT0IqdCWHy4BPqKijcDBBIarI2OATnPtWqjLsZuS7kqghfXPfFT7ggzg9MVFCCG+Unb1OasxDewLcKPSr5WZuSIbo7bFzuwWwP1rMWJy/yNuBHGK2L17aMJ5yhhy2D39KrWzhoQDhGc42qMYJqlBkORNbLhxnIIXt0NWCKjtvnkmI6LhRU4jJ6mtVoZS1GhSaQoRVjaAKic1SZLRAcioJ84X/eFWsg9ar3Awq/7wqnsTH4kacv/AB6N/u1mYrVcZtW/3azghqKWzLrrVDMUYp+00bTW1zmsMCilxTgtLilcdhoFDfKpb0FPqtfsUtHx1bgUXHykliNullj96eQt+Aptx/x7yf7pqwU8uGKLtGgH41DcjFvJ/umpjsVPWRqHnR1/3VrNxWkBnR1/3BVDFZ0dmaV17yGYpNtSbaNtbXMLDNtUQvnaoFP3U5P4Vo8KCT25qlpg3tNMerHFRJ30Naas2yy2WYn1puKlxmjbV3MGtbkvhs/u5h/tVE4xI31NSeG+kw/2qSVcSv8A7xrCk/eZ11/hRFiin7aUIT2ra5y2IiDQFqbyzThHT5kHIzEuyvm4woGMEEEis1pcsRtXAzyR0q7IdmCc8ehwevrVF/L3npyayorlSR0V3d3E+0EjkCkFwN2QBn1xQRGeMijyox1Ira5gP+1Nnn+VMa6kPOeaTYhHByKaVTbnBouBcv8AJs3b1CH+VUCCGjY9gK075h/Z5QA5CKc/lUE9nMVhZELK0akE4rlb6HZQWjfmTOCXhcNxKxIwOQMdKL6MRbGJJDyF+mCMr6U5bd9xdm6NuCkc1Jd5uXRuVdDnkcGuNRlzLsdspxcXdlaG1CFZWdXLgt/u8Zp8UoFwmT8rDBx2POPp/wDXqQIVCkjc205UcgdRxmqU6mBoy3QZBJ7k5/x/SrjCTfMyXUjblRuMkboMxmReBk+hP8s1WZYRMoMRV35PJ45o0iZZY9pLFnG1h2BA6/jU1ynETNjcrfTr/wDXq2rM576aFCe2it7ZpIwzlOUQNywPpxVRxG0t0rK5kiA4ZunI6cdO9a2oBDZOXAZVXHp36+1ZN95S3sxKvymcDucj9acV1He5W3Rw28SpHKqS9WLjseB0569q0zDEIRuLjA3MByRnn09qp3pjWC34O/ax3BuQM8kfjWo0aRW77kXB7EenFNrqJsqabaRzPK8CS9PvHqc8cDHpWjHGtvAqp8qxjgtUdjGUgBjba0jZyM9MVe2XDKVhaJ1xgoXA/DB/zzT62I3Rh+aJpWklCgsNqDuAD2+tPeKObBkLMc4ALnr9Kn1Bfs1wDNCFkVB5ZbnaO2O3WobeK4WFLkRLtmU7WBGa222Rla7d2Le6hHFcAC0iHyjGIzRDdpdxS74VHyHGVOT+dNdrzBCwyHn+8OabD9rW6R3hOMYJJHH61S0RLVylamFkkLWxyOeC1aVkYmhjPkH7528E7ahcyLd3YEoTDYwWxg4FT2ZkMWRIpG85J5yPrVksuQkZbCbefzqiGiLjNqT/AN9VdiJy2XDc9u1U8z54vI+v95qCYir5Wc/Yz/49U9mV+0DEHl8HnB/rUO6fH/H3Gf8AgTVLbs/2kbpQ4weMk0WLbL8gVkkBiL5Hp1qjM6F03Q5O0YOD8vtVwlznEgX0PpWbeM8c+BMuNucZPNQ0VFgHG8gO+O3zf/XqKWQh2xI+frVZbgbvuCkkfe3yp+VQkaF2zlkLOApmGM4POKsSXZclZYccDoME1nWv3mLOU44OM064Yq4/fg8ccEU0tRt6FklQm5j0HSqczIysWHOenXj6UNITGoLfWoH+aM4bnHWtUjIkS1Lt8qxtjA79TVvT7VJrl08tRt+8pXnIrJXzEORLj86mguGjl3BgD680NXKudBNpERiZonKP154qnPolzJB5kbCQjnZnmr1ndJeQ+U0hMncdyP61eXCIiMSjeq9fyrF3W5otTm7TaiFbmwV1U9Shz9K11tNLljytgqzkfdyRn2q2VgV2aWQT56dyPbioJNSihmijjZBubCnbgj2P1qWoy2RabS3Kx0uCORWu7QiL+I84H455qOPTbOaTIijiAPGHbBrae7aaLySQjuv3c5NU1t3RF74ycHJNJRj1QOUujM99LtIhI7RARj7uZGG6o4bHTLiDekC+dtOFMrcH3qTUo3kCM05kjA/I96oGSJn3wr5bDkEevrVOipLTRkqc1uySSJIQrzadjIxgyPxTJmEKsjacqqwydzv/AI1oWV7LdTBZYzJIASpAxtx3qyscskpjmQtEedxGQD6VLSjvEfPJ7Mp2Nhb3Fn5sloo3ZOAzYx69alTTtOUL/oagHnO9uf1rWWOTZ93HHFVpIXQLuByOg9K4JSd27GvvdxsdlpSrn7HH+tTRWVgrbzp8AB+6COtBEUcYJ5c9sVWknX+HOfcdKXPJbjuaRs7bG2OxiibGVIQcVQuhNbJHH5Eayb9ynaDu/wAOKt6VdvKvlk/cB+c9h2FLMrGXCykbRu3HqTW8Ktle1yZJvYpak1xJChGAgGSAMBc1jqmDyK2QJGjz5mSxLGo5LRZkLqcP6VvSrqWlrHPO8dWUYl5q3EhYgKCSfSoYoyGwRzWx5axRN5Tds+9bNlpFYHau1RyeKsxgBQpPA7etRQQsw3449adcSCC1aUZ3DhQehNSBlanc5vtyc7flFLYK7MWJJA7+9UkUyyFieScZPSt2yRUQBRwBx9fWreiJWpYgQRocDqc1MDio8noeacKQh5bIqJ+acTSgA00S0V9pzUdwvyL/ALwq2QKr3Zwi/wC8KdxJWZpEf6Mf92qIHFXs5tz/ALtUQRUU+pdXdC4pMU8CjHNaXMeUYVpu2pCKTFFwsN21Vux5l3awdi+4/hVzFVIf3mrSv2ijwPqaT2KitS053Ox9TUN1/wAe0v8AumpwtRXS/wCiy/7pqiN2aCc6On+4KpVfhGdIT/rmKphaypbM2rLVDdppNtTBeKNtXcy5SpeMIrSRu+MCksIvLsowRyeTTNV+dIYB1kerwXaAo7DFK+pdrRsM20qrzzT8UAU7iUSHw5w1wP8AaqxMP3r/AFqt4c/1tx/v1cmH75/rWMfiZ0VFeKINvFLtp+KMVrcwsNApaXBoC0XA5eRGfA8yPkY+91qD7IM5NxGBVkgZX5X46fIKYQu3lXIxn/ViqWhD13I2jS2RmDxs3oVzVaSNEIDFcnsDmrxEbEhkcg8H5cUmyz4/0M555JY5/WncViiiKxO39M1ItvK/3Y3/ACxVzzI0ZY4x5YYcIF/rVcyrnAnbr/douKwupLJHEd3A2qpHbP8AjWzqKgQWxC7P3YyQOegrLvvKwGfaykgnHAI9q07yaOSOMRswEY2ncOhwOlck/iR1U9ISKflggHdkfTrUfkEEkSPk/wCzQ90i7EBLFgSG6Uz7YhPBznphhWijJ7GbqJOzJtuCWJIwP7tU7tDPb/u8t8wzkYPrUy3SFwM4z/tA0lwVkgHSQZB+ZttHK1uHtOqKml3Ztr1ePldgCT0zW9eiQRuYQWJPHtng1ycgO/l2XnjHaurt2W5skfJw8Q3Efkf5VNRdS6b0sVLuWVdOmJQhhxkjPof6mqN9KUuX8vBzEeq9+D/Wr9wkhsrlF3EhAc+4HP8AKqFzukkZVdiQgHX1H/1qSKsNnY+ZaBQNpzuGP8+hrRv/ADfIVIlIclFyPc8/yrPLF3hZWJChycn681rCMyyK5JwG3DjvjH9aHoBYjUIoyh4zx9KbuspODJNE/fDgj8mp7SFJY1RwjbsA55zg1YzeEfNFHcr7bX/wNKIpdjNvbBJ7ZhHebmXlAYsE+o9DVJZRDZRQlwfKzh+nBxWtI9qpzPZGFv7y7o//AK1VZIbQymeN5Ar9NoVse3WtVKyJauQRy5dM8qWAp819AZ5AkSDHOM4A/Snz3MZYMski/LtJIGSe/aolazvLvz5T5gA+dQcKwx34qlJ7sycY7IVDHfJPiNS5TeMclz9fpVaxaIwLw3LnbyT+tXEms7W5ItkCFcqMN0GelPBQxyFECMTn/wCvVq5LaWgkBXL7VI55z3rPMluT/q3BB67z/hV+Lflt7A88Y7VV3XWeJo8f9dB/hVCW4wPbf88n/wC+2qezMZuV8tCDg9WJpoa7P/LaP/v5/wDWqW2803KiRw3B4DZoKLT7MPuQtxyBnmqGrKgSKUxn7u3qRj0rVKuMhCo9M9qivYpJoGiEi/MvOTjmobHFHKB8/wAVK0mOBITmoi6qcGPBHBHvSggj/V0kamhZ5ZWwnnjHQjOKjuZFQ4MBXjpyKWwG0Fd5jJ56E5FLMznKvOCAPlwTTW4PYajBowdueKYxHlnj8KeqP5YdGBA64pkhBUnO0+/StDOxESCPuH8zSDH90ig7+u7jtg0BmzywpoCVGdHyjEEdCDVuPVp1AExMhH3WJ+ZPcGqAY8irdlbx3AfceQOg6mk0uo1c1Gu08tHCAydVkQ8/X/61Qz6iwjSRow8qHBcjH6f1qmbR4vLkt5SD19NtORJlIVirKGzkjr9KiyNLstMxZNyqwlEeSS2MZ7j8qbHeXn2Rrg3DMd4G0H5j36+lQz6iWkZl2HJxg8bQO1WrPTftVq80ivCuQUXOQ3vRstQvroZl9qEt4+4jYvZR0FNt5JovmQYbGAcVrXD2tvGqTwqZI12qxHGP8aqRXscZZUUGJ+vHI+lUnpoiW7Pc0fDtyRMwmi5UbiwHI+tdHvt7oK9syuM/MB2rk7e4UMUt0ZVc+vOPrW5HNDYIViDKvXJPLE1y12o6s0pyvobFu0ZBU4DDsT0qvexxxgs2RnoR6VmR3fmOZCSW9ccVajvxNA/nqvynGSOcVx86krG9ymk8aoGUhpORgiqsyosmBKJAR9CD6U43EP2r9780SZwR3P0+tVIdzzqSpyzdAKxZFy5bPIikxIx9SBVhbkKG3gmTH6VflGyFYoU2DH5Vn3BI+U43k5JX0quXlGR73YY6DoB6VNFw4AFMUg44xU0S/NkcURbT0E0mrMWW3RjnofapbeNlBUyfK3B4pdp+vvUqLgCumM57XEopbDy3loAqjArD1y9FwyxKpXy2IZgeGP0rR1S8Wztuv72ThB/M1zTHzm3n5VWuqmr6smXYmgAZkiUE7fmwK2rUlVwTk9cegrKtFVOMctyc9a2bZMxl26v09h2qnqyeg8U/IxSbRQVpki0U0huuKcoY0ABGar3a/Iv+8KthcVWv8+WuP7wpBYuscQkf7NUYxuaryoTHknjFRKgXkClFpIdRXaBV4pdtPH0oxRcViMrSbRUmKTbTuKwzA61R0xS0c0x6ySHH0FXLthFaSv6KaLGHybGFMc7cn6nmi4WHBajux/oc3+4atbahvRiyn/3DRcXKWrbnSo/+uYquBViz/wCQXH/1zFMxWcHua1FsRkUYqTFKBV3M+UzGXztYUfwwpn8TV/bVbTl8x7i4P/LSQgfQVexSuVYj2ijbUmKMUXDlM7w9xc3Q/wBqtGYfvm+tZ2gcXt0P9r+takw/etUL4mavWKIdtG2n4pcGquZ2I9tKBT8AdSKUDNFwscQpHH3OpzyaZuBTqnKep9aJLxvMby0+Uf3jk00Xco4Ij4PcVqRa/UU7cnO3qv8AEaCygjBXq2cseuKabyTdwiH0pv2yQjJVOBTJcSdVLPBIvKqOSDUDwyDLFcDk9M9aaL1lIUoCTxTjeOFYNGeeB7fh3pNMqNupc1DOxTu3A7f4cfjirkxCxsS2PnPJHThapX4DAPiVm+UnI7fSrtwWMTFSGO7jPPZawe6KjpGXqYmpMzSRsp3fL94D3NVCzDPyfoa39OtTqFwzb1HlpyMdcn9KLjS7YzOhuGRl6hVGBjrWyqxj7r3M/ZylqtjGs3b7VHlQOvzEHjg1oTyZiBaWKT5h8zrgdB+tWFsbNGVvtTZXp8oqQxWrRbTdHrnOxamVSLdxqnI5/DuAFQNycd66HQ2LWalvlEbGPb655H9axxblRnLYB7Vp6SEjMymRguAwI4wQf/r1MrNChLUtXDmOC4bDKIzgnsRkc/kazrmbybkh5CQYSVGf7ua0NSMscd4UkYEIpAz0qldtL9rVUkbBhdse+DioibNldphFb5eT5iFGc9iTz+lbEQ2zRDYQMFvbPQVjzvKLaNxKQSygtjp8pzWrGdjzyNIQir36L605CFWUG/hDI7DLNuz90Y/+tVlFtnOYriRCOzgOPzHNZkEhOqxiK5AkT5cOcduea2JDNgNc2Syj++qg/qv+FJCWu4q/bVGIZ45x/dD8/k1V7l5GjaKez8lmOQ4jxz25FKDZScK8sLemQ4H4HmpEW7jOLW7ilHZNxQ/keKY0Z4KmJRMeB2Z+lIZY487FQMDkNn86YWvzMcw45+8FQ0/N8CcRlumPlUVtyo5uZ3IHuLNstsQkdSef6VPbywCTaUG6TgDd2/KkZ9SX7sIb3yox+lTxtdlx5i4QHn7vNMNNxkKpvkCAjDc5quy22QCX5J5BxVhWfe+/HXjHpURefPES/mKYIZvthkbpP++xU9p5f2ldm/OD95s1Huus/dTH+8tS27y+evmgd+hH9KRp0LrlMMHzjHODUczR/KMN90Y56CpNzEHZjPbJpjmUkLuVQV5OR1qRo5nV7QRT+cHGyTrjs1UkDM+0SZzXVT6bDc2zwvMMsOCOx9etYCWXkXYRnAKthhj/AOvQmU7Bak+Y6SJ5wA6Y+7SzCMkDaUP+8auT2Yi3XEUu1sfN2/rVaYuzhZCGbHDZ61SYPYQrkRgA5C/ex1qN8mNsoQuM4HapT52wMxLfLjrQpl2nLYOKq5NimRs4wfzoBHZasYZc8sCeevSmGOR8cduvrVJhYYqklinOOTSxzPE2UJXntQscgJKhuDxikJzkOdp9ccGgC5JfsYlGzj+8Dz9CKgF44jILFj/tHOBTBHvUgHEnbB/Q/wCNRYMbhmX6jFJJFaliK423PmhEYehUYz64p8t9Mzl/MbOMYzxigxw3EIMZCuO3rVZreRc98U9BakyXBkb96xpWO6UluvfHeqo4NKrnOM00TK7RuaeuCGRCeOT6Crd7N5khYDAzWbp18bNlfb5gIIZCcZBrQn2tGHUZU8j6V52MjK9+hWHtZq+pCHK4AHHcZpwly6+YTtHOB3puM5K9KTZzXAkbjmIdyVGBnrT4mKOrA9DkU1YyelW47dRGr7wTj7uO9UkBZe6ZocHO71NQJu4PWkKlpADxV2ONQmAm3I5NXuMhRQD/AI1biUYpkaK8uCMADk+tWAm1QfXoKqMRoQA96e7pDE0jthFHJokZYozJIcKP1rA1i5e5VBnYm7IX2FbxV2kDdkUb67e7u3lYZPRQeir2FOij6FuXPOOwqFRyD1q/BGY03v1PeuxuysjJIntYiZ1Tqzck+grXx+AqvYwlI95Hzvyc9hVorgdalAwCinhKjHFPD4oEPwAOab0NBfNNzSGPxnvVa/UeUv8AvirA6VW1D/Up/vigRpRgeV+FQ4FOjYiL8Ki3VMS5D+KSm5pM1RA/NJmkBoBzTFcq6md8CQjrLIFq7jsBwKpzDzNRtk/uBn/pV0ChggANQ3w/0Gf/AHDU4eP++v51U1C8gFpMm/LFCOKWrHoi7Zf8g2P/AK5im44pbVgmlox5Cxg/pVBtTJHyRfmamCbvYqpJK1y/io7l/KtpJP7qk1ROpSEcItQXF5PMmwsApIzxV8jMvaRNS0h8i0jjP8K8/WpuPUfnWI1xK4w0jEfWmbmPc/nVezYvao3crjO4ce9RSXUKA5kBI7CsYE+9HfpR7MTq9kWtBYG/uiDwTn9asahfSxXkkaKMDHJqp4e/4/ZxUurD/T357Coil7RmtRtU00Vzd3JzmVvwprXE5GPNc/jTMds0Zwa3sjl5n3EZmblmJ/GgO46Mw/Gg4oAqiblePRGuDJ5aSJtHzM/AP0JqaHQZkWQQ3Owt95Q4yff6VKsqvaxw+bM20YA5x+e2oDcJMWxvxnBV1xu+nFcDq9LnfypdCGbRrdUIaXDLwShzu/P+lUzp0QYpumOOpC8fh61rLGzRtsjlwCMAKPT61JtdSsRSUZ6btu78OaftrLcahrqtDFNjbqdwkmLg8BUzThYkMB/pAJP8S4xn61eguAkxgkhR2JOGXkg+9TgJCM4weWY0+e5LSFtpVt9QMYZnYxbQGGc9+T+FMa1t3l3AvFnr5ag/zqOC+hluYgF5duvQ1qiNMfKjfkT/AEpN2JWuxDpcVrFJMLWdpnGN4ZAuP8ay7v5tSnAbGS2D+FOiTddaomOCrDB7dartjzxvz0H57anl15jW/u2KhhuTwbof9801oZ1P/H1gem3pUOyyAb98/v8A5xSypamRmMjbu4rot/VjnZZjnaKQRrErgE8n6VNaX5lvY4mt0TzMqce4qI2zNJvBIUjscdqRrcQkSmVv3RDAk9KiyMYyRq6gzG1lLJztXP1qvIB/aAbHWFuc8dqt6ifMimYDO6Mng44xniqsmTNEQv8AyzbuMdB+tKJ0MpuoNjbrs+9KoIz7CtCTDRzjaCGcKfcZ5/rVUKcWgK9Hz1HZT1qW6k8nTJn3AbgefQniqEZumTJJrETSwsA7MSVOD0PNdRGF+9bXW32YY/UVyejbW1e2AmLMG6EcHg11zkKf9ItNhP8AGg2/qOKUgiEvnlf9ItVnX+9tD/qOaqiO0kf5TLAMdFbcAf8AdNWwAGzb3Gz2kGP1FDvKci4t0mUdSQG/Uc1NymYojiBP78HnrsNRyRR71YXe3j/nkTQZo/mCWrMmezn/AAqEzWZwr2hBxxkt0/Kuk40tScwxuVIu+gx/qangWJCoWXJz/cIyaorLYNjNmMf8C/wqxbixEqGK2CvkYPzcU7FNdyWIp5kuwk/P82exqEiINk3D8/Sp0J3vuUL83GO9RDezYFv39AaB9Rn7jBPmyH/vmpLZozdKUYk4PXFTxW0h5mVI8/whATUo8uP5kjCn171NzT1J4ljLnzCwyOMDNWRDZhfneNmI43DGBWZHNGJ185dyng/Nin3cMZdTHMVXHRhnH41DWpa2LTW9rk4c/goI/lWVrOlwyR/aIgS6DDfKvI9anSICNv36HPfHFO2KGBaWM8YwR1piMe1nLx/Z5AoB6MWHbpRd2UiSCQqzA9VVun0qLUbIWkvmxSAxMcgAfcPpV7T7+KQKpcCUdVPf3FN9xq+xi7ZEkY/u2Q+pp8cZIAJj9jmrOpaftZ5hJtBb7pWq9tHFLGY2lww5DBelO4y5G55VlQqOpBqqxAYheR6bs09VaFzEz5DD5SB1pPIBBKMfoRTQmQmRtx2kj2pomIPzKG9qMMpO4UwjgGqAcfs5QfM6TA+nFQbm5GTz1pxyevT60sIAnVTtIbgbunNAxsbshypwavLMJkODgntVGWNoZWjcYZTzToW2tuHQdRQwJdpLjuKTbhzk4xVmCeNC5+9gcCqBckk+poTE0WVlAcYyK3NPn86PY5GG6H3/APr1zO4mr0FyyRBc59vSlOKmrMxknBqUdzVuonhbcuQvtTEuio+dM+9XI9RtLiNEmYRSEYOeVb3zVs2ymPKqjoRxzkV5M6Dizti4y1iyrbyJLhUYDPUd6vrbMRycBRWd9kuraXdbqArjnnp7VPHdSh252hF/i/zzUWtuM0YYfNy/93ipW9M9BisddWuYs4CsCelW7fVEdQssbK2ckjkVcZJjL8cWTj1606eeK3BLnLDoo61XW93oRHxnPzGsmeYAs7vkDua0v2DYnnuXuZN0h4HIUdBWRc3H2i4Pl8xrwDjFJc3odDFbnO7hnqOIoFVQc92NdNKHL7zMm7lq3QFgf8itW0iFxLub/Vxnp6mqFqjTuIIQATyzY+6PWtxEWGNY0+6v6+9XuF7FgMo5zTSwJ6ioj0ppzmnYm5KWA6mlyPUVAc96aadhXLP40qjJqoQfWnKCPWiwuYvAYFVNR/1C/wC+KPMbGACKq3LsVUM5PzDikkVzI14/9WPpUeAOuKfH/qh9KyZGYvy360oK46kuWxeeaJJNhYj37UGaIAEuMH3rPb61GVA56VqonO6nka4liH/LRfzqNr2JWIwTjuKyiQO3NJvp+zF7Vl4XcYvJJiD9wIufzNV5LmaU5ZyPYVFuwgB+tJu9KaikTKbY7IxUdwf3D8dqUyccUyaUNA/PaqsSmdJD/wAgcf8AXL+lYOT61vw86R/2y/pXPBgByawo9TpxHQfnHekz0ODSBxSFx2NbnMPyKUk1HvJ4BH0ppL+mKLBcl3Y5xTd5JwBTWdh0pAWY+hosK5b8Pn/T5qm1olb8+6ioNAONQkHtVjXDtvQc4+QVzx/inXU/hGfubuP1oz75/GmAhuc0OqjGG5710nHcUkehoBGev600KhXOTmlSNW53baLpDKNtcCR9lxcSqx4QYyv41NeRPBN5TOScLnnoe9Zs9jPHKSzBR1AOQcUea0koAOCO578V5cqd9mdzulZm7p18YZPs5K7D/Ex6Grt/cKqMGaFW6c8sOO3euagLoweQKwXkg961H1gJF58P32YcsAT+f9Kn4NGXGWmpBfxSTMs7bQqptznk8daiitYHK7pDuJ6biOMf41cguY7m0e5jCJLF95CcKff2/CmwuSIViKyFCGTf8xU+3TPWqUtNdBcquLa2NvFeRgyv5gIbaxAH0rZEaheWCjsVPWqMMAnuGlQL50bDfhSoDHPbNS3U8yy2qA7d0u1+OCMVWr0YWt0KdlGW1HUFX5vx61UuAUvnXbnBxj04qzZ3Udrr1zE4Y+c+xdvODUN2GbUpmXpubn2xQm+a3QppWuZHmDB/0Lp/s9f0okf5m/0XPvjrTyLzBzKntTJPtGSRKoXtXSjmZq28rGJSiq3/AOqmXk7fZmXyoyenBFZj2kqKjSM6F+R2BB6YNQyRhAUZ5eD05qFZsy9lbc6NWZ7KAbCcxKDjtxUX3gP3Dng8evA5pF2R6VbsQ5AVeV68NUTSwgyrvnyDk4/3O3tx+dM3JHU9oHcgcc/f+XoPzqLVCV01h5WcuBj170k0luy3BLTnLBTtx/s/d/z61HrRVbElCyEznk9/p7UD6FXRCn9rwebEUXJ+YEcHBxXXqsilfs86tj+F/lP+BrjfDrynWoBG29vm4OOeD612LmDfiaNoHPdflz+B4qZbjWxSivknuJFubEwAdJlfaW/CrUcZVt1tdjPpJ8p/McGsrQY5I7y5NtN5xI+ZGQLxn361rMkJb97C0L9CYztz+B4ND0BamJJ/afnNtKAZP8a/4UoOqeiH/tqv+FQSQW/mNi8lX5j/AMshSi2iYY+2ydephAroOaxZV9THVVP/AG2X/Cpo3vdwEqqF74kBqqtvGDxdsR6eWuKmiRQwxcu2D02AZoJdiOMgPLhy3zc57e1Wo5UtAAELvzuYn9B7VTQkvJlNnzH8ferd1JakR4AVto/iBB/qKT6GyT1BbhHlYtDhsdC2amBWThYVz7mqTzxxYLJn3XkfnSreQn+Bj+FFkQ+ZlqTKQktCm0ds5prG2ljjYAxsy8hCOtRfbo8EbG49elNF1buib4U3Ac4yKTNIJ21LAji8ogSSY/UUyZYuMvJwO1V2uI8MsY2g9cHNV5rplk+aLzQB16Vm5pGkYNs0YbS3uFKSSfI4wQ/+NYd5pL6dch0kDxZ4Ibt/jWxYyW85UoXjbuM9KtSwRy5R5SUPUYPPvVLXVA3bRmZbyR3cfkzSKzY7nlx/jWRfacLO5ISQ7D908mrl/YGwcSxSSNCD1AORV2KS21C38qcu5AHzZGfrRsG5iIyIo3OxHpVqJ0d/lOGPXnrUN7ZRW7hUBdhyfYdjVPMqtuRcAelWI1GG/d8uRVGRdvRWxVi3nY8OeT0NJdRsnzZ3IeuKEx2M9uScZpOvJ5xUpmO8AbincHGaay4YkHOKdwHytJJGjSfMQMA9Tj3pkTFHGBnPGDVmOYfZxGoJxywHeoJECyfJnHUZouBLEDHK5ZfkbIqs42uRUyl4wR0+venywq1sZl3BlIznoQfSi4FTNODe9NqSOIvjFO4WHq57mtvww7G+ZGkcoyElAeD71kRWczt8qEgdTXZ+HNOit4ZJTG3mk43EYqKklysUI+8i0I8qcjjPAxWVeLtdnVf3ZPGeMj6Vu3lx5MOEKhmNc9NI8k7MSfTFefI6ZMi8rgOSKtLGIYgZR15wfSoI45QpCxgMx/i60juHY/aWYlR1zjFZpEk0izyRA2sRf6dBWXeadqElv9okXCg8puGQPXFJdazJIpS3ZUReBszk/nU1nfLEFfymYgdScmu2lT5FfqQ7MzEik3YZSAKvWtu8kyxxpvc9F/qfatnTrz7bM0aW6hVGTkDA960Ujjt9xjQBn+8cda0bbCwy0tUsoPLU7nPLv/eP+FSGo2kaomkaqSJZZ70hOKqGSTGc1G8rnvT5SS6XFICCeorPJZud2KYzsP4uKrlEaZdR/EKb5o7MKz0DyMAD+NOLLGvDHB6n1/8ArUnELFuSTgfMOaryyAgc9DmqUjlmPNMwD64q+TQm3U6JNQtggXzOcVlvcx5PzDr61nuVBwuT9aiJzwPzojTsVJ825o/bI8/fFMkuYhx5g/Ks9iqr0O71zTM9sc1fKRyovm8jBxu/SkN7EByT+AqkMIcsmeO/86iJzyV49KdhcqLzajHjO1qZ9vQdVbHtVQRuVL7eB1NMldnPRRgdhjFPlHZdiy2ojJwjHHvTTqJcY8rj61UVTIwVcD05xmnMzxBoww5645zT5UKy7Gg3iG9EQiRiExtx7VTGozg4QDPc9arcg43fMavWNouwXMpyi/dTu5H9KnkhFbFXbJBPMlv5k/Dv9xehA9TV2IMYFLowOPSo7aE3E/2icFhnIHbNaxkkbqmfwrJy5WZStIzwWyAsRP4U/bcv1jNX4mmlkEaIuT61L5FwJRGQoJ5qXV8gVNvYzPKuB/DQLWYsCT+la/2K5LAllAHYd6abecShA6biMgE80vasr2LKehArqcinqKu6zbebdo3P3KqaUCmtSqx5Gc4rV1SJjibzFRFXnNY81p3OiUb07GQtioX7uTnnmqUkqwykMFI/2anup4/KWVLlSw/hGf1rMmIUE/e45PXNc1fEOXupmChZloXAPOeR93jikW82uQQBx3qgkxcbYw31x0oQhyQxww6lhnNcvqW0dBc3M9/GyG0kkZVPyEgBT2J7j2zWLc2MgfZPIyP6BT/On22qTW1610mHLjEqsOSK6B5bTU7IzwRebnAkQEAj6j19DXb8J17nGMShMYJx0qFmJUqPw9q29R0ZoSzgmPHZ8DH1Pf6isScSJII9pHHamtWZSi0TWgZIJS0mNwxt3dfqKuRTiMYU4ccis+0kKXA3H5CDnH6U+ebEgVBgk81FWDloTfY2YNTnW8WaSZxuI3kYPHpW3cSZgEzglg24NGmR/nFcpJIqKgKn5h6V1dnNBLCgtpcnaAwXquB3FTytJM1hd6Mxo7SWTVVv1H7kSCRueQO/AqzdRsJpJXtmcctuDYUg9c+hq3cxqsxlBEDA7fMjbG49RkVXzcbJm+zhkeP5pgTg8dv/AK9WpS3YW6HPTacWUy28cjxt0CsHIqmySK+/ZIjA9WBAFar6bJIRJbuYiV3bnYKT7c4z9aW4ka1hjh1JmuUlGQY584weM10Rqq1jJ07amnYSNNYRs7bgUGQ+DzVPUrWFAZDG4LHkA5698Grum+W9lF5QwmPlVjlh+PeoPEAUaegJZvnHHfpWFveLd+UjBRdPj2zSQgLgEryPmHp+X40jkh5sXm3acfd+58p4/r+FFm7vpiYdAeRhwP7wqZw+6X/UdeMgeh610IxuQyMAsv8AphTbIoGEPyfd4/HP61W1eIzwIiyM+Jm/h6deOvar8gfMmDAPmXGQP9nr7+n4VR1rLJEGHmYkc4Xt9fegLlPSrJk1KB9wYBjnHbg11qi4ClUZLmPunf8A75P9K5bR4t2qQiO3O4EkdPQ10qiFm2rvt5B/D1A/A8j8KllK9ijpo/0uRpgkLlcKyDdnnoc/0rYDXAXjZOn+z836HkVi6e0Ynm4N0oHzhiX2c9fatOPyGIeGZ48Hoxzj8eopz3JpfCc5NLZmZ99gpO45JRv8KWN7Hbn7CB9EapnOpmR8SR4ycYmH+FPV9QUfvGi+pmrdGD/rUYps/wCG0A/4A1LE1t56iKy2tn73lkYpXkvm+7NAo/67Yp0P2wyLvuImXPIE2SfwpXGl5kS/fk+fdyfwq1e3Fs20TW0ZYAclSpquFIaQlCvzfnWrczXCRqskLFdo6puHSpk9jWK3MgPZE5CMv+7LUgFq2cNNz1wVqRzBIcm2hz3+UinRmzH3bdB9GP8AhRcaRGsNtgnfMPxFPEFswz5svH0od7ItjyRk+jmpFW2IKiEgYzjfS0E7lWWCEEnzpufWomt4Xix5kgIP41bkS1KlfKI/4HVbFrGCNmR/v1jJW0NoyuVPLSJ96SSgjoa17G6iuTtJbzhyQpHI9az5EhEZYLgD3zVeOYRzCSBcOoyGyeKmMuRmjj7RHTSRQupEiEnoQxGDWNdaSsEn2izRgAc7VbJX6eo9q2LC+hvbZZRGm48MOTg1bWRQxxGOvZa25rmPLbQ59HS5iIKBZCMFlH8qxL23mt5f3rkbumO9dvdWQul3Ipjk/vAYB+orn9QhuYT5d5EvlnpJjcufr2oTHYxIZWDYdfOTuuMHHsfWtMQxu/lxys69mHUf41QljeJtxQFW7qf0pZHmVE8uKZQh4THC1VwIrqMwNIeSc9SvH/1qgbHliQdDwfY1ZvdSluY/KaEIM5Ix39az9zD6elNMC5DuVWMYDZ5yDzj0oYMFDMS248E9vaqqso5yVb17VajuSqeVMg2t0Y0XHYH8ySFpAGO3jp0qzpj/ACNG8BmV+NpHBH+e9PRzbgIztEWON+OOnen2rxs+NxR+ivu+Ue+DS5gsUL2OGK4YW7Ex+jclT3Ge/wBabBMyEVp3tvE6gHUVl2knGwAj8utVoraBRvLyswPAACgj600yZG5pmpKbcxIQZGOAuMfjXQrMIIAskiFgOxrkrSee6uBFG4QeoA4H1rZ8hHwgJO0YXJ/nXPUetkaU77kksyeYWkG/0PbHoKgluZGAZEA7bgBkU9YUhUyTPnA6Me9Y91fIsjHd/ur1xWShKWw5SSLU108I3NLhvUdax7i5e6fbvPufX60PM8mGOTk9BRBDcXkwighMkh/hUdPc/wD166IU1DUxu3uNS2XGMA+p6VqabpU964MX7u2HDSkdf931Na+meF0j2y6iwlcc+Sp+QfU9/wCVbjgAAAAAdAB0puXY0Ue5Tt7WGyg8qBdq9yeSx9SaikNR6jqSQApHhpO57CuenvZ5H3GRs+xqHVUTWNGUjfY+9RkjHJrP03UXndoJMM4GQ3qKunrXRBqSujCcXF2YjGmcZ+ansCp5pjEk81ZAxjn6ULGXOTwo6k9BUiRFhvY4X9TSySALjgY6L6UX6IQx5MJhU2oegPU+5qvI5c5xQ7E8k01QG+82BVJWEIFYgnbwKRmJXaAPyoJ5wDxTcD8KoBu0sdo/OkYtESAcHpxT5Nij5ST+FQnr70xDCDnrz/Kl8vam7eufTPNOURqpLAn05qJiDyc4/nTARzuOWYn696EQM2XfaPXGaAMnJHSiV1Y4RNv45piI5CM7VJxURAPAzipOp2qv1pwbylIMSlv9ocr/APXpgRyCJUAXcW7+n0FQ8de56U/JPJHHYYqxZWc13L8owvVnI4QU9tWA7TrNLhmebIgT77f0FV9dumEsHl/IB8oRTjC1qajeRW9sAoxDGMIoHLn1rkriWS4mMsoIJ9a5KtQunHmfkdjo18txalUyFibaAe9XmmYH5TXM6FcxwrKsgbDEEY6CtU39tx97J7YqPZt62M5Kz0NETyeuPeni5mHIB+uKym1G3UgAMalj14pGFEZ2joSKXspdgXmaK304OC5WnXO/zUd5A5A+Vx1FY8mtrMRuhJb1FTSXSxQ7miO4AZBPT2o9lJPYbvYu6Rzq7knJOeaseKZNvkxkMQwJ46VgQaw9vcGeKL5j0Bp2p6vPe7fOj2sFIAXpg1NTDzlsa8y5LFdJzFMSg+Xv7UbjuYDaGHQDoajikyfliGF55ao55zM7MVGCfWuf6lU8iNCZrx41MKkpznGOKikkbqHLk8kgAUxgBAA4UjtluaRJNgwqRj8KtYGe90F0dXc2Sxz7IbWaYeWGLxqvOSexqMyXtvA6xaftJ6v5eGxnvjisPTJpri6WESAySHahdyOeoGa6qe1ne2ka4SJcLg7JCe49aj1OpO6uirPJNcov2q0uFVOc/LgHOc5I4ok0mG4hYW32s7s9cFR/n+lSy2a2l199hk5BY/KPUH2plxo17dPuCWUcf/TNmGRQvIr1MzWdAgsNP+0LcAFMYULgv7nn+Vc+G8vLqGPJ69q6s6Ts3r5bsUGdzgbfrnJ4qjNbpGdwiTB6EDhvpWin3M3DXQpWF1ESTcu0YCfLtGcn0qzaXO4qyBQ45yq4YVnTbS55HXp6UiSMg+ViD6isW7iTaO30+7WaFN4LyrkNtXB/LuPemPJGLWTAZTgjOOvPeuQguGBVM7WB4YHmtH7c0gKvKzNjncBz+PeizNU09RmrXbyajK7O2UOFB42/hVeYm5kDk4lYdRwM4qG7lMtw7NuDM2T3zTVY4X/aOfwrB3Uroxb7mrbXMdpbpDco8TgZAxnI9ah1O/S9sAUfG1wDjr0pun3ZjZUuQs1sRh0cZx9PSr7eHo7tDc6bMqISf3TjIx7H19q6YTi35jtdFfTfn0pQAJMOw+br1FWHXLSHygct6/e460zTU3aWgcc726DHQ/8A1qnMasTnPzHJrpWxhJ2lYYUJZ/3KnJByT97p/n8KzNdOPIBynzOfk78jmtcxKWJOecE/hWX4gQBbcg45b+lKTSV2VBOTsivozxyalbxtK64zg7cnp3rq3EipulVbiLGNw5x/UVyOji3TVYXufmTnI7DjiuvWFgPNsptwx90nn8/8azUlLVGsoOOjKVjp9vbXL3NnPKhkXGyR+PXg/wCNXZjGCDdQFWPSReD+Y4qNpozJsuoTFKeN6/KT/Q1MiTIn7hxMndcc/iD/APWpknLGG3aZsXkw+Y8bV9aVorZVO68mIHUDaKcRB5jbtOTOT/AadIymElbRWHoVz+ldVtDj5tSLZZBQRc3BP/AanthaC6j8uW4LZ4DMpBP4VArhioGnKM9/II/rV2LmaPNikYz1EOMVJrqGWDPuBIJOK0Lhb+PaYxvjwOVf+hrJa0meYpHwCTyTW3NA4AEc0Z4GQeDUSNFZoiE06jmNz7lAahluMZxCpb08ulf7dCf3alwfR+lSxvdhcskhP4GgCtFKh5MMe7/cxUhljCOTFHwOwNSyS3AG4pJ9No5qFJZ3JZ42A7AqKaE0Q/aITwYovyNRTTQlQRCmfZeKttJLjcEP02ikLyGLc/X+7tFKSuhxdmZsksQjJ2rtzjAHeqxkLgsqBR6kVZlmYthYy2Pao2huGjLYbPYAVzyOiGhLoV+0V2YNhCyjj5f4hXRLLMTwrY/KuLK3QcEBw4IIye9dbaSTXNokhUI+fmUnoaqm+g6sdbl3MpHzYH1NV5QMEFgQR0xkGnqpZeXGR6VBMvOecetamRnS6Tby7jCfJY9QB8p/CsqbTbyzYuqF1H8Ubbv0610Sjn5Mn8KfsdRkgimI4hnbndJuI9Rk1HImVHzHB6/LwK7eaztbk/v4onb1I5/Oq9xoFsWLQM0Q9MBlpDONe1HBV8qe+DxUsdpNCcum5D6HIroW8P3ByEaJx2KkqfyNV5dF1SM7lQtj6f0pajKsMe9Ghjjd4GxujJG9D6j2qpqFlLYyYyXjPQ+tacMGoQNue2YsPukrnFLdQX10ij7GxwOuM/zpbDMFZmT7gx705XlncLlmY9AK0Y9IuejW8pJ6ArWhpumXcDNt05yT/FuwR+dO5LQtjaC2hVJgWkbl8fw+2atPfRWp8qIqGb1Of0pl1ol7dLgyeRnrukz/ACpLPwzHbsXe5Z2xzsUD+dZqF3dlXtoipfXhuHEUROFHLY6Go7bSric5ZHYf3ugNdPbafaWy+YsIZ+u5/mNWFm3HDcCtbWJMODSI1AEzEgfwqcD861LQLbkLDGEUdlFVNRvWgkAjVcH1q1a3CvCSBh1+8KmNSEnyouVKcVzPY0RdEDJHFUb/AFAhNkWdx6n0pwn3KQRzWPcPi6Cf7VZ1JKOiNKUebVleZZGJ+Rh+FZtysyk4Rj9BV/Ur4wPtUA8VfsLaWOMTXaqJmHyr/cH+NZQg5s3nU5EQ6VYfY4S8nNxJ97/ZH90VoMhAyAfyqWBR97HNBm+fGOK71pojgbcndlQ9ackYxucHnoPWrckSr85UFj2qnLNjOOfU+tNO+xLVhZZDtOOcDqOgqoTmpkJMMnHpUQVhglevt1q1oSNGM5YZ/GkYgk4GBT5N5bDLj8KBbzOcLGeKdwsQ8HgChmXZjYM+tSlZkUgKwHeq5z680wGnPpzQAYyCVH/AhT2RkUMSOeRzUUjs5yzEj3NUIa7FiSRgewpEjkkyQvA9uAKVU8xsFlH1PFNkO0kBgfcd6YgeWTZsHQdsCocN0HXuTQRg4zyakWOMR7jIM9lx1/8ArUxAVktwr7gCeR83T3NVndnYs7E47k80rYYn5uO5pFTzGAGT2AA5NNaAPtreS7nWOPBZvugnitd/KtLc28TZUcySf3z/AIU5YU06Mxo264cfvH6bB/dFZ08wf7rAKvQY61F+d+Qn2QyacAeazLx0BGcVkSF7qYen8I9KkuZjcSlV5X27mnK32Zcr981drh8OxYjQRRhF/H3NSA+Wu7cRJ6baZbJkGSTftPA9zTiWlYElix4FMQ1UZ2/iPc4FLIc/KpYoOxqRh5ahAHDn72TUlna/aJeciNRl29B60NpasY+ygZAs7ISxbEYPr6/QVDdy+a+0Z2jOTnqfWrd9METy1TAIwBn7q9h9fWqCRmRwuB75PFRHX3mMIkAUyMmVHGCcUwjc2fXpzUspUnAVVAHPPWnRoEUykISONrGqAZKojQR4TJ5yDmmRRh25ZQB3PejknOBk1O+I4wimM554HNAEEp3uTtUAdABT4R5a7iyljxgrmhFUuAXCqO5FEjGV8bxx7YoAbDYXsTxsoQSJIJB+8HQdK7d5Y57O4Ma5RxliJAcNkcYrjZbi5uLktbR5VE+bBFXbaadXlniljSOYKWQ5JxkfrxXlOLdmdcWldGrqH2vT5StzI81oxwsvdfY1m3F9cQvsa5dlIyrKx6V0895a3C+WA02/hkVSRj1waxW0aNHO4useSF+RunbtWLVzVEGm621rL5d2TLCwAz1xWxf/AGWWBXRd6Stzt5B46+3pkVkvpduJWjRpGG1TwwBGc+1PiaSxLJas23H3CynJ98/0psSKeo6Y0TbscYyem5f97Hb3rLaMqcMMf1rptP8AtYL/AG2bduwA6uGZeegB7etRXGliV5fJTcwJITGMenSlbUUo3OVeVgpxwRVyKTzVVvbvV2TQG8wKYpR0zjJxTBpNxbI7+W+1QTyK1ai7WISauVWXcMFsjoakSNVjJQk/73Wq0InE4jaGQLg5BQ/nV6WGZbaPcvliTpuGCfpWbhrYG01qiCbYLX5MFh1rf8KTXLWUvzhokbAU9v8ACsLz4HRIWA3vwcDGKv2mn3VjJ59oZUOOqgYI/Pmkko3XUIo0lg+zQJFu3YJOfqaZjr9akaVriKKVsZdcnAwKjzxXYr21OWfxMcOtZ2tw+bDEd4Xax7deK0O9RXkUc0G2VtoGSOcc4pT+Fjg2mrGVpls1tfxyOUkwDlGXqMVuI8RdGiLWxcfKCfl/PtWWLmWC885JE3eUQqAZDccfSlTU7gtGgQMzskeSc5H5e9c0ay2sbSTerZtfa3jfZewbkYfe6qf6VKlukhD2k2Av8Oc//XFQopilkCtlVGQrDK85JH4Y7VFEElZjG7W8gPBH3TxnGe1bXTFaSM68e8tWkWWBlYk7G3gqfxxWes18W+eUAe0gJ/lXRR6hPBcIt0mEcgCQdDn1qy6xO21IUl4JGBk1pzy7GcacDlzLfFVbzFHbPnZ5/Kr1s9zO+2Wckhc/u33f0rQUJJ8wtAGTIKgDOKdFNGjs1pbkSAfNtU9O/WhzfYpQjuir50KNtLN7gDmo57+IuIw0gJ6DGRWm8yXAGyJfM79v0qERoPvD5qFdjfKirEijkyNk9cx04sYDnzvl9Crf41OZUjIWQ9enPWnKI3JJA47U7MXMhVTzAriVsEf3jTJUk4aOTPr89G6NfmZRt6dM0rCFgcIpA7YouFiu7yk4AkP/AAMClXzSCCAOPXNLKiIA8abSeDtpgf8A28f8CqrkWKNuJkuNjoAM9Sc1FcxXgYk/MCc5BIrQeAyS8MwDDrVd2mjJXewweAa5ZXTsdcbPUzphLKibgBIvU+taGlyNAIkkkwshIJHr2qG9kC2wlfhycDjrVRnlezhIORu5PTFZc1nc35eZWOugMYJUuSfrSM248dPSqmlSxT2+QgMgXDgtk5p0rhDtWPb712Kz1ONpp2J1Hy7FU+5p21l5zge9QSSOFUBjgjOabGGkPUmlL4WVHWSuZd3IVmYDsauWF0xvJLZz8pXcnt6iqF9G32huQBup0J8rWIWY8Hj8xXFCVpo75xUqbOl5RQFHJ6mnKWC5waiZjsUgn3xQrseMk132POuK/Em0cZpskhzgHAFDNiTJOcVHN8pJ7HmmIR7zy3CZzn17Vm/2/Lb3Z8xFeMNyAMGmEySXOf4Qck1j6gSJHA+8WwK4J1ZN6HpQowSsztndZUWWM5RwGU+oNRsdsfu1RQgraRRA8xKFolfLY7Diu+K01PObXQCx6UP8vXiljUKu5qqXbSuDtX5awr1LLlRtQhd3Zn386PMuDwDirtkdkE0xGdzBR74rKNrLc3iRHKD7zN6AVu3RH2cLEMKo4FclNtPmOuok0olRLhvObJOMVTuZlW9DMwCjvUsWQWLgjPHNZTr9u1E26SYLnauKrWQaRNvSIoriZr1lDRxnCHHVv/rVrXAEqblqr5K20EVvAD5ca7R7+pqZMrFg13Qhyo4Jy5mJb5MfHrUKttc4PzA8nsKngYKhUH8aqurGXaB8ua0WpmyxdyHySAcc1nMfzqzdvhAueSaqHAXO7n0xVRVkJsljUiCQ5Bzig5hTceWPH0pkLERSMDimwuGJSQ/K3f0qhDBl35YD3JpfmL7FYkn0NNlHlyFBkn6daeWFumAcyt19qYBK4jTykbLH7xqLaojzvGf7uKRDHg7t2e1RlgeucU0hDWIPfimYBIyeKf8AeI4PsKJWiCgIrZ7knrVCGTGNTiNmYe4xmoSf++qUnHJBz2oTAbLrkd+f0pgLEIhkybyP9nuaidgzEDOPWnTOrMQkYUegPSoj/dUD3NNCDIbgAhRzmtWKJNPsvtDKVumUlAT9xfXHrSabbxxxG6niDL0iU/xN6/SqOvX3lho926aQfMfQVnOat5At7IkkvY5rNrgyBIycZHJas+7uWkwitnjk+grNyTGq5O0HpVyBAF3twop025A4qIqAQpvYfQUlvE9zKSc4HLEdhTCWuJQqjOeFFaSosEYiiZskfOfU1re5IrkYCJv8tegNPVREhZ1fcw+U9KSNRkM4fYPSkJLH+IgfdBNAgSJ5XCKrM7ds8n2rWdUsbUooztI38/ef0+gplnbGCHzSCkz8oT/Cvdv8Ko3cvnSYCkKowATWfxu3QrYhcs7lj1J4yf1qRl8mPYUUu3Q55oijKjzXi3J0xnFRnJYsF5PSrEEcZdwo2/UnvSysGYDagCjnFSMhgi2tEpLcg55qNIizhAq5J5ycDNIY6BMZlJTK9FbvTCSSWyuT0qSYnIjwg28Er3ohQsxb5AF5wTT8wBm8qHCyId45AHNQAdt2PU0+R2dy52+wA4zU1uuxN5dMk4x1NFxE8E1lfQ+TfZjkjfKtGBkqRg547Y/WqJeOOQrExVR0yeeOmahjmZLeX5gMjOOAapIS21ieua8L33pfRHUztbW8toQ+LdWbZlg9wCCPXkdKWbxDGv7uEkSg7doYqgX29eK4pp5C4yT8y7T9K1IFD4cq7SDo2/v3xmqvrqaKfQ2DCJrqRZBKqHG0bh0OSCfXpSPZzO5ZluDGRgFgh/Ac0llb3N15ggkywVco5GVHP8XfH9asjStcThPIIyD88gPT8KtpjViolqkfDLOrqu5gHUAfrmrVtC5iVrSG6ZTgFt6qAM/MBg1LJod29uBIVDjLHYck+2f1pthC32gKkkMcyDA3Lg1LbKSRorcXUM/ywKYcYG98N+pxRdX5cMCsEQ6fvGzn16ViSWWpXGbqW9tGUkrubI5X04q5aeHZ2ZJLi5BUkMCgBDDHIINPlfcLliC/ihf/AEi5t3ixgKpckfmK5vXr24vNUAUObSM/u8Dpx1q1fadfWnzywRKhYgETVUMYyd20rj+Ek5/OmvddyZLmRUlYmWWd1PGACx5qe01uWCWDJPlxPkgdx1xVa/JSE4BGfU1lrIVjXPeolT5nch6M9EupEkk8yPBR/mGPQ1XPQmnJ8tvAPSNR+lQM5CSHP3XA/l/jXYtjklqyY8Gqmq7TZ5Y/xr0qcvhpOfugVX1b/kHSH3H86morwY47oxllzIrFsbT0xVyG523CvkF42yfY1kAsbsHcQAMn/CmJd7JD3Oep615ns29joudnp+oGeeSOdMwsOdq5AJ9fSp71BFDL5LKFXBwTjHGMDHPpXKaNOZNQMTSSL5wwGU8g1tf2Vvd5fMh3o2WbBJH585rpprl+JmqbktizHdskriJC1ucNtKdRx69KrQQ2h1FRb3jrMpIVZeMH096mjuIJbZWWErFKSNjDGMA84/DNVPsqgG8iik8wlCYsf3u/St4VFrcynB9DVN3LA3lXkGY88SL6/UVJNIwDTW1wXI6Rs2Nv0qtDJPA8sZQ+WHCgMvyt9KfGbWdiFHkMpxhhlD9PSnpuJXWhNHNFMSLlNkw742t/gac9n1ZCW747/lTZJE8v97tljXtnkfQ1GsBYiS1m3L1EUhwR9DVeaFcp+dFKcu8gHYAYprXflsqjcVx940kazFfmhI/GopYpZAVMJC/71PUV0Oe8d/lCnb6cc/pUazTB/wB2pYHkjj/CmRwzI21oeOx3VMY5FU7UwSMDDVVmJtA8tzINpifH1poWb/nif0poS59P/Hz/AI04JOOo/wDH6qxNx7faWH3W46fNULyXfQpn3NSBJ89B/wB9VHJBNn+H/vqsai6m1OXQpzxzTHdIhbHTJ6VEWlt4ioUBD2PNW3ikA52/nVWSJgCW2nnpmuWWh1wY3TL42VwWIOx+HP8AWujWWJ1BwCCODXOSLgEYwKksrqS3+Vl3xdh0I+lVRrcujCtS5vejudGroBgZwO3WlWRmz2FZceoWzHBfY3o1X7ciQMquDx2Oa6ZSi4uzOaEZKSuZ2pGSRtwXOPQVnm8cjY/UdyvNbs6bRgjFZFzHlshcn1rz56HpU2mrHRWszSQxyA/fUE1K0rdBgfSsPSLxkf7PNkA/cJ9fStbJJ9q9KlNVIpnmVYOnKzJM8VDeTm2iOSMds04tis++uS2UDcL2IzSry5YMdGPNNIgjuHmm3E4ReT2FZ7nztRgA53yg4/HNOeTIO9vl9BwKi0qbfrcZUcKrY9uK86kuaaR6VT3YNnVxNtVnPFQtJ3prys/3jVeSUAYzXp1Z+zjfqeVSg6krCS3ty77YwAo9qrXepyxjapDHpwKinuDjauT9Kl0202y/abkEMD+7U9vc15fNKcj1eSMIl62R4rcmYjzm5fA6e1VZr5osgcj3p95dAfKDzWLdznBrR6LQmKvqx97qcjKVGFz6VL4dtGMjX8hwMFYv6n+lZNrC9/epADhTy59F7110ZCIqIAqKMAegrpw9O/vM5MRUt7qLSzMPvFTSPMX46CoS3r0phlYdMCuuxyXJeQ2Q+D9Kf5jEdR9cVVM0meD+lH2iQfxU7MVyV4w5yzsT/u0hhOwpuO0/7NV2uZOu8im/aJcZ3tTsxXRaS3wpXLYbr8tBtVPTzPyqm11LjAkamG4lPHmNn607S7hdGh9nJZWO8lehwKeIhnLRs34CssyzLgl39snrTHuJZDkyMfxpcjfUOY1zbqwI8tufYUz+z4yP9XJ/30KyVeVyAGc+1K0ksZILOG6Hn9KfI+4cyNb7DEFI8o899/NN/s6HOTF+clYxdiclm+maI45JT8oZj1xmjkfcOZdjZGmxZ3eQD7+ZSmxgbA+zxDH/AE0rEaRlG0FsfXqaiJI5JO4+9P2cu4cy7G8NPt8/6mH8ZKVrGCCIytbw7B33ZzWRaWcly3HyqPvuTwoqzdzxwwfLlYIh8o7k+tS4P+YXOuwy41DcEd9oZvljQdF/+tWJd2IKSXElxuYtjB6k1V+0Ga68xs99q+lTIhY88mnCKqINYO4yCAk8ninzSBiET7o/WnzuIl8tPvHqRUljAhBmkOMfcGM5PrW1lHRE6vVmtpeh3CQLPu8uVx3HIFW10KVjzN9cCskySM2TIxJ9SakLCOMBZJN5681Np9x6Gx/Ybldv2ltvpgf40HR47dTPNI7ov8KgfN7dayLeJ55VjTcxJ/WtaeSKygUJuKqTs/2m7t/hWc+daXGnHexPLbG5hAnnERY5Khh+A/Cq6aNaHg3eecn51rEL7zuOSzHjP86kbZDFhonEh6E8cfSq5JLRMLrsbMml6dnH20AehcUJp2lg7zeKwH+2KwkRpGEaoWYnkDr9KfOVAESR7WHDHPU+tHK+49OxstaaPuybwH/gX/1qcLXRY4yTcA5/2z/hWDDE0r/JGSq8/h3oldXk+WIIo7A0cj7hp2NvytEHBuCSfc/4U5xokahTJk+26sa3RgDOYQyjrk8e1RElmLbVHPAFHJ5sV/I21OhbgNx49Q1PabQg2MY4/hVqxVVoYd7RxkOMc84qFXIOcDJ7egpqn5sL+QkxaZCjkkfrUBi2QbMdMhc1rNakYHksPrkVXubNZgqsCNvPykc147TZ2zSa0M62by03v69KlkuHV1IIPcYHepZbDdDlBhgeFzj+dNtNMkkY/aEl4P8ADjpTUE3zMyszTt58Ayqo+ZcHjjB6j6V12lXsd1bqkUmGjADIeSPxPauQjjiilaJBKqKo+aRvTPp+lSQAQzJcW73HmocgIPzzk4xVWd9za6sdhqJuxBus9hdTkqwPP0rnJNUE5dpLeITrk5+Ycj8avWuty3N1GhHlKyZIfC8g8/nxVW5s/t8xuJp7eB3bG0N0x1zRZvYSaW5C2vzbFjkgtyvbcmR+pqzYa+9vII7hE+z/APTMY8v8PSqlxpNuiYN7HIcgHaenvTV0w+WSk8RbbkbpAOfSlaZTcGdXD/pKmR2hljPMTJ6H/wCtWFq2gEEy2SjB5MXY/T0+lO0zfYDYl5BtYgtGZAQp74H9auz61AqSKxBYnC+WwJNVyyfQjniupxsqLITFMmMHBBHINZ1xZYlXygPLHWuovdk8xaNY2BGc7wCTz1J56YqhHG0ud4WPgFdzqQeelONOa2B1Ivc25vl8seyj9KzZpSLW4b0uQv6qK1ZwDKfYisC4kzpUz/3rz/2cf4V0HHbUvTSYnvF/uxK38/8ACl1QeZpkwBPQEY+oqCds6nfJ62gP8/8AGrMmX004+8Yh2z2oeqBaNHLvuXON3pn0qrEhLsTW8gO3lsnviLpSvDbyEBgFB/iMeB+lYRpyj0N3Kn0kjPsSY51kgALoQQDXbJCwi3gKd2CSOhNc3a2cccnymME/7daccrWeHRmfs8avxinKLeyBSiupNe6es8gwQhA4HYmqCwizfZIrp2BVuK1k1OwkT94JbcgY+ZdwJ/CsHW7qMzZhZimz3xmuepTkvIrni9mWLzUZZUYbQiwkBVx39azWleSQKo2ntk96EvI2tE3JlkOGz0YdqQSqT5jY+X7uOoo16olq5asLmTzOWwAcYPf2rTS7hYrx5b4xn1rBZ8bFPAXk4pftDF2IJIJ4zVpS6CsWbkSB/lmO3qOTmkjmYjDsQfrUYm3kE9qVZdrZwDWqlKwWHTSHzMZPHvT41LHBY9OlIXVmBKDPapVIEhBGD/eqlNitcXyMAfP1pwgH/PUUu9SeDjFOUhdv50Ko+wuUQREHmiSLjPPFSluMigsCCD6VM5NouGjKLpg4NMEY655z0qd2VjyKbjcwIrncro6kRGLeST90ZJ96ikVi2F7d/Sr23CbB1xUUqDJA6Co5TVSKPl4Jx+JPepWJUrjOfanbDuH1pWBDfdNZyRomPW/uYxzJvX0fmh7sydflPtUDYPHOaaY80rstJCPMxPJqSG4dfuyMp9jURX1pyop6cGjY00a1LQ1G5TjzNw/2hmo/O8371R7CB0zT0iQnI4qnOT0bIUILVITyVfgk81LaWiW1yJ4yS2CMHpzT0iIHBNPiWRW+YAinC8XdEzakrPYsNI7DHTNCxADLUo3A52DH1pfnbgkCtJOUneTMoqMVaKHAxKMqoB71XmdhyDSyQuDlW/Sq8jOBjAx6Vm+xoiOWUS/LIOfWsq7YoSCeKvSEN1GDVcQ/aryKE8gnLH2HWlTTcrFTkoxbNHQ7T7Naea4xLN8x9l7D+taJbFMzSE5r2oxUVZHhyk5O7HF80m7NN5pu5gODVWFceZCvQ1GWpCTTdrYz2p2FcCTjPOPWmNK2NuTj0pWLkYycelRkHoKYAWPQUuGQAkEemaCjoASp9s0xi7Hkk/WmIGd3PzEn3NIAzEAAmkCsxwAacweM4IKsP0pgDb4mwQVYfpUZJbk5xSHLHJzihY3kbAUk9gKYCpHJM2FUsewofdHleffnr/8AWpJA0RKkEN0P+FRgEnJ6elMA+bO4jJqa3tpriTbGu5uvXoPU1HDBJO+EQsx6KO9aMoXTrRxu/enBlYdv9kUpOwEjbIIfIjPyDl3/AL5/wrN1Fme1kPylWUhRmrDTxy2yyuQVdsKF4zWZcyF2KJwO9TurIUVrdlS3tccll3fXpVhsQJ1+c9KVIxGvmPwBUSJJdThEUlm6D0q4rkVim+Z3C1tzczHcdqjlmNaDOWwMgKowAP5Um1UjWKNMberdz70+KJnBcR/InJoAdEDGnneYoYHgd6ZuZ3LF8saWR/MYkIFX+6Kv6Za4P2iWIMgOFU/xt2FJvlV2Frk8MC2tod8hUyKGkI6onp9TWXd3Bnmb5yEHRewHYVa1S7csYFKvk5dv7zf4CqEUTyuI129e5xk1ME/ie4eg6FYzuaSQgAcADP4Ux5C7b2dm7DPepJ2dgIQUwvcY/OkghMr53IqqMjJA4qvMBU8uKEsZHEnbA/M1Bncepy36CpZpXmfLFcKMcY/KnQI2DMXQbecE9fajzYxrmKOEBC+89QentUQUZ28nuadJK0jtI7bj/M1LDuiTzlmVXB6d/rT2AbMYwAse/JHOfXvTI1DSDCsQvpSFiSWJ5bpUqsYIdyTgM3BUdcUARzmNpMRqyr6E5IFOt4nmY+XEznHQdhUWSRjdy1dBpZ/s6zWcNmSfoD2Uf40SdloLQsNYxXircOjB3QbtjqVJx1Bqs0Onw3MVs7t5zjO0SLgfjitLTNYtL+yhSVCrOnPyccdcVh6wVtIUvIoo7gz/ADKxzkDPUnArw5SaWi1O6+l0aElpaiMsp4KFldpFI646AU5vssVuzs67VO0kS9/++aytG1Vby6t7eeKOFGJJd+cfTjvV7WhbpayPaMk+2XyfJ5OXxzj8KSk7aoL3Vy0NNRssURgx4/eHpj6c0x7GxjA87yBu4+aUgZ9BxWTY+Ib2yVIksnx2RyTgD0z0rWv57S80qG9lCM8gUNGvJGTznkdKpT7qwJ3KxaTUbMrZPB9nRsZBO5ceuRVSPTpHPy3MfOPxz+FLpdxFp2q3LWkaheB9/wCUr9Cf/wBVav8Abklzb2/ltHbT+YfN+XIAH+IrWNeS0Ri6MJayMtdKcqWW6TGefmP+FPj0O4JEiXK7CMd+f0rWfXC1zcrHGpG39yQMc4PJNPl1YyW0O2Ml1ADHGTnjOP1qnXmCw9PsZ8elyQYd5Em55+Y8DHYY5NVntxICoSdfmHzbORn1/wDrV0cepid23wNHGp4ypywxz29cVK+o2yI0myQlewjOT9KXtZbj9hT2scumkSOQDM6sRz8rEDnpmpo9DcOp+0FgCOArVft7uKDVZ7wTzPFNHuKPGQFwegq0mrQ30bILaVGOChYcH3o9tLuHsKfYrXAzIW5wGyePauWmkx4fDH+K5z+ua6i6lMdvONuQQSW9MVyc7AeH4ACeZjjt2raLvcytsaUrf8T6ZSfvWlaEUGbVYd2coFyOeorKkk/4qFRn71uB/wCO1rQLKsJG7DjlG24x6U72JsmUL6ygsoJXluz+7yNhBBJHYc1Da2ttc3ASKd2yF6DoSM4PNbcdy8kcwvLaXzAq7JIlwZGA5J9MntWC8F5I5lilSPf95ApJDe7d65nXn0N/ZQWyNCTR4om/eXgQjpu4z9Mmo7Sa31GURb2iY7vmx8uF6c571HoKSWV+8l8WukeMplS2Rz2GKbqpW4jcW0dxFJ5p4YSZZe3Jpe0qP1F7KFti5/ZloeftW58kY2GszV7SWNW8qMtGBzIFxVSPTruGaJrhZJYywyFJ6A9+OK6SddMv7d5ZY5LSY5yiZIPpSlKT+JjjCK6HJohSMBlILHvVh0Aj+8OB6VotY2ZjhZLiXeVJ+ZchSOxqC3jEkvleYu0jBPHX05o5rlcpS6sOe1PVa3k0m3jlTy7pssM7vLzn2xRJo4giLuWMRPXYAc/nWnMhcjMTaVAPrSjIxW08dlKsfEjFRyGwMj6iiaCzZci3C4x0c01MOUy4OZVHvTySzZq15UcLtIcDP3Vz0qPy0YgoxUH++Ov0xVLViasiIZqVWyOal+yzMuVjZs9MDrTTBMv3onH1U1WgrAr80r5b60iROzY2tgdTjpTmGDlTlfXGKLIRQcskhVhg1ZtzT5YxKvPDDoaiQMmQeCK5pw5TphLmLRXqfXFRuvzGpFYMPpQMEEmoRRW2fOAKR1yfpU2z5qYwwxrORpFlZsK2Ka3oKkdfmzmozkHOOO1RY1TAKMU0qUYGnhh360v3ssaRpckQBhxUuwEAEVUDlWyD0qykoZeeDQGpKileAamQHqRUcfPNTA1rExkP56YpMUAkdaY7nsaGJIezY96pXKBgTipjJke9RO/FZyZolYzJCUfHUH1qzpoU3Er45CgD86hnxlqfpZ/eS/QfzrbDa1EZYl/u2aeaSm5pd5xivYPIF3kdDTS1JyaXaRyRQIAKXccYPNNZm6EmkyaYDwqk4FP8kgZ2/SmR8N79qmMjk4zn60mykrkTI7dSTTfJL8AVIWY+wo3OvIOCOntRdjsiJoGQ5IwR+lQtEXOTnFTMzOcs5PuTTSc8bjgVVwsRC3LnAUn6U5rcxHBBVgOfapNzRnIJVu3+yKhZy55Jx6k0XYrIiaIE5OQBSLA0jcKx9gKcTuPHCitKyi+zqLmQEN/yyQ/zNNuwtBbeD7DHvb/j5ccD/nmP8aytUuRgwIcn+I1oztI4bYcyNzk9vesK4g8sZMmWPt1rCpz2shws3dlcscoQTwfyqzFH/ETx3pkMRY4NOncAeWp4HU1rRi4R1CcruyIp5DK+F6dhVm3UQIefnbqR/Kq0bBbiNerMfyFXACCQvX+VXdNitYQDc2Mn3qWUxghYixHfIpx32q7Rsy6+xqJEZ3CjBJIz/QUwJrK3FzOqAlV6k/3R3NaN5cx2sISMMuVIiHdV7sfc0qD7HA8L7cKQZTnhm7IDWPcXElxKXlfI7+n0rP43foh7aDMjOcHcentUxMUcBGxt5757fT3pIEJVpWkVcdATgn2pkkzyuZJHLHtnua0vcVhoGTtwST1qaV0SIIkZWTPzEnqfTFLDmNDMJlVweB3z6/hUDSMzFy2SeBk9aVx2BVLtsVS2OoHc1LO0ZCpHEQRwTnqe5pY8wwiRbgK/QAE5HqarlmbJ3ct0+lFwsPRS74WMkLSzujuFji2DHTOaeD5MIdJ/mbgqM5A96r5JGN3Lfyo3GSRIZG3LGWC9gDwKSZg8hKxBF9BninEiOIFZjlhyoyMD3qHrgb+W5NCEW9NtWurtAUATOXJ6BR1qxrV7mUFQFjzhQOwHQVNb7LDT1Jf95ecDPZR0/OsBw7XEm75jk5qLuU9BPY2odHe3lQ2+pMjKpUFYzwD1HOKltIwttNY3U0z28XC5xhl+mT3q1fJJamTzI8Mv3WPKtWHfvJc3geeLzX24T7PLtB9x3/DFeCnVm2n0O+1tjRRtJilLoWZ8YPz8Y+mKhujp2cNZSSn728uxUZ9SKgi0HVbjOI444/WW6JOK0LTwxeshjTVYY42Aysa7yce5/Gr5Jp7kkX9o2B58pWGMZKs36ZqCbVFJItlVB/CPsWefqa2I/BkGP32o3b+yYQVZj8JadHwJLlh7ydfxxTVNr7TDU59ri/jhgka/gjWXHy+QgKe5GKkj1aWKdEuNTtWiGQzoQD7cV0g8OaVuBa18zAwA7kgVYj0fTYgAlhbDH/TMGq5G92Bxs+vuSfIvoAASMNvJPuMUiapfzLEY5YXEjlN218A++e1d2ttbx/cgiX6IBUgVR0UfgKXsogef2cl1M2x7kwxhiWcwOfrjPWr12BNFiwuZXkTJA+znJ9s5/nXZk465+mKrWzEPc4Rv9cfbsKrkgugWZxNpFfpBIsllfTlwQqmLG0+tWtOsdWW5tXuI2jt1O5hswRjoDXZMtww+Ty1B6EkmkuUYWknOTt7Cjkje6QdDk9SlcbyWZUW2Ynp1J/pWHdFf7JgQS5Akc7j3worUe8d9RubeQoIx0LL16fnUbXFqYl85IUByVVkBrrVkjl5tbEDsDrVtJ5nWOMbfXK1qWjhkbEpcO+RyDgY6cVm/a4A0RMaiUqpHyD5emOalluVjlURFcKy7sAdMnNNq7uTzdCxcxahNB5P9k3yEciRHXJP51nQ6RJGjfatGv5ZSxO8DH4da76C6huEUwTxPx0zzUxDqMsFAHfNcfIldHZvqecC0lRY3tNMuklQZZjCzAtn0zVtp9bjiRjFncCT+6YFceorupJVjUtI4VQMkscAU2C5huQWgmSUDrsbNJwjJ3YWOAOo3ztvmd4yBgbVdP/11oWesKYWW5mZZBwrFjgn34rsWlTO1nXOQME9/SkaKN/vRofqoNN04tWFqcVLq7Z2tIjKQQeev05zTrfUIoysLQDAOM7RwPxrrmsrViS1tCc+sYqGTSdPl4eyhP/AcU+RBqZ8U0MXVbeVeuFC1azp7puKgZ/hOc/lSPoGmMMC32Dr8rEUkeiW0JBieVdp3DLbsGhRlHrcdyRLCxkXekQx6qxpsmk2zKdm4H3PFT2lq1qhjEgdCS3K4OTU5FaJsRg3GngOkUpG0DK//AK6rmzijYIzKsg54J5H410jDIwwDD3FVrmxjnQgAKfpnFHvLZiMwSQxhUUKc8MUfnFTMIQo2XEx2+jZpZLMRRbWi3gcZROT+NMSzVjykw24A7U1fcV2Rskc0S4kbK8ksc1AkHzYSVQcfe7GtF7JH6xEfQAUxbNVRgiuCOmaqMhMgjkj8zY0cbduIyKhuo0d22jbjoMYq4LW42ggJ7cEVE8D5YsADnnFVdPRiV1qjN5U+lPVxtxVmS3DKPXHWqWwoxB4Nc04crOmMuYmUjJPtUTLgnjk0oODg1IG+UnGWJ4rNmiKrpjg9e9ROe+PYCrbIBnJyO5qvtMhL4wo6VNikyDbt68saMkcfpUnlkc45NNKFSKlmqYBAOT1oJx0pWOB1pucgCoZqi1Cx21OjHNV4uBUw9aaZEiRmOMimM3ejODioWb5qbYkgY45zUcjelEjfLUMjZWpKIJT8xqbS+ZJj7Cqrt81aGjRF4pnH94D9K6sKv3iOXFP92y1mk4pzQvn7tCxuD92vXPIHxgbhU7At1quY3zxUik7cGpaLRDIecCmBipBFTjbv5UE0jKGJ4FUIZlnOSfxpTn1/Glx2HSnI2w52g+gP86BoQMUIIPNRSOzsSWJ9Sae7b2PA5phOeABRYLjDk8Z4pULRkMp+bt/jT0cId21W9AR196jlkLuTgZPXAp2C4x3eR8liT3JphJPyg04n+EAVYsoPMkLuB5KcuxHX2p7IQ6wgAxcyEiND8o/vmn3E5LGRz8x6Clurlcb2ASNeFUdqzTqRJI8uI59Rk1nKai9RW5tth9xIiguGJPc1nndK+41LNKbhwSqqB0CjFL8sUe4jnsPWtorS7Bu2iGSsIU2qfmP6VCke6N5CflQZ+p9KCcsWdsDuTUjah/oZgQRbMHB288+9Z1aqhuOEbmfasxvEdjkls1sRmMM5kBz2xjrWPaf8fMf1rSmvPsh6oN/99c1jSlywbZc1eSQuQTn8q1NNhWKNbjH71jiLd092P0rHGrsx4MOR/sCkGt3JnMnnALgKDs4x6VM8SmrJFKmy9qF0kxWKINsQnBJ+8e5qmoVjgDIFPXVLhuVKfXyhTzq11CcEqhPbyhz+lJYuC0SD2bCV42KrGhUY5y2fxpIgrMPl+Vff9aWLVriZmETKxXriMcfpU66jqCgBTgMccRrz+lDxkFpYXIQTvHJJtjQonoWzgU2NVLbyhKjoParAv75nKAgsDg/IvX8qF1DUCdiOeTtwEH+FL65AfIV5mSRzsQqvpnPFESgvvZCy9xz0pz6rdJI0bSEOp5Hlj/Cnpql7tKrMwB6jaP8ACj63HsHKQzMJJThCq+gyce1JHwd7Rll9OelT/br3Zu8w7c4ztH+FSG61FY8+Y4U9eBS+uwDlKcmHkbEeFHOBmrGmWpu7xFZPkPLk5ACjrTTf3YZVMrZbp8o5/SlGoXS8PLJszhhjrVfXIhyMi8RXwnvVjQYWPoPQdqpxuRGpB5NNtsm4uJJ1yc5G4VPbW7z7iq5AqqUlFOrJ6ET/AJT0W5sbW8kU3CCR0Xb16A+1MXR9ORw62cQcdGxzUl3DK0Upt32TSKo3emKnVsIgc4Y8fU1w3sdg1LaBF2pCgHptFOWKNDlY0U+oUCqN5qaWuoJbNjmB5T68c1ZS7ia1hnJ+WVAyjueM8UuZASQyiXfgEbHK8gjpUmaZHKso4yCAMg9sjNKXUEgsAQMnJ6D1qgGfvvtOdymHbwu3kN659KkbJU4644o6UZyMg0mBgXU9/HmSSW3i8kAFpH+ZiByQMYPWs6a4urtJXXWIkIblPNIIHXAxxnFdeyq64YBgexGapS6Pp0xO60jBPJKDb/Kky1JI4qCWRbgs1xBJzwkjuCfxJrasPEJtY5UeweTdIWOyYNjIHHPJrRk8M6e44Eq/8Cz/ADrNj8K2tw9wPOdfLlKD5B0AH+NO/cHboD65YZJWPVLMnn90cj8ulM/t+Jfu6zfp/wBdbRWqQ+DkAIS8Yfgf8aik8JXAXCXzHn1OR+tNNE28xs2tQzjbLrEEo9JdOJrPmFhcyKF1Gx354AtpFq8/hLUB/qtQQe7Z6d6kXwlc5Ba/brnHWq50tmS43MW4s4RHkahbFcdVDNVVZhB8v22NsDOVizXTR+EVi+U3bMhPZOV/xqtf+DViiaaG9bA/haP3rSNVbXM3TMddSA4+2zc9kiAqdNYtFcfaY7y8UfwSykD8hTrnwjqdupKATEdPLNVTocyMDO8kbY5DLzV/ET8Juy+MZLiJo4dMh2YxieTI/KsqbU57i4Waa7jhKfdS1XGPy61HHpEasGMjtj2FX4I4YZod0BdFJ34bbkelZulJbIuNWD6luwv4dnmO16js4ZuVIYjoea2LHUJ7u4yscoQcEuuFIB6jHc0y1utKUZEKwn1dc/rWhBdw3DMkLhtozx06kf0rDlktzZzjLYsA0bqb3oNCJHZpcj2qFpY1DkuB5Yy3sKbDNHPEJIm3IehqhE+R6VDIz7iExjbxkfxU2a4ih2+Y4G44FUrvVYY7ZniYM2QPamhF2KWVpnEiBUGNvue9Ss6DluBWXJrtmn3WZ/YCqUt9Ld8IvAkDY9BimK50EgQABhkMcVAtrbuhZYcHPQsRUUd+WB3R/Ljp3zVgOGJ29sU1qBWMKg4+yH/v4P8AGkKIMZtW54Hz5/rVk4PBAP1qF1KfMqqefSq1QhyTbVCiFh6ciqcjE5b1ap2nAUsFDY64FVMlto9zSWox5Hy/MO1VbiFZEyv3h+tX5QpRvWoEX5wMd6aSkrMLuL0MwqS+DzgU5UGNxFWruEpKWUcN+lViwROTk1yyTWh0xd9SNk3E5OF9Kcqbuowo6CkXJyTk81IAx9hSKIzHjJPWqsuS3HarkiseM1VlULyDUyLiQMMEZpQoJpkj81JHgis7GtyVeMU/dxTBnjNBJxTFcfuJFQSNhqcrYfBqKU5Y0mNCM2VqF24pWOBVeV+Miiw2MZssa6LQ4tmmRsRzIS/6/wD1q5cbpGWNBlnIUD3Nd9GkdvBHCo+WNQo/AV3YZWbZw4l3SRBimFasmRfSmNKuK7eZnDylcj2oAHdc1KZFx97n6U3ep71V2HKQlD6UwjtipXYHgUihduS34Y607isMXYPvKT6DNRNycDvT2579aYfQGpdSC3Yco046DNKnljJdWI9j1NPWNCDukVQOvvULOM/54qXiKfcfIxJGBY4HX36e1RnA4796ccL3Gf5VJb27TyhEIDHpml9aphyMLS3E02wgherEH7oqzNJGE8uL5YU/X3NOlMdsv2dCSuMuwHLGs7UAzBEXIVgTj3rOWMilzWDkvoUb2785sDO0HgVGq/KAQAfWmxREtubj0FWkjyfQd6mlU5nztDlFRVkNRAoLN90VDIxlfP4AelSTOGO1fuj9aebKeS2ZkXHH6VvUxagrshQM25dHBjByF647modwC7QKHi8u6MLsBhtpb0qeawaGJH37gxI6eledOs5Su+p0cqWhFbf8fCcd6k1gK0I/vA8U234uE+tWr6AS8McKqkk11837pkP40YttxuY/3asafOiAiRcgH9DVWE4VgTVxbOZxF5aH517dTXNO3LZmzNCO9jwVK4AqKTUBIRjAI5zS2doPMaOVSGMfHHehtLPlNMNwRRll7571ze4mZ2SKthdm3nlcAHf1Bqy+pOzZA2ke9ZjRuibxgqWx15/GrX9nXDK5RTlQDsPUg9/pWkoxvdjcb6k0WpSQqVzwxyfepo9SMW/J4bkD0qhJaTRRtK2dgxg46k9qdHZ3LxmVoSqg9+M1LhBi5C5PqJdywOD1qsbpm68n69aX+zXU7znYG496YbK43hRHy2SAKEoLYOVEy3jiHAOATkipV1IllLHgdPes8xOWVCGU9Bx1qeKylIcGM5XGT/IChwj1Hyk0t+H2hVwQevcUR3kjKqk5D5quYJjM8QXEgU5/CpobCYRESIyqTlW9DRaCQJE094hEQKAhfXvUkWqi3AECKmevvTE0qRwY93IPB9RiorXTJJ42R1O9W4+lT7lrN6C5TvrvVymmw3EceGmO0Z7GsW31e5utQ2SEHEmUz0XsaKKJas2uQXlm8FxITKWZCUV84OD1H61SfTrsKstteOoU/dLH5f8AdoorPmanYkuwr4gRA8Or5B7OtSRz3qXzT3zrOJoBA6hiMnPXpRRVKcgTG6j4m1BFNugh+ZGVnIwc89PwqK38Z3sEUcT2kEgRQu7cQTiiiuuKTFdmrp/iia9TcbWOPDgNhieP8acdVe31vUpX3PbwwKwjz6f/AK6KKTRSZCPFySXsLLbutvsYOuQWLdqs2Ov2we5LRS/vJi4wB0IHv7UUVm5NATLrsZ1JojG/leUCDgZzn69KnbWYRIFWOQjazHOOw+tFFNMDP0nXydLWa+V3kaVwCmDxnI6/XFSN4jh+3RoIpPKZDngZz+dFFJ7juTt4gtAf9VN+Q/xqofEsJMo8h2G/o2OlFFTd3C5GdekMumxxqUEkp8zH8S8jH580+48W2kbvE9rM+1ip6YoorR6CuZsmvaeZJTNYMQzApsYKQMd6pvqsEjMsEDrnhd7A4ooqozkluQ4p9CGS9kktXgCgMEwWz1ohv5rdI1ijTIUZYsQc0UVtBtojlRNDrWpRzCRJU4JO1uRz1q2fEOrNz5kC/wC6lFFOyKuJaz3t3cTLLOCJlw47Grv2aYQrZtPhFGRt4NFFc1STjLQfQhbTEj5eaRz25qS3RFIQrlM/jRRUwk5LURJcQvEvmReWkZ44X5qiSQqQ24t+AGaKK1itAZajuN8UjbMFRxzV63lfYpbkEfjRRQ1y7DLm0kZpNh9aKK3EKYV8tmIGcdaz9hLkcUUVJSFkDbSBjk0ttGRJkmiiqWwnuTSW4mWQHHI4NYzQlfSiisKpvTBImPcVMsDY6iiis0WRywt6iqdxA2OooopSLhuVfIbPUVMLc4GCBRRWZoxpSRGHIIpxRmXPFFFADBE4YHIprwsSTxRRSGipJE/TK/nVeWF8dV/OiiqQ5bF7w5YGa/adyuLcZUf7R6GunMbHqaKK61JwhoeZU1lqAtye4oNqfVaKK8+pi6ydlL8hqERhtjnGRTTbHpkUUVl9Yqy3kx8q7AbdxnlcCmPG46laKKOZvdgQsu042jPrmm7MYwAM+lFFaxRJGysQCAoHameUw+bg/jRRWqEJtPJIB59avAG1gAXBklGWbPQegoorSxL2Mu+3GRMMVxzwahlmmedSxHA4ANFFRvOzKS90asTZycc06ZXRdikcjmiiu9aIx6kSRbfnYAqpHGetaMkroqxJgLJ+lFFedjNZpMtGFqsDfadw2gkc1cSeSSwWNlU8HmiipsnFF9EULeFjcJyOtWrxGKEEj5s5/CiivQ/5dMl/GjDjiZZSflwfetnT4CzqWdhhex6fSiiuas/dNJEzq/nI6Ng/dPNU7yO4Df63ljluTRRWMNybE0Fu4g/gxkZOOTVqKWSaeV3Zt6jaCD29KKKmXUlgjExFCoIzjk0y6Misik5XGQM9KKKlLUljvMDoY2QMB83Wmi3SRGfdIp42gNwKKKHpsERqWwYS/Mfl55rSt7RGQqrMqkAkZ70UVM2yiBNP8u8WUPnfxz1qeRHMmN/3Tkg9DRRWd29yEOadYFGE4bjrzmoIgWldo2KNnt0xRRTS0Gj/2Q==" alt="Энергетическая автономия и возобновляемые источники при строительстве"></p>
<p>Для достижения энергетической независимости в процессе сооружения транспортных маршрутов необходимо интегрировать возобновляемые источники энергии, такие как солнечные панели и ветрогенераторы. Эти технологии способны обеспечить энергией строительные площадки, снижая затраты и углеродный след.</p>
<ul>
<li>Солнечные панели можно устанавливать на временные конструкции или грузовики, используемые на объектах, что позволяет вырабатывать электроэнергию непосредственно на месте работ.</li>
<li>Ветряные установки небольшой мощности обеспечивают электроэнергией мобильные оборудования в удаленных районах, где доступ к традиционным источникам ограничен.</li>
<li>Использование биомассы в качестве энергоресурса не только минимизирует воздействие на окружающую среду, но и способствует переработке отходов.</li>
</ul>
<p>Внедрение систем накопления энергии также имеет значительное значение. Хранение энергии, полученной от возобновляемых источников, позволяет использовать её в периоды повышенного спроса на строительных площадках.</p>
<ol>
<li>Системы хранения на основе литий-ионных батарей эффективно решают проблему хранения энергии.</li>
<li>Использование водородных технологий открывает новые горизонты для автономного снабжения электричеством и теплом.</li>
</ol>
<p>Также стоит рассмотреть применение экологически чистых материалов, которые способны хранить солнечную энергию. Например, светопроницаемый бетон может абсорбировать и отражать солнечные лучи, что существенно повышает его функциональность.</p>
<ul>
<li>Создание специальных дорожных покрытий, которые аккумулируют солнечную энергию в течение дня и постепенно выделяют её в ночное время.</li>
<li>Использование зелёных кровель на зданиях инфраструктуры для улучшения энергетической эффективности и создания дополнительных источников энергоснабжения.</li>
</ul>
<p>Эти технологии поднимают вопрос о необходимости увеличения инвестиций в научные исследования и разработки, направленные на повышение эффективности возобновляемых источников энергии и их интеграцию в строительные процессы.</p>
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			</item>
		<item>
		<title>Экологичный транспорт для укладки дорог &#8212; электрические и гибридные машины</title>
		<link>https://adsk.kz/ekologichnij-transport-dlya-ukladki-dorog-elektricheskie-i-gibridnie-mashini/</link>
					<comments>https://adsk.kz/ekologichnij-transport-dlya-ukladki-dorog-elektricheskie-i-gibridnie-mashini/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:26:51 +0000</pubDate>
				<category><![CDATA[Экологичное строительство дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/ekologichnij-transport-dlya-ukladki-dorog-elektricheskie-i-gibridnie-mashini/</guid>

					<description><![CDATA[Выбор техник для выполнения дорожных работ должен основываться на снижении негативного воздействия на окружающую среду. В данном контексте использование инновационных решений, таких как модели с альтернативными источниками энергии, становится приоритетом. Таким образом, инвестирование в такие решения позволяет не только улучшить качество работы, но и сократить выбросы углерода, что играет ключевую роль в рамках современных требований [&#8230;]]]></description>
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" alt="Экологичный транспорт для укладки дорог: электрические и гибридные машины" title="Экологичный транспорт для укладки дорог - электрические и гибридные машины" /></p>
<p>Выбор техник для выполнения дорожных работ должен основываться на снижении негативного воздействия на окружающую среду. В данном контексте использование инновационных решений, таких как модели с альтернативными источниками энергии, становится приоритетом. Таким образом, инвестирование в такие решения позволяет не только улучшить качество работы, но и сократить выбросы углерода, что играет ключевую роль в рамках современных требований по охране окружающей среды.</p>
<p>Наиболее распространёнными среди брендовых решений являются конструкции, работающие на электроэнергии, обладающие множеством преимуществ. Эти машины обеспечивают высокую производительность и требуют значительно меньшее количество обслуживания по сравнению с традиционными аналогами. Различные производители уже представили на рынок модели, которые способны выполнять различные задачи – от грунтообработки до асфальтирования.</p>
<p>Также стоит отметить наличие гибридных решений, которые объединяют в себе силу классических дизельных двигателей и преимущества электрической тяги. Это сочетание позволяет значительно уменьшить расход топлива и повысить эффективность работы техники. Внедрение таких машин может стать как экономически оправданным шагом, так и положительно сказаться на имидже компаний, стремящихся к устойчивому развитию.</p>
<p>Необходимо учитывать и инфраструктуру, которая будет необходима для эксплуатации таких моделей. Установки зарядных станций и ремонтных баз для машин нового поколения требуют предварительного планирования и инвестиций. Однако, долгосрочные выгоды, как правило, оправдывают первоначальные затраты, открывая новые горизонты для устойчивости в строительной отрасли.</p>
<h2>Технические характеристики электрических машин для дорожного строительства</h2>
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GaXbS4ooCw3b7UY9qfQPpQFhmKMVJikxRcdhlLTsc0YoFYbikxT8UmOaB2G4oxTsUlArDaKXFIaYhKMUuKKBDSKSnUYoAZRilxRimA2jFOHWnYouIYBS49qdiikMQCnKm44yB9aSloGiYWpxkyAUvlLG2clj7VBuOOpo3v2NTZlXXYtfaI88fyp/2hMdaolyx+agHmjlHzstNd4OAM0qTPJ0XGKqAt25pHvYbQZnnjiHuefypNBz9y+u/wBqeQ3tWBN4nhTi3ikmPqfkFZ8utard5EbLAv8A0zXn8zUtoTrwWi1OpkdYFLyvHGvqzYFZlx4isIchHadh2jXj8zXNTQ/NvvbjLervk1Lb20k+PslnPP8A7RXav5mp5r7Ee0qy+FWLdx4lvZAfs0CRD1PzH/CobTxbcQyqL5RLEThmVcMvv6Go5oLiC7+zXkSR/uzIqo2Qe3WsKb/Wt/vU1q7MxlKpCWrPTreeC8gWa3mEsbdCtKypzyePevOrC/uNOnMls+Acb4z91/8A6/vXW6fqMOpRF4mKOv342PKf4j3rVwaOiNZTNKU7fuShT6EVRfJYk9akYE+9MIPpVRVhSdyMgk0hFSbc08Q57iquTYrkGmlTV0wqvLE/gKaEiPfnsKOYOQqiMscVPFZzHtj6VbhEI6KCR68VOJQTtPX26Coc30LjTXUrx2CgDzCSfapjBCo+6PxOac0gA71WZmLfdIFZ3bNbRRI0UWOFqtIgzgcU4lv4lwPrTcnGAo/KmhOxEwUHk1FJLnpmpXRm61XeNgcDNWjN3IXkb0poWR+cce5qTyGPLcfWjaq8Fqu/Yys+owxquPn3HuAKFldOEJFDOB0FIpYnhaB6IeRSinY5oC1oZWJYp3jPDVoJqUQUAq2azAKk3fLtAAFQ0maxk0aa6jEzYIIHrVpXDDKsCD6VggVIjshyrEe1Q4LoaKq+pt0mRWct4/GRmpBdg+1Tyl+0RcJzUbVH9oGOaN4boaB3DgUnakJz0pCDTJCjFGQKbuOelAh3bFIRzSg5FBwKAG4pR6UFxTd/tQA7HPNLSKwNPAoAToKQuB3px4qIrnvQBIHB700nPBNIAB1NKdvTmgQzFGKdilApisJye9LzSgUUDExilxzmlxS4oCw3rS4pcUoXNIdhuKrXzbfsozjdcJVzHtWRrzeVNYOACRKCAf8AeWom9A2NTFLinsPmI96TAqh2G0Yp2BRikA2gCnYpdtA7DKWlwKMUAJRS0YFACUlOxRigBuKbinmkNMVhmKSnHrSGgkSjFLRTCw3FGKdijFILDStJgVJtNGwmi4WI8DNOxUqwlup/Sl+ztnAINFx8rIKKm+zvjPH50wow6qRRcXKxhxSVJ5bEdD+VOEL948/jii4WZDS/iKeIHPUYqVLYgEkKc+oNFxqLKxFN3BQWJwAMk+lWPJC/6wMPcYxVDWjGukzGPcG4H1GaVyZKybMq5uru+ybdmjgHGQcA/U1RWG3Em0ymaQ/wwqXarvhyytLuCaa+UyLHIERCTtHGckDrXSxsIYwlraCIdBwFUe9ZWvuwjRjJKUjn7fTL2XHk2CwL/fuX5/75HNXl0H5d9/fuVHVYgI1/PrV5rjOF+0ZbniNc/QZpFikLB0hz3BnbofpRZG6jFaJDILHTbJsW9qjSeoXe3X1NWJLiZThhFEOxd/f0HtSC3lUEyzhEzyqgKpFUpNQ0Wy4MqSMOy/Of8KZRm6y2/VoW3h82h+YDGeT2rlZv9a3+9XQ3eoJqeqmaOMoiQlFDdT3zXPT/AOtf/eoXxHBifiQo6mrmlTPDqVu8bYYOB9QTyD7VSzg5PQ9/StHTJ08+GCaIMpkBVhwykkfpXYc8d73OxeU5IzkA96YXLDGSati3wTkA08Js6KBXPzI9HlfUohWJwENSKkg+6M/hU5L9gKafMJ5YL9KOYFGxH9lkcZJ4+tKLM55cClJYN1JpdjMOG/Kldjsh4hQdWJpdsY4xj8aj8l+vNPMeerYpFfIGdV700yRnr+tK0UaD5iKiZ4h0GaAEeRc/LyPpTfNOc4pMgngYprYzycfrVE3HM7Sd6aI265Ip4IUDAB98c0xtzngkfjQAx41P3mz+NRmLnAXNTmNfrTSpB7496dxNEaxKxCgZY/lUqW/lylQEc479BUh8t4wu4IvqFpjOi/LGrHHc9TRcLWKnSlpcfypQBW1znsGKXFKAKdtHrSuOwzFKKlEalRhuaGhZOo/GlcdmMApwAoA4ooAkjK9HyRT8oPukgVDRSsVceCyng0u9jzmmilFAD/MPoKTzDSUYoC7FLE0AnvSAUtAXFwTSgUgp69KAEwacpINApwxUspCE0gHtUmFo2ikOxHilxUmyjbTuFiPFLinhfal20rjsMApdtPxmjaaLhYbtowPSnhTS7aLjsMBPalyRTttG2kMbk5rnvE1wiywKd2YcSt75YdPyro8VyXizi+Ycf6le/vUT6ClsdWGWRRIudrjcPoeaMUy1X/Q7f/rkv/oIqTFWMTFJinYopAJRRik6GgBetBFGaMk0AJRS9aXAoAbRS4oxQAlIRS0UCGYpCKfnNJTFYYVox7U6louKwzFKBS9qUCgdgHFPVlA55plFId7EwMfrj8aGKn+L8qgpc0WHzFkMoXAIx9aTzAeD0qvRmiwcxa3L60nDdDVYcU4NjvSsPmJ9nvimNDu/iNM3jHWgy470WBtC/ZQepzWdr8Aj0iYjrlR+tXjKaztcctpUoJ7j+dDTM6jXKyn4RRnsLoLJ5f74Ekf7taU97plo265vFkkH+1uP5CuNsYDcTvAZHSMjLbcnJyFUEfUiqkW7yl3gB+jDHfPNK1y6fwI66bxVaxAi0tXf3bCA/wBazLjxLqU2RG0cC/7C5P5mseinZFXJZp57lt1xNJKf9tiauafFEY4iyKxe48sgwGTK4HHoo55NZ9O8xxEY/MYRscsgYgH6jvQCJNP+WTAII2EZXofp7VSuP9fJ/vVo2UZZnccKiH/9VZ1x/rn/AN6pXxHFiH7yAVPYfLf22Onmrx6c1Xqa0OLu3P8A01T/ANCFdpzI9Jdn3HA70zMvU4FWWXk0wqCOoriPXsQHkctg00HGOhFTlEHVqQrGOxNO4rELFfQ1EzHPAxV0GM/w4+tO2LjgCi4uW5nbpB0JprNIRyxq88eegqEwM3bFNSE4sp4JoC47VbFqx/iAoNqfWq5kTysqn5e4pDIg68/SrYsuMkCg20aglmGKOZBysq+cD0zSpIobO1qmzarzkn6ClW5hDY8s49aPkHqxnmlhgAj8KaYnfkhjSvcZcmPCr24pFunBBY7h6U7MOZEqWpKAgbfrTxHsGNqn8aia/YjAQCmreS5OCPypcsh80UViOaMVKV5o21rcxsRgUuKk2+1G32ouFhqkjpUnnMV2tyKbtpdtIeo3HvRTttGKLiG0tLijB9KAEFOFJS0AFOFGKXFAwFLijFLSuOwAUtApwpXHYQCngUUoFIqwUooxS0DsANPBHem4pakY7AowO1IOKWgYu32oCk9qM0oPvQOwbTRtpQaXdmkOw3FGKdmm0BYMVxPiCc3F/cbgF2AIMc967fAIII61wuuKF1K8VQAFPp71MjOpsdbpMxudJtZiApaMcD24/pVvFUfD4zoVn/udPxNX6otbDaQ07FJigLDaSn4o2+1MVhmKXFOxS4oCwzFFOoxQA2ilxSUAIaSlNJQIb0oNOxk0mKBDe9LS4oxQISiiloAKSlpKAEPWkoNFMAoopKAFyaM0UlAgpDnNOyKSgBuKpaz/AMgyT6ir9UtXG7T5P95aHsRP4Wcgk0sSSLDI0XmEbmQ4bA7Z9Kjdi7szHLsST7k9aurDAgBfDHvzxQbyKHiJFGPQCsufsiVXjGKTKqW8zj5Y2x6nipBZv/G6L9OabJqEjdP1qu08r9WNF5MiWJ7Fswwp95yT78VGXgTofyFVxFK/RWNSfZXVdzsqD3NL1ZhKc57j/tYXOxevqc1TkJaQ56k5NLI4TgfePSmCtacbu5KQ+prb/j6g/wCuqf8AoQqEVNbf8fUP/XVP/QhXULqegM53tknr609ZFA+YnNDQNuYnHWjyRjk1zaHp2Y7zkHrS+fH3FM8g44oFvnqaWhXvEhuVx8q80guD3xSCBRS7YxwRS0D3hRMScKeacHk7j8TTQsY6cVJlT3FJlK5G8pXuKj+0N0FStGjHk/rTDbc5B4pqwnzEeJXTJY49KhaM96t7XHcYo2jOSBTuLluUzASOhpjQMPatAkAdRUbMCfWnzMlwRR8lvQ/hRsHcGrvWlABp8wuRFEAL1H505WXPAq4VXuAaaqJn7oo5h8pERQBXCx6zqER5uZiP9l/6HIq0via+Q8zqw9JIRz+IqPaIzudgFpce1czF4smJAa0glz/zzkKn8jVyLxVacefa3EJ/BhT50PmRt7aNtUYde0ubGLoIT2dSKvRTQzjMM0cn+6wNPmKVnsGyjZUu0jqD+NG2i4cpDto21Pto2UcwcpAFo21P5dJ5dPmDlIsUYqTy6kjti2CxwKLjUSAUtWjarnhiKikgMfPVfWi4+Voj4NKKAKMUXCwtKDQAT0BoxzSGOBpaZg0oJFADxSimg07NIYtFFGDQMUUUnNKM0hi5pabThQAUUtLikMBXDa9j+1LwH1GPzruq4TVXEt/dy4I3Hpn3qXuZ1NjqvD//ACArP/c/qalvrqOCa1hLrvmlACk8ketYlrrBsfDEUiJudX8ld3TPPPv9Kw9Onlu/EFpPcSl5DMuWP8vaqFz2sj0EikpsMnm+Zn+CQp+VLNNFbxmSaRY0HVmOBTNBwFLgVnjWrAXLRNdQBAoYP5gwTzkf59auQXENzH5lvKkqZxuQ5FAD8UhFO70yGVZo96dMlfxBwf5UALSYp+KTBoCwyg807FJimKwwjFJin4pMUCsNoxT8UhFAWG9KSn7SaTbQFhhIpKfsoKEUCsMopwUntSlcdqAsR0uBQaKBCYpMYpaDnuKYCU00tJTJCjNJS4oAWqGpOsqeTgMoOWz0Jq5PIIYHkJ6Dj61gSX8rD5IAPdzWc30M5zUVZle5skkYsWYZ7DoKoy2GzkOPxFWpbid/vSqvsoqu2wnLMzH3qNTjm4vZFZVVD8yB/wAamWUDiOEClV41/wCWY/GpVnwPl4+lJsUfUiJuGHTaPpVS7dohydxPTmrjy7urD86oal0j+lER2uysoJ+YnJNPFMX7op4rrjsUyRalt/8Aj5h/66p/MVEtS2//AB8w/wDXRf5itUZ9T0SSc7m470zz29QPwprKTIwzjmlaMr3H51z2R6V2L5z+tIZm7mmUlOyFdjjMxppkftSUocqOAD7mnYVxu96NxxycUbie3J700rTEBf0NJ5jjoxo2e9KE9aNBajfMf+8aPMf1p+0dqQr7UaBqNMj/AN6lWVxS7RRijQNR/ntjgUfaH9BTDxScUrIfMx5mc96FlbPWo8U5Tg07IOZnnYlPHy5FPEsfQrjNM2K4yKYUYdDj68iuQWhPsiYZAH1FPTcg+RyR6ZqoM5wflangsOjHH50WBotB+DuVT+H+FKskQOfniPqpyKriQd8CpAAV60iOVGnbaleRf6m+bHozf45rUg8Q3iD99Akw/vKP8K5YxuDleR2//XTg00Yz0x3AxijXoy1dbM7a38R2chxIjxn860YL61n/ANVOjH0Jwf1rz5btzxKA31GasRTxHBXg+gP9DRzyRSm+p6CPpS1xtveSRr8lwy+zEgVbh1W+Q4EhYezBqPa+RpzHT1KhAGBXOQeIZVfbPGh98YrQg1y2floyp7kEGqU0UpI16QgHrVeG/tZgNky89m4qwCD05rRNMsQop/hFJ5aZ+6KfSUwDpRtGc4FLRQAxo1b2+lRGM7sAVYooFYhEOepxTvKXsTUlFAWIjF6Gk8th6VNRSGRFT6UmKmrmNTv5xfuYZpI1UEbQfSkxN2OiApR1rnLTVrl54o5nMiMwGMAHPbmt+W6ggOJp4oyf7zAUgTuTUVEt1bP924iP0cVIrI33WVvoc0xijrXn1+f9Lu+wJ5/M16DkDk8Aetee3hLXd3tGRuxn8al7/wBeRnULNwo/4Q6I4/5fD1/Gs7SJDbaxayD/AJ6qp/Hj+tWp7oHw/HaYGRMZC2enPTFUbTH2+3I/57J/MVaehi90dFquqT6ZrsrQEEHBdD0bj+fvUmvahDqPh1ZowR+9CsrdVOKzPFGBrcxXPIHfvioc/wDFNXHU/wClp/6DURWhbbu0VG+wLa7RHJ55jVQeNofPJ69CK63wYMaKy+kzdPwriyeOp69hXY+DmA025LHhZcknt8orQVN+8dF3qhpk0R8+3VwZI5nJHsWJ/rVqC5guV3W8qSgf3TmuTl1CSK7ljSF47lLh5FYkEjI5U+o4rNytqbN2OxorF0XWbjVJmR44IhGPnUMSx9x2xmtqquNO+qEwPSjApaKLjE2ikxTqKLgMx7UU/FFFwGbfajbT6KVwGYHpRtHpT6KAGbRRtFOxS4oAYRjpgUY9eadgUYoAbSEZPanYpMe1AEZX6flTfLWpsCkKincViHyx1pCvpUxVfek2jtTuTymdqwKWO7/pov8AOuYlmBY810+u5XTHbP8AEK5q1ilmfy4U3EKGJzis3qzmqQc58qK7bmPANQu6IcPJGpHUE5P5VvRafMPvGNfxzVK80GHzLieWZ8nL5xgDjNA1g11ZkNdQDo7t/urj+dKkkkwzDas49WJIqkiFgOOtatjbPLEqtGWUIcEj5c5PBodjWOHguhFC05ufJkVFyDlVHt61BqQwIh/sCtfyY4p12qB8ygc54C1lav1i/wBwfypJ6mNeCjJWKa/dFPFMX7o+lPFdcTlZIvSpbf8A4+Yf+uif+hCoh0qSD/j4h/66J/6EK0RHU9EZ2DMAQMnrjmozn6091+dvrSbawPTGYpMelSgYPSpRLx93n2pOQKNyttPpRsI7VYLsTwtNKSP1P60cwcpBgUbc9FJqdYWFTBXA+9+lDkNQKflseimkMbj+HFWyWzgsv40hYY5YfgKXMw5EU9rUbT71ZLL6n8qY2COAarmJ5SDbRtqTaaTbTuTYZgUhAqTbRtFO4WIsUqqM1JgUKBmi4rHnklk8Z+Rzzzg8frTWWVFyy5+tJHOyr8pGPTnH/wBarCTxNhSdj9wf6VyakXfUqllOAykZ/EUzaOoIx7c1dkhhl4f73qODVd7SRASh3gdiMMKaZV0yPnHB4oUlenA/SmlgPvqVI654NSKQeA2fp1/KmA0Oynj9DU0V0RjIIHqOaiZAewOelN2nscj0PWloPRl9WhmXlR9VFNNup5Rx+dUgcHIyD+R/+vUgncDLc+4qbDSsSMJo+hcY7g0qXTr1JP40R3TdsFfRhT91vKfniKn1U0eo7lmG/YD7zY98MKtx3UT/AHkTPqpwazVslfmKb8DwaX7NPHztyPUciiyHobkMkR+5MR7NzV2C4mUYR8kdNjc/lXMxyMh+cY/SrkV1jv8AnUuJaOkj1a4j4lOf99cVeh1WN+HXH0Ncyl9JjAkJX0zU8VwjD5lVvfof0pqUkVc6pLmKTo4z6Hipetc1HIgICysuegY5q5HcTJyHVh9cVaqdx3NmiqKX5x864+tWEuo374q1NDHyTRxY8xtuenFJJcQxNteQKeuDWNdSzLITJvAycE9BUM1wWWMszMdvWquK5t/brbOBKpP41Y7Vy0T+ZOi/MQSB+taOs3s0EgWKRkwuflFK4rmzXGX5H2qY+55z7mtzQbye5WYTuX2kYJHPNc/ePmeT15/mafUUnoFic39uP+mq/wA6k1lt1xKMj/WtVaGZoJUlQDcjBhnpkVNqznzHJA/1hNJ/EiL6GesHnbwpQBVyTirmnX9tp+pLciIiHyyNqAZHb+lVLVyTOcdE9Peq0hIXOOdp6/WqtdivY9Auplm0iWZeFeIkA/SuDY8zc4BP9K7G6kih8NbSyIWtxtXOM8Dp61xgYv5jAd+PyqLbsdR7DHP7h8ED5hx+FJbHF5CRz+8X+YocnyHXpyKS2yLiHGT+8XAH1FUjI0vExB1mfB6H+lRrz4cu+OlzEf0p3iVSut3GTnJyMfSkiBPh/UOuBLCePxpR0LfxMzM5AwzfUVPHcyxRFEkcKxyQGIzxUJbA+/jNOOCh7+9NmaLWg3zWWsW8mTskbypBnggnH6GtLXQq6rcYJ4bJAFc0x2xZzghuK6bX2Y6g/wAy/dXI/wCAioqrY0T0KWl3J0/WI5MFULYbP909a9ArzO45dT5vVce4r0HTrlZtLtp5GVd0YyScDPShbF0nui3RSbhkDIyegz1paDYKKKKACiiigAooooAKKKKACiiigAooooAKKKKAExSYp1FAhmKMU+kwKYGV4gH/ABLD7utcxDdzWdwTAAd8ag5XPvXU+IB/xLfrIP61zDzRQlI3MhcoG2IueKhvU55NxqXSJf7QvX5aVlH+yAtUrmCS5uS7uzqQOGY9fpSvfIv3YCf96QD+WarTapIqkpHEMexP86NWXzVHsi1FbeX0RfxqbyHcYJO30A4rFk1W6YAiVlz/AHcL/Kqr3c0h+d2Yd8sTRyMdqj6nSpEiuAHBcDONw/lWRrAwYv8AcH8qTSGVtcxEW8oo20HrxTtZ+9F/uD+VCVmc9VNblJfuinjrUafdFSDrXVE5mPFSwH9/F/10X+YqIVJD/ro/99f5itUZno7Ab2570mBnilZfnbPrTwUA+7XLc9awwDJwKlUBOrCjzF6Y4qMkZ4FLcexI0oHTmozKx9B+FJgehpCPanZCbYb2/vGkJJ6k0u32o20xCcUhp+yk2Gi4rDKTPtUmyjZRcLMjz7U0k+lTbKNlO4rMgyfSkyasbaCo9KLhylfJpVJzU+0elKqc9KfMLlPK3TByRg+opwJxhgHHtWl9scEFbgNjswwfpzTllL5zbB88ghAea5uZmdmZYlK8BiPY9qsQ3AAw2Pxq5i2Y/PbKAc4yuCaFt7BsjYPoSV/WlzLsJxTISIZlw4BH14/Oq8ljt/1bEd8MP61orZWmMq7L2+V8/WhLVEBMc0mw9R8pH/1qXOhKMlszJxKh2sPwxTlZSPnTA9eoFaot0PHmhc9mHemmxDfNuQ8feGQRRzopPujOeHI3IeD6HIqu6up54/GtRtMlGTFsb3jkAP4g8GopLW6XiSAyL6jGfy6GmpIszMkHP8qekvZuvap3tjnChlb+6wIP5GqskZVuRz7Vasx3LKzH+9+dTx3LIfvEA9wazgSPepUbPTihoqxrx3QYfMEb/eXNTI9s/wB6MJ7qeKyEcipllZTzz9ahodjW8pT9yQfRuKDFIO2fcGs9JmABGMegqxHeFeqj+VLUCcNJGeVI9yMVNDeyKQASpHbPBpsd6hG04x79KlDWknLRhD3INFwLcWqEYDEZP4fzq3HexsfmT8RxiswW27/VsrexIIo8qSM/NFt91NTdDubazgj5ZvwIzUctvHN96MA9mjOP0rPRmTncffjFPW6w2Mc+xoV76Dv3G3FjNGp8pt+fU4NRXdxJNCvnhhKoCEEcnHetBLwngH8KVnjcYdVZfpWnNJbk3RR0u7lt2AiYKHdQ3HbI/wAapXL5lkGcZ6fnWo1vaE5xImT/AAtxUEulBwzxTnnqGXj8xQqsb6is7GaDkfiKm1lh5rc/8tG70S2VxAAzLuUEfMp3DrUGqyq7kr08xsfnWiak00Q9CGzJBmKn+D+tQSMdmf8AZ/rT7R8GUg4+X+tRlfMTG7blcZ/GtOrJuaOsSM6Wpc5YQqMc/LxWdC58sjdgZq1q11DcCJ4mb5YwjA9iABxVCDBXJGeemKXQJPUc+T5YHp060+yzHqNtuyCJkODx3pXlCxqkaZKHrmhLvMsbONyowbHv6Ursi+pq+LAE1uTkcqG/Ss+O5C2FzbZI81kP1AzUmrXhubhJWcOxXOc8kc4H1FVUUvbzSAgGMA465BOM0kaN3loRnryFIp2fl5wPpURcEDGCR69qXeNuBtH0pshMBt24Y961b/UI7+cTrGVJRRgn0GOKyl8xyNkTnrgqpNW7a1ujF/qSvXqdoHPvUztbUaY2f7qHZjtkHNTPcSPbRwyPujQHahGQM057ScoB5sQ5zjfn+VMazlLDbLAQB3c/4VneLW49gi1S8F7C/wBocuhCqTg4UkZA4rum1KFZVXHynOWz90AHkjr2rz9rKVZN4eAjI58zpW/JqULzJK7tcMgwTvClucjjsKqUo9C4Tte51qkMoYHIIyKWuTm8U3rKfJtEX6/N/WqkniHVpOMFM/3QBS5kX7WJ29FcH/a+q4z9pYfWQCkOsangj7cq+/mUcwvbLsd7ioprmCAZmmjT/eYV55PqGoyjDaixH/XU8/pVFkuGJxMjE999FyXX7HoU3iCwiOA8kh/2EP8AWqkniiMfctXA9XcD9K4YW92ed6HHffUiJODzcRj6sf8ACi5Dqy7nYDxQ5OPJi/76NSL4nGcPAv4Ma45DL1E0J/E/4Ujs+35p4hj3P+FK77i9pLudqviaA8GHn/f/APrVIPEUJ6Qn/vsVwgZGPNwg9+cU7ygTlbqI/iRRr3H7WR3D6+R9y3XPvJ/9aqzeIbvnFrF/30TXJCKb+CZf+AyUu28X/lrJj6Z/lSu+4vay7nUnxHej/lzU/QE1G3i2dD89mo/EiubEt6vSQtj8KU3d+Bho3YeuM07sXtJdzpV8ZxD/AFlof+AvU8fjDT2+/FOnvtBrkWvXH+shwf8AaSmfaoX6xD8MU7sftZnaXGr2OqRxwW0pZ94YqyEcYNcvrbm28Q24Xj5FH5gH+dTeH2ifUwIxzsY8jtiqXjBimshh1REYfgBQtZFxlzWb7/oNmJYknqTmqknNWJHDDcDweRVZzVnSVx/q19uKYad3Yf7VNpgaXh8Z1iP/AK5v/KpdaGHi/wBwfyqLw6cawh/6Zv8AyqbXfvwn/pmP5VD+I5a5nqflFOB5qNT8op4roicjJRUkR/fR/wC+v8xUQPFPiP72P/fX+YrQi2p6c6/O31pNtTN940mK5bnrWIttGKkwKXAouFiLFGKlwKMCi4WIttLtqTAo2e1FwsR4oxQ8sMf+sljT/ecCqsuraZFnffQDHo+f5UBoi1to21ky+J9JjB2yySn/AGIz/WqcvjG3H+os5W93cL/jSuQ5xXU6LbRtrkJfGN4x/dWtun+8S1VJPE+sSZ2yRJ/uRj+tFyfaxO620uw+hrzuTWNYl+/fyr9G2/yqBmuZuZr6V89tzGi5PtonpDtGg+eRF/3mAqL7dZIfnvIF/wC2grzoWSnljKfrgUvkQKcEoB/tOT/KlzEuv5EH253XDndx68H/AApBdQg5KPknJIbn+VUPwzSg8Ywfzp8qKL3mq2dkikHsR/nmnGZhyV6HnntVDfxjAp6zsqhT9360uULF/wC0R5wwO71Qk9KnW6t/vFpA2OjnOfx9KyxMCOpH86cJICRmSUH3ANLlA1xc5wUdueBtfj9RThctjJEzDuSQcH8qyFKHA884HQBaXfsGVuJB6cdKnkEbAuc/wHHvg1ILhTwqIfxxWJ9rdXJLbvr1qVbxOjQKeeCOaXIBrebGxw6MvsGzzS7beReSSPRsGsk3CA5TdH9BgfpTxcTSfcZG54BbmlyDLx061k5wD/u4qM6RBnCyuD+BqsszBiGQZxzz3qRLiI8FpAPY5AotJdR3ZL/ZC5wtyB/voQKcNIl/hmhb6Ej+lCXCYIjkY477sH/CpkuHz1lbHXDA/wAhU3kO5CdJu8/KIm/3ZR/I1G2n3y/8u8n/AAHDfyq8l2xOCpCjrlgcfhUy30ZGSY1z/e+Xn60c0kPmMZkuIxl4pQPdSKUTgEZJDfXBroYZ1PR+D3WSpeGGGcEf7QDUvaeQzn47g5+Uhs9jV2G9J6bwe4zmr0lvbyHHkWhx324/lR9jtJCAIwp9Y5sH8jSc0xlZZyR8kgBH8LDmly8h+fa4Poen51M2nwHpPIvpuwf8KX+ynP3J4vxyMU4ziG5XlRlXMeTjnIPNR/bJkTLBjip5NLvVGUj3n1RgapTxzQnE0LxnuSprqU09iHEmXVM8nIx1yKt2+oROwHmgY7g1iO4wMOQexBqD7VMjctkeh6VjOmmGp2IlJAbCyDruXqKrXFvZ3mDKqlvclT+YrHtNQJOAACOpA2kf0NXTcrcdOGzweua5uWUXoVcZLpiwbjDE53DoXqhJGoVY2gkjA7+Zmr5uZo+UAZTnof8AGka+hkO2eIjPcjFaKc+upm0jJNmXLBWf15Oai+zSQkYfP0Fa7RxSENDMFI6A80jRO654DdDg7ga0VVkNGSts8zqWbpxwOac1mynmQtjsBjFWStzDMAo2jOff8KsRMLgfvE2OOox1qnNrXoCiVWsopgCshhcAfKV4PvUkMccEM0LuXSXaHxx0Of61bFkMbSCVJyMjGKa2nqVO9/0qPaeY7WM+S0gRcqS6/wC9mmK3lE+SUU9ORn9a0BZQkf63FI1pa45LE+op84iCO9uFX/WO3qATiopZpJH35OfYmrQihUHZM49itMaPcf8AWg+2P8KE0K5W3z5OM4+tMMkh7nj3qz5JU5EkZ9iKGA/j2/VRTuK5U3yuRnBPqOtPWOVznH41N8i8gFvY07zPXAp3FcalvcZyqn64p4t5f4k/MVGZSOjnH1pjTgHO8/TNLURYa0J/5Zxf99CmGyUj5njH/Aqrm4xwKabl+zZ9qdmFic2CgcMD9BUTWkgyFXNIL0j2/CnC/cDjH4U9QsxgicHDqVxUwkjUdWb2PP8ASmi/3fex+IoN4h6gflRqGpIrRP1hP/ATipBaI/Kl0+oqobwj7oUfhTTqEgOcgfSlZ9ASuXRYBW5IYfXFKbKI9IyD67gazm1Jz3P4U37e3940csh8rNFrJVGdrY/MUqyRRcbFB98is9NQYdGqZdSkI5YEf7QzRZhys0Euv9hfwNH2hM5K/kcVn/aYX6xKD7HFIWTqhI/GlyisaSzoeEldPYnihvNcdI5Prg/zFZTOR64/OkWX0YijlCxv6MhTUQWiEZ2NyEA7e1ZXi/nWWH/TNf5Crvh+Zn1DaWJAjY8/SqPi051piP8Anmv8qqOjNYr3V6/oULSXdahT1T5T/ShmBzzVGNzFMcEhSeRVpsdBWp1IYT+8PuKQnkd80poxTGaXh0/8ThP+ub/yqbXfvRf7g/lUHh//AJDEf/XN/wCVT6796H/cH8qzfxHLXMtWwKcHFQ5pRWik0YWLCyCnxuDIgH94fzqstSRnEin3FUpu4uRGxFrmqRH5b2Y/7xDfzq7D4r1FOJDFJ/vR/wCFZJhAOC0Q57kmgRnOBKx/3VxXPcrnktmdND4uOB5tkD7o+P5irR8V2ATPkz7v7uB/PNce0RAzuI9yaYYvV/1p3LVWZ083jD/njaKPd3z/ACqhL4q1GT/VtFGP9mPP881jeXjoRTShouLnm+pfl1vVJfvX0wH+yQv8qqSXM8v+tnmf/ekJqPHPQ0hLD2+goFd9WJhTyVz9eaCyD+HmnrE7jO1sepIFPERXnOB7UiWyIF26KfxoK/3nQf8AAqmJjAx5Yb/eJNHnEfcRF+iigXMRDb0BZv8AdWnBSekJP++af+8YZPA9WOKehI4Emf8AdGf1ouIFhuD91Iox64zS+RKPvznH+yKdvQffc/8AAmpDcwIeu4+wxU6lDPIT+NZX/wCBYpwt4Mcwj/gUlIb6IdEz9eab/aWD8qqPwFPULMxTj1pMUoGe9O2itTpGCj8Kdj3oxQAnGKMD3pcc4pMc96BC4z6kUA49RQAQetHbOaAHrJjgqD+HWnibIwQuD221DinADFFhkmUPQYpeg+Uj86YFFPCUgJRO5wGxx0wBThIv8e7HopAqMDHan4B7UrASBoiOJJFHQ8U4+XyQ8mR23dKiCA9B+dGzBpWAmEriT7xYZ53AmrCXkibS8SqGHU8bhVRJZEGFbHp7VIl1IowSW9icik4jsWEnRuPuucDK8/lVmKSYN8s8rE84KY/PrVDzYJQRKrg9tpH60+OK0P3LiQHPdcfyqWhGqlxKW5iDIRk4A/OpRPEwwJI4xjIDID/XrWcqSxncoZznru56Uf2hKG2tAJMf3hnn6dqz5ew7mnvKqWWS0kX+LaNhH609Vk8s7A6HsyHINZsd3bOnI8sDghlOPzFXIZIiflC/LxlZDn8f8KhpoLl1Ddqq7Crj6nP5Gpo76ULhjKMcHgMKoi9YsREVfjoGBxz09qkS9L8Ojg99uGx/UUa21RSZYJsbs7ZY7aRj2ZNrGq82haZINwhuIM90bcB+dJK8U4O8bkHcZB9uhqobBUfzY7i6iYcgjcw/EGoV+9h8wybw2Dxb36Hn7si4/lUP9m6lbHiLzePvROG49u9W2+2Iu2SJbtR/eIBFRi+VCQbW5tjnjDZXP/Aq0Tn6ktohElwgxNBKvGOU4/WmyxF1z5bc9COo+laMV68mDHLnjoW5P4dKcZYzjzbaBsnqDtb68cUrtdCHrsYLQ3MR/d7nGTjHX8qfHJc7vmtnB/vBcVs+TZyk7WeMe5DY/OhtLZlIjuEI9HTH8s1XtF1JcZPoUY5bg8FWxxgMM5qVi8hywlicdGjOR+RpTYXbvIqIjeU2xiG4Jxk4/MVG1teIfngeh27i96PQiuIr5RvicOe+OD+Rquft3Vlkz/uVaMjJkMGU+/GKVZsjIdh6U1dBzmewuj/ywmP0SoytywJ8iUj/AHTWuJnPR29Oaf574AL4PanzPsO9zCzcA4Mcv4oTQHkHO1vTODW75z84Yj2xSfaJAeW/OnzvsK6MQynHzI31ANN89fRvyre80k460bz3U496OfyDQ583LAYUnH5VEbjcOSD9etdHuXoePrSAI/Cop/4CKfP5BY5syZ/ipPMHc10xt0IJ8mMn3QVEbWE9YIPxWn7RAc/5g9f0o80e9bpsbc/8sYfyxTf7Pt8H/Rlx7NT9ogMJpARz/KozI3b+Vb/9nW2ebdh9Gpf7PtP+eDY/3jT9oh3RzpkJ7Ck8w9xXR/2fZ/8APA/99GkOnWmP9UPzNHtEHMjnxL7U4EE8it3+zrPqIj/32ad/Z9nj/Un8JKPaILmCY1akMRre/s+0x/qpB7h//rUhsLXP3ZQPUN/9aj2iFdmB5Z+lABFb/wBhtfWX8cUn9nQHoz/kKPaId2YYZvTilEhHStk6ZCe5+uKY2lxD+M/lRzoVzLExPWl8wN71oNpMJHE4/wC+TUTaUg6TCnzRDQs+HX26g554iaofErFtVLeqL/Kp9Ktlt7okPuyuDV25tLe4kEkyMzgAHBGDSuk7hzdDkWjZmyozmrKo5UZxnHrW+bK1HAg/NqesUK8CIY/3jVc4/bSRgCB/8g0v2d/f/vn/AOvXQhI/+eUX6mnAAfdEa/SOlzh7WT6mbolu8eoCXDbVRsk4wMil1w5MP+6P5VqZyMFsj0AAH6Vla4cvGc+tJO7JnJtK5k0CkFLWhI5TxTlPzL9ajWnjgigb3LzTDJwe9NMueC5/OoS5ZiAOc0vlsepA/nUBZIk8xexz+NIZVpUt89Fkc+/Ap625zz5afjmkF0iMOT90GnKrueP0qbywOS4P4Yo+XoZfwFAuZjRB3kkVR9aerW8Q4OT60zy4P4nY0uLUep/CgkcblWHGePbFMMqd8fiacHth0hY/VqPPtx0tR+JpBYiMqYphm9OKn86A9LZPzNNYwN/yy/Badx2IDcY6YzUT3Mh431YIgJwIz+eaTyYz0WnoNWXQps7Hq1JvOeKvraRnliBTvskJ/iP4CnzIrmRnBj3p4OelXPs0AP3z+AzR9liP/LR6OZDuZwpeTS5IHQ/lQOKZSYmDSEU8kdjSEfjQVcbgUmDTiPXNJg9qYxASaXilAPcfhS/UUBYTFOApAuTxUyJzigQKvpTwtOVKkCVNxjFUd6cFHtT8Uu0UhjQlKV9qcFp+00BYh2+goAx+VS9/SjbTAjKg9hSBWH3cipNlIVNACCadBje1SJeSqRvJcenSmAsMckiniRmwCNxJ4AGSTSsFiZZrWRt0sUoY9WUg4/CpkgtpJN0cu2TOSZYsgn8KvWPh+9uVDvELeLrmX735f41oQ2ug2cywy3iTzn/lnvyfyFHJcaiZhs7gDcTZSjsWUBvz/wDr5q1Ba3bAB7ZWOeqtnP4dMVoTavpWnxNL5OyKMZJCjJPpVQeNEdQ0WmXZU8gs6rmn7ELImSxusjdC7+mY+F/PrTl0u6Vi0QkjI6AAAfjg81UbxnJnjS2/G4Woj41cddLb8Lgf4U/YINO5qf2ZOWy8an0I4P8AOo20+Zf4nBxgA/MDSaRr7as8y/Y5LcRJuLmQMOvTj8avbmxksQx6/wCFL6vEdjJk0hZWJmhRmJzuEZB/Smx2tuoxHcYKnpt3AfnV/ULpbSxmnlmEaqhwSepxwB6muBm1ZSMQxs3u1DoxMKnPFrlVzsfIQ8M8Jx9RikNqMlkuYwewMm0Z+orhXv7o8/MPyFRGa4cZLfmxNCoxT2GlU62O/sUuI490t3b+YXYuN3BJPXpVhZJRxJNb5PZZAw/XBrzfMhHLirdlqF3ZqRC8WD13xK386UsPGTuy1zdzvGnYkK0IcdCyEN+lNBtJQAFVSeMMmOa46TV7yZcSi3wDnKRBT+lNhu9RmlH2a4cMOiq+P51m8KujBtnYtZwtk7Fx7d6gaxiYZUEj2OawIdXvbSYx3sZyeu4bGPuD0NdDDI7KrlWAIyCTjjtWM6cqfUV0+hWayQeo/Cmi0RTw35irn2pWYghiB32bh+lIZYycFAP931qeaQuVFUwLg/Mo/CmGFexDfTNWnMYI3JjP+x0pAsbcAIcehppsVisIvVk/EUoQE8bT9BipmiUfwkfjUbQkDOGx9adxEZjBPc4pDCCc/NQ6kdfM/DFM3L08yQfUVQh3kbuf60LbjuVyfekBjPHmE+2KdjBGHXI9qNQJFtk7DNOMar1BzTAXIyQv/fNJ5hU84/MilqBIAMnDGkJIOPmP4UxpTzxxnPWjzQeSMcdjRYBxOT9xgPU4FN81CemfXpimExsckfhhTTh5YHHB9uB+lMBPNjBwMZPoDStIF9vwxSMQeqlse9IX7bG9sCiwxPMBHCjj1NIxBHQflTDIoP3WFNaQDqv6ninYQ8xR/wB5v++qaYgOjsB7jNAfI/1Z9jnNHy9fun6UwGNbsOkufYiomt5ewyPwqwPaQ9PTpQXI6yDNO7EMsopEuBvBAI4NWzUET/vFx2p/mg96pambauKRmnrEqgPKWweir1b/AAFR7h61LfOq3kgHABAUe2OKY9LXHoltN8qq8T44BO4H6e9VnDI5U4yPSiORfNU56HNIzB2OeoAH6UWe5La6Cbj61nawc+V+NaPFZmrHlB9apbkrczhSnpTaU9Ks3FTvTiRUanilzQVYvmSNc7Uz9TSGdxwML9Kk/syfPzTRf99ZpDpuPvXEf4Gs7oz0Iml/vyk/jTDOvbLVONOT/noD+FBtIlOPNH4U7oPdK7St1HFM85h0Oavx2CP0zj2U1IumxDqsn47RRzId0ZfmOemRS7nI6t+Va32K2GD5fHvJS/ZrbPEafixNLmQcyMj5j2P4mlw3pWwI7Zc/u48/7v8A9em+bbqM+XH+VHN5BzGWu7tTwJCehrTFwg+6ij6AU03xB52qPSld9gvcobJB1Vv5UoEnZG/EE1fW7z91VY57LmphK5PzQqPXIAo5mFzMEcx6qfyp3ky4yUYfhWkJQOqx/wDARSF16iNSPf8Awpcwrmf5cn+1+VOEMnpV0uucBR+ApQ5J+4xH1pcw7nOAn0oHPapVtpGAYLkEdqf9kn5HlNxzu7Ctrosh2il2kEdT3qdLSXjcrKeue1PNvIoBGSp6EKcUrj1Kh9xmj5Tx196uL7EMB1walUCQBWVMg4wxwcUrgZ3APSlwSelaghTIzsyed3pQ0MQ5b7wPULx+fejmC5mDPpUkdXvJiP8AEo5+9jAFAQZOCh+tHMUyBTUgPqKkCAfwfkacMf3fxqbgMAB704Jz0p4RT0b9KlSBj0YUXGQhPrTthqcW7HuM08W7dsY9fSlcdyqF55pQM1P9lPUnA9acLMt0lWjmQysVGOlM2ZHB/Or406UnG5Tnpg5zUl0bHQNpvQLu+YAxWadj2LVUfe2BIhstJlniNzM6W1onLTS8DHt61LHrFvbAx+HbITuOGvrnhfwrMvJ7nUpRPrE24LzHaJxGn1qGa++UKMBR0UcAV0RhbcTklsXLuSe7JOpajPck/wDLND5cY/AdaW0WC3iMkUSRg9Nq84+tZSStcTrEp5Y9fQd6vXc6xRnska5x/IVeiErt3ZR1W6NzdJbk5SP53HqewqFrpie9UkZm3SMfmkO40/JpJjkrk5mb1pPNb1pgWpEj3MF9Tincmx2fgyMDRZ5D96W4AP0AGP5muhYZJNc/4Wk/0S+hAx5bpIo9sf8A2NdC56+lI02OI8XNM16yS58rbiMdqwo4Q4GMEEV6FqtlBf25inXI7MOqn2rjLzRL3T3Z4QbmDqTH95ffFMTVzPkUGI+1RrzGOfaptwZSc/Ke+KiQY3AnA7VIDenekzx1pWAHcU3j1FAEit+VPt5fJmB549KiXnpQwwwoEdxY/Z9UsvIlAYH7uedp+lPLTWY8qUKPKAXcTjjtz6e9Ymh3scZVWkVW6YJrq3iXULUoCCwHyndjg9Rn/ODUVIKorMVnujNEwL5KA9jtA7+/WhvKcfMHJPZhkVSkjnhnKm9lQrwFYDn9OMd/el/fZwJTJtOAAQDn61wuHK7CbLaRbDtjkVVP8IJU/lmn7SW7HA54zmqrNOIi3lbh6HBpjXKgYeNjj0Wp5WxFohgADlc9BmkzsPfn3HFQLcqTs3kZGQCeT+HalW4BAOQRnksvFHKxEzHJ+6fxPWoZVUEgo49+1OWeHvhQ3TBNPDRscK/I9809halby4yMhsj3FJ5Kk5wfwPFWuOpnPpg96PLRmwGDd8A0+YVisEweCRn60roWwDk496lkjOPvso65puwMBl92fY/40XFsV2iZf4X/ABGaaVYfwj8yMVKwZeen0BIpEdySFCk9chsH8iKq4iA5PK/q1McFTyOv41dLMBk8e2AaiZiP4EyfVO9NMCruXHp+FO3+jEGrGOzwJ9VbFIfs+OuGHuadwK/mMP4zSbyRktn8KmxCQMSjHvikKITgMpH0p3CxAXUg52n9KaJQvTt6GrS26kfeH0BP+NNMA9Tii6FZkPmBj0Xg9c09Z2GR8uM0ptSQMDPHAzTTbuD/AKsY/CnoK7H+YHOduDg88VDuI707a6Z3rt4pTEith5VAxnjmtI7HNUu5DPMb1q01zDdRr9o3JMgwHUfeHvVcpFxibHHOVPBoMduGGJyVI/u80NXErocZI4h+73Mx/ibt+FQh2HepEjg+UyT4Gfm2qScd8U4LbAjdI7Dd1Ax8v+NMOViRuSeapaqcsv1rQiFqGUvKwUY3BVOfcjP4VmaidxBznk0uppBWaKNKTSUlUdYtFFJQM6BpYBwZHP41EXi7Ln8TSmVF/hUfRRTfOfouBWJjYXfz8sJb8KeJLjHyxbfwApq+c+Bk4/OnrDJtJaQD1NAWBWuu+38WoKzN96WMAj1NPEIOAHZj04o8lQudp/E0rhYjMfy7WuV9uKUQQE5892+lSbQvSNRnpk8Uqh9gJYD9MUXAQQQAZIY+5NBitl/gGfQkmgqAAPMU+uOcUhEWSC3GPTNAAwtwOEjB+lNxEPuRIfotKJIcD58Y/ur19qPPTqokJPcjrRZhcN8jH5VP+FLskx0259qaZ2GflOf7xNBmcc4Ap2YXH+XIR1x+OKVYpMAjZ68ZqIzSk4zgfUU1nk/iOfqc4/KlZhclB7l/y7ULIp5G4/jioQMjqOn605YpG4UMce1OwXKYjUOqpP0xkKtWY0kXiK6LjOBz3qwltO8mJElVsZPmLjPpzjjinSwtCNzQ44+XBzjpx749P5022a6PchFxdqQQQy9OGzjv36Uxb8qWHnSBurDGR9fp2p54BWSLaOxYcj6jvT0hdlDArhu+Bz/XNLTqCQiXvmjb5ueeu3n/APXTZHjk/wCWgJznlv61K9pI4wse7sB/jSNaS7du1yoY8BF70tCrEHk7iNlwu3OBnJyaj8tgWUnJ/WpvszqfKeCZT04HP+fap0srg7WjDH16EincEim0LDICHPQZHUU9ISSC4AH0xVhYrv8A5Yxs+PY5Htgfyo8m5YkCKbg4PGev+elF2OwqQREZJLY/u96mSKBRwT/u4605La6VNzwvtAzyp+UUv2a4ZSQuCD/F8pH0zUahYcqwgghefVh0pWjQ4ZRjHtxUbRSxn5lcLjPt9RjinKk+fuMceo6elAwDlVGV47YHWneax6Ag9gelNZJkG4jae3zYpA8hfGwknJwDmgCaNpmOF6kHtngfypjXUcYXzgArNtDbTgk9Kmt7eWYSqEaMbG3tuwE49fyrO1CVZdJldXCzxBZNhIBBBHT1HuK1hTUldlWLlzqsVo0kGllJZkGbm9A+SFe4X1aubjusyTXj8z3B3ZPJUdhmnalqMH9nrZWQ3ISPNKrgHHJ+uT/Kqdvb3l42IrZ3/wB0E10RSjogd2h8l0WPWoGctW3beEtUnwWiEYPdyBWrbeBuhuLpR7KCf8Kq4kjA0mPask7dT8q/Tv8A0qLVGZo1iGcytk/QV3EHhewixEWmdVHPzbfw4q5Fo2nQ42WcZPq+WP60itjzOO2dsBFJPoBV6DQ9QmH7u0mP/ADXpSIkQxGioP8AZUD+VLkk85NMVjg4vC+pt1gVP99wP61ah8JXgfdJcQR8e7Y/SuzbaB2X61E0sY4Mi/hzQOxmaXpcelLPKZjLJIm1vl2qAMngVeJIUA9QAP0oaRGZQNxA+Y4Xr6f59qQlT1Dn8KQFe6mSGPfISNx2qoGWY+gHc1QmuthyPIGOqmYbl+uAQPzqK5bzZpoJWkhuydrOByIT08v2Pc9exrHubcRIdrOkY4ChRgD0Bzz71cVcTdjTmFndOZLuz5HBkTkk+5GDUQ0XS7ld0LyADglJM4+uRxWRDI0chFvcTeYeg8vr+GTmtJ97GMW7H7Zg/OqgYPvg4wOd3bt1ocUFxJPCts33LuYfVFNQN4RJPy34/wCBQ/8A166DktwfyqUADqSaiw9Dlj4SuAcpeQceqMKbJ4XvtpIubYkdOW/wrrNyA7cEnuB2pevSP83/APrUD0OMXw7eoADLbnHsT/SrtvptzCVxhWHeORhmukKn/nmn/fZ/wpyxZXPkof8AtoR/SkBRFg13FGsl23nDB8yRRlTjGeOv49RVbVNOfT2AnJe3IysiocE+nH3a20iQctbn/gMlaMCwXMDRZbb0ZH/qDUzipEuKZwyvGOVmYDgg570hfOS+HRu+7j8hzVvV9DktLwLZsGVhnZt+7/8AWqn9j1KKRQyg464Xjn36VzuNmZNNCvJGCP8AR2bJzgOfwOccGmFQTmDKgDjIOfz71JtvcBfsrOSQv7sZwPwpZEunbBt5GJOBtUkEE4z+nSlZhZlclQSrbGHcOxBP8ql2y4VjbqRjGdo4P1HNTtYXXl5Icc/KuBn8uoFQtYzIMvAfwbn6+/NArNDC8yEcyjsMNk9PepxcsjBS8me4Mf8AOo0iunbKQTddpOQVB96d5N3ANuwlmByqfN+BFDQWZKL3phlBOeGBAFSw3UbckqvuDVRbaeZiWtXKgdBwWHv/AIU/+yJJAWaydfQLhu/TilyIepdMsZ6k49c4xTBIjfKsrewbmq8envISscU6sB3Uj8qf/Z94owsRdguGaRQRnvwKnlQrE+3PG5eeAegprq+M7CQD2NVkt71W+WzUgnAyjDPr3p8kV0MFbUfMDk4Jo5WHKSbQQcEDFNYDgY7dzmmlbiNQDFIq9c445Pak81smN4AzDj1//XRZi5RHhVsF8MR2OMfyqN4U27RgYOSA2B7DmpfJYjH2VMjGcArx+B4pBC2WzaXAGf4X3duMCqVxcrKxtZTjBAHYbjz+OaVYmhOJGJB5zwcfpU6uNgVTcLk949236+9S+RcE/KUIx3XGad2FpFRpUUcJIMH/AJ5mm7gCwLZ/DB/EZrQa3mRMujDaPmwPeopI5WBwrMf5UrhaRSyxJ4+XHXPWpPtcv+x/3wDSyQSRj5oHTsDs6+1QFW/uP/3ya2jsctRSUtCQ3Uu3Hy4H+yKBdyjB+Q4ORlRwahIP91/++TSYP91v++TTI98nW8mQYXZj/cFILuZejDqT90dT1qHn+63/AHyaTn+63/fJoH7/AJlgXkw7qR6FRg/Ws6/OQCe5Jq1z6N/3yaqXx4XOR9QaCoc3MrlOjvSZH+RR/npTO0WkPSj/AD0pcE8AUDOiRYkHy8ewzQHi6YPtgVC8ZQhW4b03ZJ+nrTXBiQSGF/LPG7BrGxjqT+eM8Kc4x6UhmG4/Ljv6/wBag81VUsYQQuPvKaYJ/MAEUC9cfKueff0o5RWZaNwSMYb8AOKQSP12n8e1QTTTxjDQhM9P3Zqu8krYyGJ69SOKaiVZl4yS/wB4Jn3ppLsuWlGD155qoi3J5WObk9gcH0pPLeTLZc5bHHGPbpTsHIWWKA7XfPtn9KR5YI/vL1Hrg/WqwgDjDDC9Pf6U4ROgBKt6AnPX60WDlSJPtkJB2xbv1pVvYyeU78gqf50zymAUurKmP8804R5bkEDHYdPeiyDQU3kfOIo+P4tppFuuM7FwT/zzJ/CkdFjYpuYYOCMcj2pVYg42uAR0C8n86LCH/aJXwVjI9wmaXz5V4AI9flxShZHGAhX1JUD+VO8qZgQr7mOcHBxj04pBsIJLgr/q2+u05oEs4zlHUduM09bO6U8rk9flRs/WgQSRZV1ZMcfMDmjQLFYanJIW8wnjG3bxz79qkXWHGF3sv+0Tn8PpXUNoekYC/YEAH+//AI0g0LSgflsUOO2W/wAa0smdPs33OYOquFB3H5yeTzjBqB9QeRwWJCjgAV139h6Z0/s5OmMkn/GgaFpQwfsMQx6uaLIPZvucmupkKAM8099UeTLsduOm3jHPT+VdT/YWjZ5s4Qf+urUv9g6ERg2ij/dlaiyD2b7nNDWZCpJzxgc9Sajj1iRWBAOSQSM8H611Q8P6EP8Al0/8iMaT/hH9CzkWgB/3m/xosg9m+5zv9uXDtGWJBIILqSCR659e1I+t3LZ8suvoN2dvb866X/hG9Ff/AJdF/B2H9aD4Z0j/AJ8x/wB/W/xp6D5Jdzl4dYlWTzGc9+Mn5uKJdZl3YzwAPyrqv+Ed0n/nxT/v4f8AGmnw9pCj/kHr+Ejf40rIXs33OZ/t6cStvKkZyQKjfWJWV8yfKACPUV1A8P6QOmnkfSVv8aP+Eb0X/oHkf9tG/wAaSjFD9m+5y41SQABGIycHjHPtW5pMF3qYWeVmjs+vo0hz29vf8qvp4c0XcCtiMqed8jMAfQjPP0rQewNzn/SW8vG0KBgD6Cq5VvYOVrcp6lbW13ZfYxO8aA8pEu4N9f8AP1qkui2C25geR2jP/PV04+gA/St2DTIbVg6EsxG3mpfstrEzSeUpY8sTyTzVloybTwzp1oo2W0frlhuP61cEDxMViU+X2Aqw8sh3hdgwOvofT3NMNysjJt+6AHOPXsP61KqJiHR5jQswIHXgZP5UiXkDMF3YkOfkI+YEdjVa+/0mExtLJGSOGjbBFQQwrbwBIweAAXblm9ya0uFjS8yONcM2WPJx61G12M/KmfrVPbOWOFQDtk9adsk3YH6LU3Am+0SsflwPoKinmaKIyTysqD6n9KkWKQgZZvpkClurJbq2WF2+XfuOSefxFNavUlvTQoG+gDEeVOxBwQVA/mavWEsN1E0oiKBTj5jmq66LaLy21vUkFs/mavW0McSGOIYQHJ4xz2FW+UScmwLMhJVBlvbp6Co/OkL7SmB681O/FQTOEXOMk8ADuaQzNvdt4gW4g2yKxMRB2svuD2H86zJLW6QYWSK4XGCHHlsfyyD+QrYdMAljlz1P9B7VVkpgZItbksf9Ggtkbh3Qgkj328ke3A9a0YIY7dMRDqBlj1b0/D2HFO3YHpUO4ocgZU9VHUe4/wAKAuW4jyTSu7AYjGXPT/GooXBwQQQ3cVOuFHuaTBDFimCYEq5A7J1qos2oSxrJEY9jgMMgdDWhuIwRUFv5kCvF9nd1DsUKsv3ScgcntkipGUy+q+sP5CnLNrIGA0GPdRV4yt/z6yf99p/jQJWJwLZ/++0/xoGQR3OpJgzvEEyASIwcZOM9atNd3dhdxTTBHts7XdFwVB7Hn8aR45ponT7I2GUj/Wp3/Gr8cJkgCThWZlAcdQTjmgDE8au9teW8sZwsqk5HQkdf0rm/7UnOQGG1TkD6f/Wrup9Ig1Gzhsr4MywP+7cHnbjj/D8Kr/8ACD6P6S/99VLSJcbu9zjTqku85mdj3y2f/wBVObWLoxtmViC+Tzya7D/hB9I7eaM/7QpD4I0kggmX8xS5ULkfc5D+0JCxZzkhcDOTg9u9SHW5xHy3XDHGBjtxXWnwTo3dZf8Avuk/4QfRs/cl/wC+qOVB7N9zljrUkiMX+9nI7U2DUVVM7m3E8nP6/rXVHwNpOf8Altj/AHqcPBWljvN/31S5EDpvuc1/a+8AOSW8w9fSnS6r+7/dZJA+bJPzf4f/AFq6QeDdMH/PYn134pv/AAhumgHBnGf9sUcqFyS7nNHXJ3cRvIQvTepIwPYfhSx620akFi3tjj6muk/4Q3Tc8mf/AL7FJ/whml92nOfcUcqHyS7nP/23Iu5i+QoAOOnNQXGtzSL5ecepB4rqB4P0sLj99/32Oab/AMIhpnYTf99ilyRDll3OXTV/LU4kbP16VKdblZQi5Hq3GSf8Pauk/wCEP0voElHr845/SkPg/SxzumH4j/CjkQcsu5z0euPtVC+7aSQSOgqI623mbwzBl6GukPhPSgPlM4Psw/wqL/hEtLzwbg/l/hT5UHLLuY58RvsOEIIIIYHkjvzjk0sviCbd952fGHJUAn2Fa/8AwiumYxuuB/wL/wCtS/8ACLaUCMvP/wB9CnZByy7mB/wkF07giUoV6Y6D/Ip9xr8n3VJCknHOce1bn/CKaUf4pj+Ipf8AhE9JPQTY/wB4UuVByS7nOjUWu4xGyhVQbsg/hTCw/vD866T/AIRnT7YPLC0oZUbgkEHjoa5G4ZlkIjIx1GRStbY5a1FOV2yxuH94fnSbh/eH51R3zeo/Kk3y+q/lQZex8y/uH94fnRuH94fnVAPJnnb+VL5j+i0B7HzL2R/eH51VvvurzURlkz91aazM3VR+FBUaXK73IqKeYjtLAcDrTKZ0J3AUe1FW9KtRe6jDA2djHLY9B1oLLC61OkZ24T5gNygZ4HFL/as7SB2lfIXj562T4fsD2kx6cUp0HT+ciQk+9Vyj5GY8msbo/niTnnOMkD8e2aeurKUbZGseDnCDFan9g6cRgxufxpp8P2JGNsn6UuRByMy4b8YLmVixP5VKNWGJMImSecDBzWgugWC9pf0FKNB07PCS/wDfQpciDkfcx31u4eTeJXBLZPPLeg9hU0WuuqvhSAflGOSBjp05rSOgaf8A3JR+Ipv9gWGc4lp8o+R9ypH4hdFVHG5AR935SccdaYddKBFC7Vxj7uSPx7n3q6fD+nk5xJ7c0n9g2HdHPPdqOUXIzObW3cbd7DnOcDrR/aYwVaNGZB2UY/z0rROhWGMbG/77pf7DsOflkBIwcPS5EHI+5k/2oAGIVUY91Wj+0X2A+YrZ5CkZxj1rUGg6eP4HP/AhS/2HYD/lm/8A31RyIORmaNRPRyGI+bPqMf8A66kg1NVhYEbWJB47++fyq8NFsQCNrf8AfR6elMbQ7TOQ8ij0BFHIg5GMbUwqYQsZB1GT09Ki/t2ZECEBv91iP/1mrA0W1U582bJ77hT10axHBEjY7lqfIgUJdzp83XeVfwalKFly8mfwFVPtDE/6mP8ACMUeax/5ZqP+AUrG5OVRf+en4Bf8aC8Q7zD8FFRB5D0C/wDfIp4acduPZcUAHnx9N7/iy0izRk87j9HFSqz/AMSyfgw/wpeR/DL/AN9j/CgBnnRjkF/zNPFwuON5/AmlTI/hl/77Jp5Jx0Ye+TQAzziem/8A75pDKehB/Sgv/wBN9v1x/hQH9blf0/woAUSkdAw/4EKes8g5Bf8AOmboz96bP0x/hTNlsTkyP+FAFn7VL6j8acs87MAChJPAzUCi27Of+BJ/9aotRvoNN0+S7baypxhVAJJ7A/570bgXSsafug4ABLM3qT1qRXHAXgV5pL4s1iScvFKiJniJYgVA988mup8P+IU1KJg6CK5QfvI+3+8vt7dq0TsQ0dHI4DL7ZNQySblxnHvVZrjL568VA1wxPLY9gKGMs5YvuZhlegXoM96YpRCyqQCSSeelVTLkHrzjJNNaR8/KgHvgGpSSEWRMjMApDdckdqczj5Rnqwqkry5Bd+B2zTjJyKYF3evqKXzV9aoNMFGScVC93jpx6dyaANXzx2zTDdAn5QWx6dPzrJMjSHDkkf3c/wA6lUMe2KA0NAzyAZ2L9Cx/wqzHMIV2SL8/U4ORk1lIXjkByMryF3Dr24/WuV8Q+ILmedrGzkZY1O13ThpG7jPp/Oge53r3cCvtknhRv7pkAP8AOoS3mfvM9R8npt9fx/wryj7Lz87qD3HWtfSdWvtJX5JBcWgPzRMeF+ndf5U7isdy7nJBqnKadBfQ6harPbsSrcc9VPoahc1SZDELcUw0hNNLUxD4iVYshAPcEcH/AD61OtwP40Ye6/MP0qtHgk5OKkCj+9QxplgXMP8Az1A+oIpwuYP+eyfnUAX/AGzS7R/eNIdyU3MH/PZPzoW4hz/rVqMBPU/nT1Kg9PzNIdy7HeWo6zp+tWUvLfgKzv8A7sbH+lVImVNvcnoAKtwzRucZ/Oputh3JYpJJ7hf3bRRpk4bG5j6kdhV0EHrn86hgdGUFMYP4VIUDuxBx0PNIaHYX1P50DaO5pvknHUUvln0FAx2R7/lRuPoaTYR2pOB/AaAFyT/e/MUYOe//AH1TSR/zzamlkJ5RvzoAl+b0P/fVHzDqp/OoSY+4cfjQPL9XoAnzxytIXA6ioxs9W/M04FB/EfzNACGUDon6immX0j/Wn71/vD86aWXs/wCtACeYx6Rr/wB9UbpD/An50nJ6Mx+hppVz0Dn8aAFLSf8ATMfnTCz93iH50eVJ3V/zNNMTd0P5mgAOf+eqfkaYV/6ar+VKY/UYpPLHrQAm31k/lSFF/vn8xSmNfX9RTSoBoERyqohkO/8Agbv7GuDYf6Qw/wBkV3koHkyc/wADfyrhWGLpx6KKTOPFbr5/oRlR6VDOzJs245PPFWiKrXQ+aL6/1FIwoe9USZ0s+kadE+0xTc9NrE1la7aQWEVs9sDiYtnec8AAj+ddBfRxTz/MeUyMGPd3+tY/ivH2exUHdtLjOMZ4Wg9H2cOxkKoZVOByM0uxcdBTkH7tP90VLBAZ5ljH8XX2Heg8x3vZFS9iaIqrcBow4HpmqdbHiIAaiwHQRIB+VY+aDrgraC1seFhnU5DjkQnH5isbNbPhX/kJS8/8sT/MU1uarc6ksfQ/lSbj7/lRlvWky1WaC7j60hJ9TSc+tJuI70DF3N7/AJ00kmgv/tGmk+5/M0ABz7UmfpRgHuKTaf7wpAO3D2o3j0H5U3aR/EPzpCGHcfnTAeX7gfpSGVs9f0qM57kfnRn2NFgHmTPWmk5pOP7pppx2GPyosA4Y96XIB4z+VR/j/Kj5ux/QUAS78d/0FCyc9ai59f0oAH+RSsFzbPBH+r6euP6U0ysOkYP0cf4Uvmz5+WyU8ddxo+0XGOLVB9Rn+tQWRm6YH/j3b8ab9r/6Y4/4FirAmuu0cC/5+tPMl4TjbB+WaBFX7U5HCfk5ppnm7Fh/wLNWWjuGxkW4+igUwwT7v9dGPpQBGJpP4t5+jkf0qVZUP3hcf995pPJkH3rlB+FBSQDi4TP1IpgSjyGHJm/HNOEVsOcfzqqwnB+8rfR6Zvl/ut+OaALuLdf4v1ak3Qf32/I1VCzuOFB/4EP8aeLe46+WBSAmLxdnb/vk1z3i+VZYrK1O51dmfy04aRs4AH+NbwtrongDmubjtZ9Y1q+uPvx2zfZ1GccAHIB9/wCppoTKOnaRHfyLC995RYlRHbINikds55/X61WNrLpN+Li0laSSAktE4w5X+LpwRj8a0dLKQXwIgezWC4VnWTp0O4D8MGqz2c0mpRy3MiqwlZotj5aTJyDx2qhHSLcJIiSRtlHXKn2PIpDIPQVSjX7JLLaEbRGQ6L6I/OPwO4flUm6mIsGWk8zNVWnQdWz9OaYbr+4n5mgC5vOabJLs+ue/QVnyXFw3yoxX/dGKh+zTOehYjqTzigRbkuowxzIGb0HNIk6Mcjc3q2MUQaVJJzggdz61eTTSAO1AEMdyignbtA5JJrMvdXefMdoxSPpu6M3+AqXVSCxtoiNqn94R/EfT6CstogoyazcuiOerU6Jled9kTueSB1PrVSwtzIGYtsUDc74yVXpx6knipdQbNvgDGWGa6HQdPeLRmvxbC4HzFY+5wcfyB/OqRpRVo3J9G07Sru0kVbKMv5PmI8rFj755A/KsO+tY7eYy2XBRd7RE5BU9SPUeoP8A+rd0qZLmF7m2U24ME0Iik7scEYP1qnDp7w6hbPcEyShAiIw5K/xEj6HFM2MzTr1dMvVkXP2O4Hzr12//ALJ/SulkkHsfcVymoWptLi7szz9nlO3Pp/8AqxV7SbwyWfkufnh4Ge69vy6flTuTJGs0n0phk96rmWmmQVNyS0suGHNPaVh91dxqjvpzOXQDdjkGncC4Jpx1QY9SRTWJYZdELnq1VEAVgTIxIOf/AK1MG7H3Rn3alqBf3YwCqetSrLxyee9ZoLDkbc/WpEfAIOKNRo1VuR0LKMetTJdDb94DHTHG3FZCOc/eA/Cpll6ZcfXiloM3ba+jQKpbA7d61IJ0d2bII2gdPrXKRzYOfN/Kug0h0kgZ9ynkD17Uxo0fNU9GX/vmjzOONv5VGzqvQxfjTC7YyPJP50FE+9s9qC7Y6E/Sqxlkx92P8M03zpvp9BQBZMjf3Wo3yf3TVcTTHjzAPrTg9wRxLGfqRQBMXf8Au/mDSGQ4+4v5U0Gfu8f5mnZk/iKfgTQA3cT/AMs0o2g/8sh+FLn12n8aadmeVX86AAoM/cP500qOwP50Ex5+7SbYff8AI0ANIAH3sU3j+/T8xKep/KmF4+oY0AOAY9Dx7Gk8uQ+v50wlD/ETTcDsM0wJDE5Pf8xSGN8f/XFR8jt+tMLEdMf99UCJSjDrn9KYVOajLHHT9abvP+RQA6QHyn5H3T39q46Uf6fN/uiuukkPkv1GVPb2rk5f+P8Am+g/pUSOPFdBhFQzjG04HBzU5qGdSwXAz1pHPhmlUVzWOuXTEl7KzcnqcEH+dUdVvDfJCklpHB5ZYjYTgk4/wqr5rgAFV49UpruX5IC47AYpnrJpkiLiNfoK2NNtfKhMrD5nHHsv/wBeqWm232mRdw/doAW/wrbc4Un0pHmU4e82znPEY/4mL/8AXNf5Vi1t+IBi+fPJ8pcn3xWLTRvHdhWz4VP/ABM5P+uJ/mKxq2fC3GpyZ/54n+Yprc0T1OoJOeh/KmnPvTifr+dMJ4/i/OrNQO70amksKQ4z0b86aQP7p/OmA4s3Yiml29vypMD0pDigBxcn/wDVSbvrTaX3waQBupC4z2/OlyMdDSY9jQMCxPQ/rTc57j86XaPQ0ED0oENP1FJjnqKfjntRgimA3aT3FJgjrT8H60YPvQBGcf7X5GhW56GpMH1NCg5+89AGwRIR95yPXPWl2kd29fvVVMSj+DBwDwcfyo5UZEn58/zFZmhaKcfMw59WzTTAhzkKPTDY/lUAdjzhT6nkYp4lT+PeCP7uD/WgCTykAJ8wAf72aAgzxIjD1xilUwNnNxtwejfL/PvS/wCjHpcKxPIw/wDhSAVfKHVST6q/+Ip3mWgP3ZvwUn+VNzZ95P8Ax40vmWK/xE47fMaBAbmxBAw+e+QRSfarQfdhY/hz/Oj7RY7cbScexpDLYHkQ89Puf/XoAd9rte1sT9cU03kA+7b4992KjaS1HKxyD8gP1phmT+FW/wCBY/pTAlNxGXGI5F5HPmmuNtr02yeQrTiWW6l4hHJOQBXV+eQQfLHHYGsCPbb+JJk28Tkyw59WHOPfP8qaJZJNNA7xtJcTXajdbnc2PMfPPPb+VLbXSafaJcSRQwz5Ee84PG4DA9Bj5vypupSR6RIsVoFVIY/KQkA5lc5LHPUjHepZLBb22W5RVPnAedGRhd4/jHpTEZsmo+bqtrMWz9pjdTk4x8521fGGPzt+XNcxqEiS3hEBzFHhIyBjIHf8Tk1r6Hbyam8vnTGOOJRl1GSWPQflk0BY1UNov3hKx9iBTmvbRPljg+pLZpj6EhHy38g/7Z5/rUR8PjHGoN+MP/16LhYl/tCMHCRqD646U9b9WBVQRVX+wHHAvvziP+NL/Ys6jC3aY91IoA0f7SUDCjgVBeawYYvk++3Cn096qjR7k9LiP8jVWXQb2Rmfz4GbHC5YfhyKT8hNO2hCZ8iopGLdaopJmVonYQupwRL8uKlnAhj3tdWz5/hjk3N+WKy5Wjn9iyO9AMY9iDW9Y6jPDaWVra3sUMnlKFR+dxJPUfjXOBxMrBTkDqcYrZ0eyFxFJOq4vIY/KjB7NkjP5EVpHQ2prlVmbN7iPz2uJt+QpUoo+dgM4xjoTnp61Il3YWEz3ACG6MaswJyWB6BR3wOTVRTaaVIYbl5NlnHHFvTqzMMt19Ov0qlrVrLJNsyiTxKfJkA4liPIx6HtVFlTWG87VJJWOTNaq7fXH/1qzbeX7Ncq/wDD0b6GprpmF1sJy0cSxHIxyAMj881WlUkHA57UDNcy4yMj8elMCag0YYRJkjJA5x9ea3m8I+YkXlTyQlUAkUrv+bHJHP6Ui+FGVRu1SYjpgR4/rUgtOhhvFexqGmeKME/dI+b8qrzX2wlY/mI9TwK62Pwpp4AEk88xY8nzAv4cCp18K6QqkC03Y7tKx/rTQ3qcKb65PRgv0WmG7uOhnI/IV3Ufg3SkdXY3D4P3Hk4b8hmtSHTbK1wsVnbxr/1zBJphY8y82c9ZX/OgPI3/AC0Y/wDAqsavp0tlqFzZoT5iMXiOf9Yh7D3/APr1cj+zazo0RCxpfWfysBxvXpz/AD+tAjKJJ6sfzpeB1YZ9CauXenJp0rLcnlAGOOmO3Pv6VnWaefcPM+Bn+ZoAt24dp41iVmkZgFVeSa9KsNPNrZRxyOocDLYXue2a5LwrZhtU+1BWZLYE5Ck/OeAPyyfyrsWuEB+6+fdTSBEiwp/z2GfaneRH3keqpuogeIue5wAaQ3Q4IhIJ44brQMtiGP8A56PmkMKY6nn1zVY3TY+UH6b6d9qmI4wD6MM0AWPLwOmffmkCZ/g3D2qD7VOoOAuOvIx/WkN3OOSqY9h0pgTEYPFsT6YwTTWcA4Fu34rUZvJvYceophvn6FnI9iKAHeaOpiZc+5FNaQ8YXA/3j/hTPtx/2wPqTTDdKx5G7PqP8aAJDJIT97Htmms0ndl/KozOoIwv5YpPO9yPx5oEPJm70h871J+lMaY54dh7E0nn5yd/5igB22QjJU4PfNJg5+6aYZjjh6aZyR99T370wJQSvqPxpQxBHNVzMc8v+VJ5wzjJoAth2xxt/KlDv3UflVLzAf4jRvB/iI/E0WAtyu5hf5Rjaf5VyU3/AB/z/Qf0ronYmJ8Meh71zk3/AB/Tfh/SoluceK6CGm04001JwCZpUV5HVEGWY4Apta+lWuyPz3HzOPl9h6/jQXTjzOxbt4FtoVjXnHJPqfWhuT7L/OnseMDqelMI42gUHdsjn/EH/H9J/wBcl/lWJW94lULqLqOghX+VYVMUeoVseFxu1KQf9Mm/mKx61/DRI1F8dfKbp+FNblR3OoKf5zTCoHfH40uWH8H6UbjjhR+daHQMIAFJyafnH8P60Ej+7+ZoAj+YdxSAPnggU/cc/cH1pCx/uD8qAG7T/eAppB7tTuvQL+VJtyeTmgBMH+8fwpRkAfMfypfLOMjOKDHjnj8qAEz/ALR4pCSf46Xb/u0fUigBpz/e/Wk2+386fj2zSYHcEUAM2gH7pGaXp2b86Uj2P50c9s0AIOe7CnLj1b8qaN3cilHJ4agDQaSMEhs8cDjml86EcEHPTkcVXdoz92ELxjCsR+lRN5hPDrgdiMVFiy55kecBMZ45AFO+0DghOnpgVR804PUds9R+nP6U5CpOQw+mcE0WAtm5AJwrDI6A9DTHMcnWJT7modpVuWI+opzIxJHzfljFAA6AH5V2/wDAif50hVkPLZH0xTxGqj5m3H0NNCITnKrz2HNAhwaIE5SbA7hwR/KnhrTq7lMdmbGaj2I2C2MfSlPlqOCxx1IHSgZYQWh6EN7GQGnBbcDlFPbKjpVQpEz5CsPT5aXcMnmXA/IfnSAthrZePKGQOcrn+lUNZsIdUtVEa+VPEcxOBjB7g/49jUvmONuCDj14x+IpwuCPvxrz0ZTuP5HFAHJX7zSOiatayNJGwZnjbaZMevY/UUy91WWeFre3gFpA/DIrFmf2JPb2Fb2pTPJ8rM4jB4RlwKynSBzyFPuoq1FszbsYcNrJPOqM6xKx5d+iiuysZdMsbOO3tpmIHJJAyx7k1kNb254KsfxxUZt4MYG9f+BUnCT2YuZnQrqNtjJk74yKmS4t2x+95+orlGtU7PJj8DTDa9xOf++an2c+4uZnaJLAWwXOT0wwpWmtVXLM4B/2q4pY5VyFnH5GmPBOxyZd34mlyVB87O5Wa1ztJbn3NKLqxU4Z1XjqelcLsudpwR/330qNorgjlSf+BUcsw5zo/EF1oV1Fzbme5AwskRKY+p7j2rkzbRgja/6VY2T8AxNj2pGDgHMMn1xVaroHOW9KulspQwt4JGzlWc/c9/StJb17HXBf3MQS3umBfY4bDD+Lj+XvXOgsvLBgcdxUrXLGLyy3yEdKm2txKRoa35kl7FGIzKtxKz/JyHBwAQe/Fbd/dR6fpFuL2L/S4lCwRt1cjuR6Dr+lcrb3s9rxb3EkXOcK2AKiklMsxlkkZ3P3i7Ek/iaq4+ZCKxMjM7ZYnJJ6k+tWbNk+1Ruy5WNg549Ocfp+lVMqGz69au2epvaR7Il2qTk/7X19alsOZHQjxI2/Dufm568VMviCVl3J2GT0rD/tSSQjdGrnOeVBpy3iEKDbR4H+yKztYm77m+viBGI3OCPSpG1y2G0K2SeSM9vwrm/NtnYEwRAjuBijyrdl+RduRjhz0p2fcq7OpXUonHy7+Rw244/WoJ9bjhlKArnsCAa5loFBJWWVSR82HqA2oLh/NckfSnaT6hzM29UmttVgjMgCSQtlHA/Eg+1YdxGwZnxBKQRhn4b8SCKGtGOAs2B9KYdOlY8zKfXOapX7iTZVuRPOfnkUoDwF4A/CpLePlVZwik8tjP41KNPnH3ZYufc/4UrWF1n+A/8AAqq0h3Z2WlXVvbWKRW6AQoSfm6uf7xPqaujUFkIy68HHrXBiHUUG1RxjgBwaRTfryY5CcVDjMOZnfrfZGFdWPf5QaUSI5AJXjpgAVw8N/fW5B8qTHfipRrt5/FG35GoftEHMdqfLzwT+BpuEOcMwOMj5uDXKW3iJgf3+QvpVtPEVvIMk89hQ5zXQOdG9gY/1irn6Gmkc4WQMRxjBFZI1mArjeCAM0smsomMODuGcZ7UlWlfVD50aRMgIwoJ6465pD5pH+rYf1qjHqCtlWm6d6mS6VlDeacAZyRTdZ9g5kyVmc9unrTNzH0PrzSpdKSdsjHjFOeWMKXdgR79qFXXUd0N2ksAdppCm7oRn3qNbmBxwqknv0qViDjjB7cVXto3FzIaRjJ3EUhUk8ucfhTwgIyrMfbNH3HIZdwPOSSKpVYvqO4i4HG3I980u5RyYlx7ml8yNeWhVxjPJyaaJo+R5W36AGrTTHcd5sfUxAD2pwlQfX6dKYJ0IyMqSDnjv7VJ9oj2f6xdvpkUxCq8ZPyt/46aDKg+8x/75NME0fUMrfTFJ5mejN+tAxsk8JjcLknaeo9q52b/j9m/CugmdTE+Bnj0GBXPSn/TJvwqJbnFiugU00ppDSOEnsbb7TcBT9wcufat9iAM8AD9BVXTYfJtASMPJ8x+nb/PvVj7zewP5mg7aUOWInPU8E/oKkRCF3HqelLHHuO4/dH60+ToaDRnMeJj/AMTOT/rkn8qwa3fE3/IUk/65J/KsKglbsWtPw/8A8f7c/wDLM/0rMrT8PAtft/1zb+lUty47nRbs9Gb8Ka0jA/ebFOKL1P50z92vVsfjVnQL5jZ6mk81+3T60hMfZiaTKZyC35UCF8xu7dKTzGz948Uwk/wj86TLH+lAyUyEHljSbyeNxNM6jHNOyuOSce/WgB24dd1KO/NN+TPP604KueNtAC5OM5P50gY4HJNPVAeQP0pePp+NAhgL54JwPaly/wDdp+M96T5gOp/KmAnz5+6v50h3eg/Onbv9sfSjdkDkH6UANwSO1GGJPH6U4seuM575oUknhcH60ASGNCRuY8jv3/wpCqnjJ/Xn8KVmBQAqcHtnrShUQfxDnlWPIqCwEag/Ngt6E4pDGOpTODznnFIwDKSRn+S/jTwFUKqlWz0AHI/GgBqwog+V2RsdFagcZy8bDHcEfyoURqMBlB6cDjNKzIEA3biewakApcY27XC4/hIOKeskacBiR6NwaiUxsoYOcemcY+lKQrr1YEd2WgCwVk27irAH+8AAKUITjjAHq3+fyqqEEeGQOP8AcJ//AFU5fPXgZfPIyvJH1BzQMtldrhP3ee3zHJ/pTSDnJXknkhT/ADqISuB/qQfUhwyn8O9Ks64AYpHICeXJH44xigCTy2BAdwFHJzzTkRMjD5B5+VR+tM82Q8iYenAODTdxck+d8oPJC9Pw70ASNDHjcxwi9MnANVn060lA8yMHPQj5QfxqbDFixmJB6cDn8ulDOQSoALE5BLAjFAjNudKtFUlZGTjlSSSP8ayJYlDAROZB6lK6eTaSpYll69SwH0NAWFVO9UIX0Xk/59qtSJcTl/ImUZ8lh70wkrncu3HtXWAopCkAZ5wV/rTXSM5O1GJHXbjI/nRzi5Dkw3o1LuYc10z2ds0Z3wgYHXAH9cmqzaVbFTtkRT2w39KrnFyGHuYdRmky3I25PrWs+jrnCXAz7kED3qu2nSocbkYeuDzT5kTyspjgdMUED2FTvbSIP9W5/wCA0zyXA4TH4807isMKEjsfzphhB4IH5VMUdRll/SkPB/h/GmBXa1Q/wjPtTGs4vQfXFW9uWPzD6AUbQOhpaAUvsaDov0wSKabNMfxj6Vf+UdTz9KQ479al8oiibPbyJGBPrTTaSAArL+PrV4nqMVGwzyMfXFZtx7C0Kgt5Q3LLj61OiFcknJ6ewp5RicDPXFOZRjnmobQDS3JBJzSbuKCEbnp2pCsYGSTg+hoAUNzkdacH55PNVnYIMjoTxmh5hjjk0CRcVvUdKduNVbVJSxcnII9auKp44HHqa6I7aliBnJOCD+FG49Tn8DTtpIzwPpRt6ZwQfTvVWGNDdMBvenBx/wDrNOCYXPb1xRtUdTnjtRYLhv54A/75zR8h52Ln/dFJtRiTwR+tBWP0I9txzSsFyRTAFw9tC49SuKesemzH95Yhf9yQiqxVQecgfmas280aYyobHPSk4oCZdMsZVIRp0B4xvpG0gBDsvJ1AIx8mavwXI4IJHbhsU7LLjCEA88D9c1k4rsXZMzVsbmJAqXBZVB4ZCM/l1p+2cIqvarNz8xDY+lX/ADzuGQPT5ePz4zR5hOSZDtzxu4//AFVDpxYcqKT6lMsmw2zIuQqkJ/WrMd5ucLjbwTk0pkXfgHb65NQFY9xbHzeoGKzdBdB2NBWJJ4A7c9aaXB6jPPX3qhHJLA5wCyfxE8bas4wmeSQecdK55RlF2YmiRiMMcHAFQs4LbT1FPUN94cF24H05pNoJzyDnIxxk+1NMmxHlN3y54/Kk2qwByB/WkYYUkr0OM571AJCHBzwOtbQmxKRaIxycelKEI7/gDSqePvAgdVPBo3Dd90c9ia6jQbJnYwDk8HrWJIf9KlNbksn7lsx7flOeO9YTH/SZKiRxYrdCmpLaLz7mOPsx5+neoyav6MgM8kh6InX61JywXNJI1mPIC8E9PYU6KPcdo4UUxQSc4+Zu39KuIoRMD8aDvA4AwBgdqhfpUprI1G+DAwwnj+Jx/IUm7ETmoq7MfxBMk2oSPHyuxVB9cCsWtHUP9c3+4Kzqa2Jpu6uLWp4dAOosGGR5bf0rLrU8OgnUWxj/AFTdT9KpbmsdzoTEpOMHn0pDFz1Ix71IA3PGccGgjHBzn04rQ3IPKJ6OT9RSeS3Zs/hUxA64IAOKQspH3fzFICAo/PzqfakKvjoT+tWMjBKsKXOAOeD09aBlcI2OVP404RPnPyfiam3Ke3B9KXcPUn8etAEQiYkEsKf5I6l807cAff0NKSB7E8+tACLEvv8AnTgqjnk59zSbR1fg/WkLR5PzHp9aAFKqTkH9TRtHqOfek3JyFfJ7YWmFgeP/ANdMB5XA69eOlIQfUUze46KfzFG8sNuMe3WgBxyCOBzRuI4xTDzxvwB6UfRufakAoyuGO7I6EMD+mKflWxhmc56ZOfy60DcZdqkGTGNvrSCOQqd4UD1PJB+lIZII2UEHdkDng0YUghQhC9x1P+fpUQMiSApKAq84xnB/GnC4nx9xGX12fn1NIZNEgclcKDnjPp705YsvhlQHqBjA/MdKrm6YkAyndjoy4/nSieRk2+YdoHUDHFFgLEiPuAUbsDr6Y9MVI0YTClcA88En+YqiSV2jrjpnJ/KgncCSpKkdM4z+HUUWAvybIwVYMCeMLgY/OmBowp3FX4+6zdPqKqLtUZC8Y6E0wsChzyewxx9aLBcuF0xxKpz3C9ab5sGCBLvJ4OIz/I1XX5VwJFHqOw+tBKFNzsAvbPf9KLAS+ZBkGNfvHkBdnH1BponKEGMuvHBI5H9aYApOQ2R0+YYJqJ2iUlWxj1DcigRMs7A8qB/eK5z+tTLIrKB5iBWOOQVI9vSqgMRwVIPptOP0pxTzFVzuyeMEZJpMC5z97zCqnP3B+v8A+qox8hDGVgMYBABBqIo6ElAVKnHycEU5TOF/ebipJ++B1ovoFyQRkdC2evLAUgjD4OSR0JLZH86PMdkb92uTwD1JoJ3DBO0jrlc5/EUudBcaYYwy8pg9x8ufp71J5WE8xlUAHA45/wAacrDP3164x1/KnBCGULI2OnUfnRzq1wuRIAFGCoxxx1FByvAJPzZ/OnYCsG3MCX7YApoHMm3hl5GT/nmspVEK4KnHAYDP4il2Ky4ZV46ZFR+ZlzubAH4/rRvbqxAbHOQR+lT7WRPMPW1gK4HHuOKPsUL5D/Mw6E0z5lcHcwU9xzjnt7f4VHNdFN/zYAGMntyaXPJ6B01ElsoVVsxHoCMDnHGPx5/SopNOiXKqpPOMj/PpUyX6OVGR83Xip2f5WUMhHGFY4OPX6VLnJBZMyZLBFTzPm2k498+lNbTHQkGTa3cHnmr5uIuCs6jcMjIORx3qB2dwyFk7nJP6/WqU2TZGa1lIpx5ikYGeeKaIGHBZc+lLc3KqxwxYHkEe/WqzXDYJzk56+prS7M9CyYX3BQwOT+tRTwzpksvynoaYJ5HGI1YtwBtBq3HaXd0gST90o5Ic/wCNUlIq1zN3ujEY3A80CeQkoqls9sZroYPD+5A/zNnvkY/KrsenpGcDylA/ixj/APXVqPcpQZyK2N03LRso9TU8ViycvHuP04rsfsQB2NOMnnAT8sc0n2OLdseZy2OFUjOfp6fSrTSHyI5cI3ChG+gzRtlGRtOf92uoFnHkK4ZW68g8D6CpUtbdgfMXoeMZOR685xVc4+Q5MLKRkJn8MUo8wE4jP5g11gitVUkRKCufvKBx64pxijyME8j0A/DnFHOHKckI3JOFbJ6DaeaesMrcBTkfWusJ8rADEkJ13ADPoPSmrJlf3wRs8gFAefTn/GjnDkOY+xTsN2CB0zipBptwCPlJ/wDr1veTDt5yjYyADj8eTTVgKtsyw4yN2Mn3pczHyox10uXhQo/4EetSJYhSQWUsD1UHrWmIGYHLLzx15/MUwrsyuVPOMArgfSldhyorNblZCNuR/ugE1JyoISQgED06+4qRQAS4JTH+zn/9VN83L5LYx95SwH9aQxGU7duSc/eyeP51H5KZYhAD9OTUiTxqjLvypOTuGfzoLgggiTHfHOB7UDIipUEjjb/tYJpWQlhtYj0OM05gNoLA88Atxg0mSF9cnH3+mO9F7AV9rMigLyDnHbkGplJVdoPuff2pSxBJBC7genr/AJNMZm6bTnOQcfpXLOXNoRe4kj8Z5HPAoEjHnGQcU3Gdwbntj601gwz0b0AqLEu4nnEsV544NMlYlOPvdBjvTjKuCe7Zzx3/AM/yqncTPDu9xjpVJEksF5K5IEW4Y4K1bLtgfIQKzbJSZCwkZB6AZH41pAn7rMrdzkV2I1QsgYxPlTwD1NYp5nkrYkdjC2T1U45HpWMf9c5qJHHit0OrV0df3EnoXBP4DisnNbelcWf/AAM/0qDGiveuaNuuWLHt/OpyQASxAA5JPGKbAMRL781h6nqBuXMMR/cqev8AfPr9KbZ0TmoK4++1IzExQEiPu3Qt/wDWrPNNBpe1Zs8+U3J3ZQ1D/XN/uCs8Voah/rm/3RWfVrY7aXwoWtXw3/yEyP8Apk39Kyq1PD3/ACETzj923NUtzaO51CgkEYUEelBBPHJwe3SmYGeSwI9DTZEG7aWcr7tmtDclYYU7ifzqMyx4xkD6sDUZTDAcnjjK0jJxgbRQA5mjA55PsuabviB4TI/3QKjI9SPqPSl3D8R7UDFZwePLwP8Aeo+bH+sx7daaMZODhfSnAg9yF9xQApGeGbIHtS8cZOfTnigMAD1/A0obAztHPfpTAQxoFOV47804BRyFozlgB177TQSe4GT0z1oATGThhn68YpxG40AgnOScj1FI0iqMEg/iKAFwPfHpikIXHf603eMEgE4/uqaTzCRgAj6kUAOKhjmgAk521GWJ4HT0OaNzA5yPYf8A66ALHIZgjqzMPnwKVt4z8pUY+Y5GRVaQtvALMGxkkjp9KVVVQSACB/EeCakdxSVDDMgA9zg/5/zmlkZRykm4nrxx9elCkA45QEZNDdTu+6Oc56UmwHSFCNrDaBzkrnP/ANao1VcADep9UOBn6Hj8qTjGdvGeCSWFBYKA3y4B7DgUwARynkYbPc8HFKEfgGSNOeATznHvT8IrEkFVHUqeR+dKdpTbgHBAJz+tTzILjhCZAP3yc8YKnNP+zxKVaSVsEc5ODn245FRhGjwEZlzydrdfw6VJl87SQVI4GMY//XUuohXQ5baJ2yHLY9Tgg/gKc9pH9wF1753ZoDjld2OOh6nj/DNSDG3k5GcjH8qydUSkiOO2hMmJI1YHoM9TSiCIHahCEcZwP0p0jhI1LDGOuPQ1H5jLG7SD5hztPY9v8+9JVWPmJsIE8sbjtJJPAP0+lJ8oXKkqQDgf4+tQsx3A4P8Ad6Uhk+VQWALAE5Hv/jSdRsXMSbSVzyQeeR9KgnuAEODlgTkD2FPkuNoKZPGQoHTB/lVYzRFtw7ZA7YB6ip5mxSfYZJcuWZU6rknj73cY+tTQ3AAU9AcbfypB5RcyDG7pgnj6ke2KZLLCAxdjkLk+oGepoeuiJVyxGS0hBx3we/pUxkVUZfmBGflbqMHvVMTR+buJZBj1+6KnMyeXnGGAO31OOxrNplrYlZGeNugdjg8dzTAGVlaTkKP09PpVeSVycg7GJBUt+X9KhM8mQGdS33ceZ+PP8qfLoJtFo2+5yyv8u76f57VDJLsZRvG4nJz/AHvTHWqcmpiRGjY4PY9h9fXmqNzdx7F2sc7eSP5Vag3uQ5LoapuHIbB5xuweAfQVm3t2WXIYAnJPc1Tivm37g2CWyO+DQYLi4YskbEA53AZrWNNoWr0Broh1Knj2q0NUZ2Uk8he3b0qFNNldsM5DdMHgn8K0LfSIVUmaMnHcsea09muo1FlOfVJCxEQwSMEKOvAz+dIgvrlNojYAgDLcDrxW3a28UanyYgB6Y6VMGBDZXtkB+PxxTUIork7mLDosjZE04Uj+6CatxaJABuZ3LfhirqyqAx+VWHQcfyoSdSo3tkY6qmcVZXKhscSRIvlKAT3B7fhU4k2qRv3d9vBUfX0qFZMFmWNi4/iKH9c08O7BcJMwHPGB+lBQ4KgyyM2TwSpxg+vFCSzxoWWZxt6ElW/nQVccMI417tn/AAFNjEnmZRlA6AheP17+9AEyyyKRnyiOu3JAwe+eRSreKVAffyOxVgo/nUIVxuxJnHOQBgn8f50vkjbmQk55xu+bNAFuK4hYAIwTcecuQQfqf5VKsqpK67lHzZDu2VNUDFH0K4JBxluD6daiMMKD5o0VOgIx/SgDSkuo0JBaILjGchyD61ELtSrjd17qScmq4jG4AExqOrZyB+f8qaYX5bKsuc7um79aALDXqGPa6SN3Jx0P49aQXrCMBEwoOTtIAqvwMHaM9Mqc4/CkLkfecq3vx/8AWoAtC6fcdsOM/NksW5qF7pyG6Djn5M4/Dt9ahAIk3cnjgjkf/WpzcqWXIOP4f8KAB55iFHm5CjAwo4pxnkIBeSToRk//AFqYHO3hdw6c0IW2MuCB6D/69MQ3k4P3gPUf40FRtAIGOuP8aUgggD7uM8gYP400kHkEZ6Abh1oAUqf4OMDPykjFIjPuyp+7yckGniNimQoJOeT2qSVFjDKo9umPrWUqiTsBGGk2joQM01pGVRlemMjOe3WpZGGCWbIznI9f8KhJCtnouTjNYSldksYXckg9V6g96agffy2RnB9cih5MYJHyrgnP6U0yKUxuzggdOffP+e9IjcWV/lODnoOfr0/z6VC8pVcnAXp/PFDujBu3ODjt/wDWqlfT4VNvQZyOwP8AjVJA2x73BXJAG7t7Cq7XYZMFd23oaqvKS3B/Cnwp827bnHcGtYwuSXrKUCQ8cn361qo4frnaf4cYzUFhPEIljIIOc5b/ABxV5ZBngcDpz0+gNbGsdiGXcYJQgcALk/SsT/lq1b0zIbeZujbT04rAH32qJHJid0OX71bOktmzPs5/kKx161p6O2Ypl9GB/So6mVIvavcm3sVjU4aX5c+g7/4VgA1oa85NxAvYRA/mTWaDQyKzvIkFKKaDThUmBQv/APXN/uCqAq/f/wCub/dFUKpbHdS+EUVqeHyF1HOcfu2rMFafh/Z/aJ39PLbvVLc2judEGBOMfTB5pDkDJ/I9qDtHPII/z3prAgg5AH0rU6AZhnkkfpmkyGIpCMcZ9+KQkY6MDSAViNvO7d6Y4pgccDIwfYjil+QNjj8aQEdQeCecZB/OgAByCRux24pFA5ymfxxinl8cA9PWm9RnPT0NMBQGB4YgdgDTlDA4DDH0zTR97IIIpwzjLE8flQAp3YzkgfTBpQueTnGOmaQsuMnGPY8/nSkqMEng9OBQAbV7pge1KAoJOOvvTSVBAIx3zmkJ9eQaBDmOBxxjv1P5U1QMj5eexJ5NLzjAIz7mmBt54yc9D2NAxxxnPX8aVcBvvY46GkJxyTg+ppFYZ5YCgQrF8sxXAHyk0qsAeSOcHGOmeaknclyEG5VAwx7+pP6800lFkZSxKhc4HGf8a5XU5kDdgR2O9RncRnkYz7/zpzxZQEgFcDcfXuAfyppkGMoOQMf73+fSnh1DbXbJX5iB6dKlzbC4LG0h8zqTjvj/APVQseRyARk8etAnG3cR8mM8DkHNH2jK52429s0OowbF+zsVAk57bgOenSmtlSEKkluMZ46f/qH4imyXqRk5wCCFwT0+vt1pv20AEYLpknjoQOoz61N2ybjgkxGAoVidqjvkHv6elRTySRgBh+7xt39hUn2wEYUhRtyMemcf0pHmjlGwkjaA+3HU56D8OvtS0YrXEUiSOQlsA8HJzkD0/DFSzSFiDkB2+8rdBx2/Ks1rwM8plVBltwwOD2/Loaga53HLHjoT29/r2quUXQ2HumBKsPMxgjHTPp+v6U03RVuWzt9+pHWsia7LRlD0B9ORiqz3JMowSAo6E0KndBc2hdjoylm/ug9c+v8AnvVV7weYFZnwmRkckgHOPzrK+0t5nzHJ9Mfyoa6IZyqgBxtIz+dVyCNGa9LMWK/eyxwT1zwPwzVY3bCTO489Oefp+VRxXQ8raRx1znBz2NUml3OxH3skkdqpRA1479YyCSoHQ56e4/lUhv4fIYnDHpyOvvmsRfMkGFQnp2qzFYXUmQybcjv+lP2ZSuXXuo9hIlOTg/h3qlHeNgHd069qtJpDjb50+5cDIXqRVxdKs4fm27h65zVKnYOVsyJ72a5UAbmA6D0pVt76dtwVuucnrXSRQiMboUUAjOduMU5I2IztZufQ1SjFFchgx6TcyPl2K9iAuTVmPR4RxIGY/wC0wANawRN4kVDtGD8jf1qUy4+RsKCc7iM1VhqKRQh06GJstChHX5m7VZCJGu0ERkHIAyM/0qVJAWPcdPlPBp27BJ8xev3SSSKB2K6rkFGPHcFMkfSlS3hA+aSdV7BTx+PapGfHyg7RnKgAgn8aQZL5lLMWG7K88fh0oGAtowhYTrIO4ckEf5+lMBhSTf8AZXXb1PDDP86e0mGVnxnt8vDf1pS4CDG0KRwRnr+PJoAIZoHkyGRT2DDb+nFTPgMPMUjPQ4J5quN2wqG3kjpgn9KUIsbnBPT7y/Ln8KAJXZVdiVRGHOSOntmlO9jlpM55GTx+A6VALgIx5DenmIG/ljFAumyS0a46jB/xxQBMpDjanlrtPOMc++KkYKZAFJB+uT+pqvLdQM3ylemWDjJ/Wn+cjSCVQJB7Icj9MUAP6y7MncfvDaBt/CnSIEZSGyDzlRk59hTEmC/NskOTn/VrQsjoARlV6j5+nt04oAU7UPGck85HT60jHZh4htzx97n/ABNDSuAjBoGOSN2SMU5gisi+eyk8rvj2jnv/APXoAaMkk5Jx+GPwpTxgnA9Tt+8fTNORWlO1A7fNz+8AB+hAokiVWUq4XJ+65LZ+vOKAI5BEvAKZ6kE4xSb4gqgMG4wVUnP6dKkWHa3IRmPRY0wPyxilDtt4yB3Izx9R2FAEbJESqiHI6D92Rz6etM8jn5A4ZeTlhx+GTU2+UnaZWkHXgdB/Sl80BQqAHPHHGPxoAquj5xuULjqTn6ZpVil27m3FTxkJuxU4+ZQu75jnHf8AGkKBRuViRxwO9RKViSLyE/5aO4Tvn5f6f1p/2WAnpvHuxNLvUKSMjC5znn6/TtTHfYdoK7hg+n05qHV00DmH42oBGg5BDeo96rq/Mag4kkGdvUAe/wDntT/OGH/56DoT3pjFTJnHIG3gcnmudCK7ZALMdpPJz0B4BFIZ04XjJyfl7dsfyqR3Vch8FcEbR3znp+NVHbaWVdv3evQgAVejJYTP+7dS2S/X3GRUMkqhslMsByW78/y4qOZ/LAGflB49TTGaIqAcrk5JznHv71aQrjXuC24A/N1//XVWZi6/KM+vtSXD/vsKBtx2qSJRwc/ga0jG5IyCNj1Gc981dt4wzYCZA7VNbxRN94n+YrQjtYsDCyNz16VtoilFsIIk24/eD0XdVhYVcdz7Nziq0OqWJGMsrdMP0q156yqNhVgORtbNK5oRzxKLeYYwVU8gdawcje3Nb8hMisrkkEcjOKxLiymiYtERKvoRg1Elc569Nyd0IpBar2jttuXT+8v8qx/OCnDIw+nNWbG6RL2JxIMZwQT68VFmjnjFx3NHW0+e3k9UK/kf/r1nCtnU4mksGJHMTb/w6H+lYgamRVXvXJRThUYNPFSYFK+5lb/cFUB1rQvf9a3+6KzxVI7aXwjhWnoJI1Dj/nm1Zgq5plwLW6EhAI2kcnFNbm0d0dQADnvjoOmKRuh6/jwKqJqMLjPzAnqQcip1uYXPDAZ4OeM/nWhuPxxgHgfrTSM9z+lKGIzyCPrxSFsYDAexxQMbsIY8+/NIV3HGAc8j2pd5wRhV/wB7mjJIGBgY6YzQAwR9w3I/h3UBSR04+tKCMZIWmmYK3ynOexAP86Yhx3nnOfqKQ7yV3J09Kb5jZwFzu79DTwWJ5C/XvQAvQHrjPpSeZhyW4z7U4kOuMAAeg5pMEtnjaPegBPMUZyevY4pC2eUZTzz1NLhTg/yFLnaOHOB3zigBCC4Hy9PwpQspJGAM+pz/ACoy4P3sg9c80EscYXgfUY/GgBuwluH/AAWnpGqLjDH8aQSHn5QMehxT9wJwQfpigCZnQ/u1OR09QSOfwHtVR3CqZCcsc9P4ff8AkKqS3JREXeep4z6e9Vnk83hX65P/AOv9K4VEhsuNdABEHy4OeOn1oa5A2gkbQM47k+/+e9ZbMVxlvlLEH1OKUsSFySRn8x61pyiuaMkpKgnJBQtjtknofy/Oopbk5GTnkf05qm8zZccErx+A/pTJJhtxz6/j6UKImy1czk7g2SG4OOAaa82QNn3FGAPQe/4mqTzsI2TJ4piSMCMgcdu9VYNS8l0Qy7jyqlanhuInCls8nLc4x/nisUSHGQDgE5pyM5BAUkkHg96OS+wzVvrlBboAP3g4LDt/9fHH4VQaY7AAc46Y+tKLe4mbcqsB6+tPi0yVmCljwfy/GrUGFmyCSX5mJIAP580xnYqMfMOxraXS0H3ssasrYRDBKhV7Aiq5UVynPLHLI4wmfxqVNPncYxjnvW8lvCnAT6cVIq7TuPC9OadkPlMePSXHLyhce/NWE0yNVwQMD1NaSqeX3jGccGjy2PQ5z+X8qY+VFWO18oDaxXb228GrBMighowc91OKlCFUPIz/AEpuFyD5oHHtQMWORSCu4j0DcU8MRj5wScYwAAajBUjb8hx0HJpI0Zm/cbhx0XGD+BoGWAqrJjaS3cZzg/TpQuH+TeTg5+XJz/L+dRBrjbtEa4I/hbDY/WmLLKmTtCHp0yB+PSkBaMo4AA3N2PU/U0STEHGwD3JyfwqqzSOMbgQe4Aocvu5+Y9OMCmBYMhUcFg5/vAZ/PrThNtJV5xxwPm+7/jVUncwGDnuC2MUZCxngEj1FAEokjAydmV5DDNO84MPvFyeuz/OKgEgc9Mse4/wpAi4OcKAckZxQBP5yxkAK+McZ/wD11E1wQ+QBuPc84/CgbQucAr656U35mfJHHTnsKBEgkk8p1R0CHnvUaSyBSNwUHsoFBO0/X+I4NKC2d2fyA/rQA3eW4aRiB6HpSHB6ADHdwTTvlUcnOeOSeKUKSuARx1z1NADTtC4BXH50LIVbKuwPquaXAbngY64owqvkcEepzQBLFeXKEBZMrnIz/TFOa+PSWKNyvOVJ4qDauSzMceoFO2KxwCM44z60gLCXUckm4BFXHG4EA/8A16mU7I8MQ5Jyp4OfbP8ASqGx+/3f0o2Yf7uG4xgfNTA0D88hO8qSDnI/l3prOpjBWQgnnbnr+dUxNcYyZFYAd1BI/GpjcYABjUcZ9P50gJsMyrIzMyNwR2/M0sgCouGwMe3H5VVWcEH5wMjowqQXG4CRXVmDFTn6ZAx+dJuwE4l3kHyghAPVc0HPljbjLeg6Ux5clgqYwRyQeD681G0oUHyh82RgYyc46kenFc8pvYTJwQFOdqlSOnv1P8qjmk2kq6htxJx/dAwPz6VXM2AVzuwo8zuePf8AGmBhmSRnKt0UdM4HX/PpWbTZLY9ndX8rhSQ27nIXoc/rULFnnZEXaB0B6gY/rzUYysaqQSqL0Yeozn37insxa62FGY7/AJsd/wD65FVaxA2UkIyCTIwxwPYdf5j8KheZmDvj5nGTntngfyqZ7ksjchlPIA6Ljj9c/pVV3AGI07bSCcYx0H86aGhBIcMrDAJ4wf6enWnSyK4RAygAfgD/AHj+tVjs8wEOMMo92UdOnrVaSQ+Xx8oBHy9/zq7B5Es7pI2d3Top5NQNKwj2DDEjiomJZgo7cgDn9afGrP16eprSMSbBHGHIarUcO3krx7U6GLdxjH860be1C85yOhHetUkikrkUUZHJ47c9P0q/Cw3DAAI75/yaI02nBwoHtg0u1ckgZ9yKDRKxn3OiJJIzW0vk552PyPwNUZNLv7f51Cuo/ijat9BwRggnuo4pUD84O3Bzg80rAc4uo3tudrs/HaQZqePWwf8AWwg+6HFbmFcnzI0fPXPf86qT6ZYyj/UFDnqhpWEUnuNOvPvuY3Pdhg/nVabTZApeIrPF/eQ5x9RU0ugqRm2uB/ut1qlNpl/aPkITj+JD/hT1JcUCSz24IilkjBGCFY4x9OlRieVe4Ye4/wAKja4uUJEgY+ocZpv2pGPzJg/7JpOxEoX8y2l2P44yP905qZLmFukgU+jcVRDRv0bH1p2zPuKTijGVGPYkvW/enHI2jpVPIHWpXRB97aKiPkDou6jkNIQSVhplUdDn6UquWPAwKQMW4jiH4DNPEErfewv1pqJpypDxIF/ip4vnT7pP40i2qA/OzN+lTxoiH5FwR7VVh3Finu5XUruUZ6/dFb4LN0YeuM5xWIGPp+ZqaKZ4x8rEZ680DTNYqzYypOOmKTO05dQQPUGqiahInyuu4etWEvI5GwDjjo3FBV0OZk3dE69PSlwvPQ+xHWn7I3CnbnPXpSeUM/6sBcZ+9yaAEUKVwxyT1+bFKMnjhufrSMqkZ3cehGcUNEUIHBbtigBQvOGXafrilyDg4zj8DTNsg4KcHuD1o+7zhgPcY/GgCQkZ7e3rSZHXAHY4NRMxBB3Z/Ec0ZbIJVRx3oAk6ZIJOaRiDwQPp3FIck+n1P9KQsA3GOe/rQA4sSASdwFIdxOFfGP8AaxQCSfu4xwKVTuJyMj0x0oA595Gzydx6ZPvz/SmHJc+2KKKwMkGS+WJ6fr0pxyUJz2zRRQJlXzGZl/2sZpjsxkAzgZooqorUuxLHB5hALY78CrUdjEuQPb8aKK1skIv2dhEy725welXRaxLsRUABHpRRSZokSiAKMAjHTGKPKUDI6k4oooGSNF8gJdjmmIFJIIOc9jiiigBknyzbAScdzU0cZkjLZA5x0z/OiigYInmSBSQM9wOlPSJeYyWJHfcR/KiikA+S1QkkAAY3dOf50trEJG4woOBgAY5oooABne2Xc7VzjI5x+HFRwBZpGONpBznrnnFFFAiQx+U6tuLZJxu7cU1jv3D5hx2PH5UUUDBraIxhtpDYzlTiq0yFEEu7dnnDUUUCITKzHPTNSsSiLznNFFMB0qttyZCVH8OBQsAOSecDOTyfzoooAjxkjGBk/lT22lAdg5oooAaRiPk55xwMUJJhQSMjsPSiigQhkxHuIJJ9Dinq5MIPTPaiigY2Niykk9vy+lKH4JYZwKKKS3YhqKQCwbnG7pR5rPFubk5oopgG4793fPWpwodQxVScZyRRRSfQESTW6hA5OSDnpSiFSsrnBK4AzRRUSH1FlgWKVUXB43ZIqVkCFo4yVALDI68nGaKKibd0J7CKold4myQM9TnOB/Wq8qhGcYBKOwz/AHuM8/yoorm6mdxHw86oQNoOTx17Ef1pr5YgqduUB49yw/pRRR2GQwgS7FYcOgz+PFMnbcbndyVfr3JHc/j/ACoorRbmdzOuGP2hgDhSRgDt1/wpsr7lBcE8Z60UVqWym0g8yT5eFyRz2PaoocyMSTjHSiiqW4kTxwbH++SQK0IIgVL56EZHrRRW9tBrcviKNTtIJ4znNLGCcHPyk4wRmiikaFpYAD174qNF3N94j15oooAeUwVAxknrQ+VlSNiTnnK/LRRQAOAsxQD2yeaTyl5A4x6UUUARsvz8knPqamitDIDiTZj+6KKKAIpLJJY/mYnH94A1m3WlWufmTqOxxj+dFFINzMvtMS1lCpI2CaozBoD97PuOKKKCetgtofPGS2PwqdYI1/h3f73NFFNCkSIM9OPpTjwQMUUUyRfenAZOCaKKBjhwPrUiYZhjiiigBzKVbBYkVIAccHH4UUUDFDspG0kHPHtU8V7LnawU574xRRSGi+pSTy9qFGc43bskUbSj4Lnn04oooKAYWQKB17invwm7qQcHPeiigCObaiqdoJYflQsaPtABBIznOaKKAGeVlmAbG31Gc1CrcspGce9FFAyULtAxjB7EUkamRiM4/CiigR//2Q==" alt="Технические характеристики электрических машин для дорожного строительства"></p>
<p>Рабочая мощность таких агрегатов составляет от 150 до 400 кВт, что обеспечивает значительную продуктивность. Энергетические системы обычно используют батареи с ёмкостью от 100 до 500 кВт·ч. Время полной зарядки по средним показателям колеблется от 3 до 8 часов в зависимости от мощности зарядного устройства.</p>
<p>Максимальный пробег на одной зарядке варьируется от 100 до 300 км, что позволяет проводить значительные объемы работ без необходимости частой подзарядки. Скорость движения, как правило, достигает 30-50 км/ч, что подходит для выполнения задач на строительных площадках.</p>
<p>Системы управления часто оснащены современными интерфейсами, позволяющими оперативно мониторить состояние аккумуляторов, уровень заряда и другие параметры. Важной характеристикой является наличие рекуперативного торможения, что увеличивает общую энергоэффективность и продлевает срок службы батарей.</p>
<p>Грузоподъемность варьируется от 5 до 20 тонн в зависимости от типа машины, что предоставляет возможность выполнять разнообразные работы. Размеры и вес машин обеспечивают маневренность на ограниченных площадках, при этом минимальные габариты позволяют проходить в узкие участки.</p>
<p>Кроме того, машины оснащаются различными адаптерами и насадками, что увеличивает их универсальность для выполнения различных задач, включая планировку и асфальтирование. Уровень шума и выбросов значительно ниже аналогичных моделей с дизельными двигателями, что создает более комфортные условия для операторов и рабочей среды на стройплощадке.</p>
<h2>Преимущества гибридных технологий в укладке асфальта</h2>
<p>Использование комбинированных систем в строительстве покрытия повышает эффективность работы. Такие устройства обеспечивают снижение потребления топлива, что ведет к уменьшению эксплуатационных расходов. За счет снижения количества вредных выбросов в атмосферу они способствуют улучшению качества воздуха в городских условиях.</p>
<p>Энергетическая эффективность проявляется в уменьшении времени работы двигателей внутреннего сгорания благодаря интеграции электрических компонентов. Это снижает уровень шума во время выполнения задач, что благоприятно сказывается на здоровье работников и жителей ближайших территорий.</p>
<p>Модернизированные техники обладают хорошими показателями маневренности, что позволяет выполнять работы в ограниченных пространствах и труднодоступных местах. Это важно в условиях городских улиц, где пространство часто ограничено.</p>
<p>Комбинированные устройства также часто комплектуются инновационными технологическими решениями, что повышает точность укладки и долговечность покрытия. Использование таких механизмов позволяет создать более равномерный и качественный асфальт, что в свою очередь способствует снижению текущих затрат на ремонт и обслуживание.</p>
<p>Лучшие производители предлагают системы, способные самостоятельно диагностировать неисправности, что упрощает обслуживание и повышает безопасность работы. Применение таких механизмов в результате ведет не только к экономии ресурсов, но и к продлению срока службы техники.</p>
<h2>Экономические аспекты внедрения экологичного транспорта в строительство дорог</h2>
<p>При переходе на новые машины с низким уровнем выбросов, предприятия смогут сократить эксплуатационные расходы. За счет уменьшения затрат на топливо, а также снижения расходов на техническое обслуживание, строительные организации смогут увеличить свою рентабельность. Например, средняя стоимость электрического двигателя составляет до 40% меньше по сравнению с бензиновым аналогом в процессе эксплуатации.</p>
<p>Инвестиции в новые технологии могут значительно повысить конкурентоспособность компании. Несмотря на первоначальные вложения, связанные с покупке специализированного оборудования, срок службы и надежность снизят общие затраты в долгосрочной перспективе. Некоторые компании сообщают о сокращении затрат на 30% в результате оптимизации процессов благодаря новым средствам.</p>
<p>Государственная поддержка и субсидии со стороны правительства могут дополнительно снизить финансовую нагрузку на бизнес. Например, программы по стимулированию перехода на ресурсы с низким уровнем загрязнения позволяют сократить начальные затраты на 20-50%, что делает процесс внедрения более доступным для многих компаний.</p>
<p>Снижение налоговых обязательств также представляет собой важный экономический аспект. В некоторых регионах налоговые льготы предоставляются на альтернативные источники энергии, что позволяет компаниям сэкономить значительные суммы. Это позволяет выделить средства на модернизацию и расширение бизнеса.</p>
<p>Не следует забывать и о репутационных выгодах. Повышение имиджа компании как ответственного работодателя и производителя способно привлечь новых клиентов и партнеров. Участие в экологических инициативах открывает новые возможности на рынке, а это, в свою очередь, может привести к увеличению доходов.</p>
<h2>Регуляторные требования и стандарты для электромобилей на строительных площадках</h2>
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" alt="Регуляторные требования и стандарты для электромобилей на строительных площадках"></p>
<p>Соблюдение регуляторных требований критично при использовании машин с электроприводом на строительных площадках. Ниже приведены ключевые аспекты, которые необходимо учитывать:</p>
<ul>
<li><strong>Технические спецификации</strong>: Машины должны соответствовать стандартам, установленным Министерством транспорта и коммуникаций. Это включает в себя требования к мощности, ёмкости аккумуляторов и времени зарядки.</li>
<li><strong>Сертификация</strong>: Перед эксплуатацией любой единицы техники необходимо пройти процесс сертификации. Это подтверждает соответствие безопасности и экологии, что важно для легализации использования на площадках.</li>
<li><strong>Экологические нормы</strong>: Применение устройств должно соответствовать экологическим требованиям, установленным местными и международными стандартами. Например, уровень шума и выбросов должен быть в пределах разрешённых норм.</li>
<li><strong>Процедуры зарядки</strong>: Необходимо организовать специальные зоны для зарядки машин. Эти зоны должны быть оборудованы безопасными и сертифицированными зарядными станциями, чтобы избежать рисков возгорания и обеспечить надёжность.</li>
<li><strong>Обучение персонала</strong>: Все работники, использующие машины, должны пройти соответствующее обучение. Это позволит обеспечить безопасность эксплуатации и повысить эффективность работы.</li>
</ul>
<p>Следует обратить внимание на локальное законодательство, так как нормативные акты могут варьироваться в зависимости от региона. Регулярные проверки техники и соблюдение стандартов обслуживания помогут предотвратить возможные проблемы.</p>
<p>Координация с местными органами власти и соблюдение всех указанных требований позволят максимально оптимизировать использование машин с электрическим приводом на строительных площадках.</p>
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			</item>
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		<title>Устойчивое развитие в дорожном строительстве &#8212; основные принципы</title>
		<link>https://adsk.kz/ustojchivoe-razvitie-v-dorozhnom-stroitelstve-osnovnie-printsipi/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:26:49 +0000</pubDate>
				<category><![CDATA[Экологичное строительство дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/ustojchivoe-razvitie-v-dorozhnom-stroitelstve-osnovnie-printsipi/</guid>

					<description><![CDATA[Необходимо применять комплексный подход к проектированию и реализации инфраструктурных объектов, основываясь на принципах рационального использования ресурсов. Важно внедрять технологии, способствующие минимизации негативного воздействия на окружающую среду, такие как повторное использование материалов и вредных отходов, а также использование альтернативных источников энергии. Оптимизация транспортных потоков становится одним из ключевых аспектов. Эффективные схемы разметки и планирования маршрутов позволяют [&#8230;]]]></description>
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Yo8RRubC2uFQyLbTJK6AZyo6/wCNa8sUc8ZjmjWRD1VhkGnY4xQBiarrVhLpEywTpPJPGUjjQ5YkjA47Vn6vu0zStD85S7wSruUdSQp4rpY7O1ilMsdtCkh6sqAH86fJDFNt82NH2Hcu5c4PqKAOX1G0khsba6uv+Pu5vomk/wBkc4UewrTvrC+j1b+0dNaFneMRyRzZAIB4IIrVlhjmAEsauFIYBhnBHepKAOcsvtf/AAl2b4xeYbM4EWcAbh61R0tJNRurzTgpW2W8kkuH/vDdwn445rrfJj87zvLXzcbd+OcemaI4Yod3lRom87m2rjJ9TQBhaQAH14AYAuGGP+A1laXHGdDiJ8QvbHyz+4DphevGOtdksESGQpEi+YcvhQNx9/Wq/wDZOnA5+wW2f+uS/wCFAHOXriTwNCwjEI3IMD/e+9+PWn3k7WESz2mvyXkwcBYGZHD5PTArp5beGaLypYkeP+4ygj8qii06ygkEkNnBG46MsYBFAGbpxJ8T6qSMHy4uP+A1laDC+pBrRlItLe5kkl9JG3ZVfoOprrVhjWVpVjUSPgMwHJx0yaIoYoFKwxpGpJJCjAz60AZHhj/Vah/1+yf0o8Vf8eNr/wBfcX86144Y4QwijVAx3HaMZPrRLDHMoWWNXAIYBhnBHQ0ALIpeJ1BwWBGawdA1C1sdP+w3kqW9xbEq6yHbu5+8PXNdDUE1pbXDBp7eKVh0LoCRQBg2Gbka3qEalbe4GI8jG7auCak0DV7CDw/arNcpG8UQDKxwfwHf8K2rqIyWU0UQGWjKqOg6VS0vS44tKs4b23heeCMKSyhsH2NAGELW4n8OXNykT7ZLz7UsWOSgbPSte+13Tn0mRo50laWMqsSnLEkYxitnGBgVCtnapN5y20Kyn+MIM/nQBzmoD7F4SttNnkVZ5wseGbGATk/kKk8S3tk+gmGG7gkZWjAVZATwRWpe6TFe6lbXU2x0hRlMToGDZx/hRd6HYT2k0UdpbxO6FQ6xLlSR1oA0EdZEDowZWGQQcg1l3Gk3U1xJImsXkSs2Qi7cL7Dir9lb/ZbOG33bvLQLnHXFT0AY8Wj3aSo51q9cKwJVtuD7dK1JpVgheWTIRAWOBnipKSgDlNTlgltZp4dfuJPOBCW0ZU5J6LjGcVtafbyWugRQTcSJBhh6HHSraWVrHKZY7aFZD1dUAP51MQCMEZBoAwNEhe48GRwxn55IGVfqc0/SNYsbfR4YridIJbdAkkbnDAjjp3raiijhjEcSLGi9FUYAqOSztZpRLLbRPIOjMgJ/OgDL8MRuLW5uWQolzO0sakYwvY/j1q3qtzBHGtvLeNZvN9yUcYx7ngVfpk0MU8ZjmjSRD1VxkUActFbtP4gslg1Ke/FuWkkdipWMY6AgdTTLjTbjVNZ1iGG48qMFGK4++20YB9q6yGCG3TZBEka+iKAKFhjSR5EjVXf7zAYLfWgDHhuTq2g3VoqCC7SNonh6bWx29jRpetWEOkRLPOkEkEYSSJzhgQMHitgQRLM0yxIJWGC4UZI+tMks7WWUSyW0TyDo7ICfzoA5mKRrTwxeySAxvfSOYIj1+bgYH61oazAbbwbNAeDHbhT9eM1tPFG7KzxqxQ5UkZ2/SiSNJo2jlRXRhgqwyDQBgagfss2jahICbeFSshAzs3KAGpPEF7bajZx2FlKk9xO67RGd20A8sfTFdDsXZs2jbjG3HGKjgtLa3JMFvFEW6lEAz+VAGTejb4o0gE5Iil/9Bq/rH/IHvP8Ari38qstDG0qytGpkQEKxHIz1wac6LIhR1DKwwQRkEUActpMT3+lx3k6kQWtr5duh7sFwz/0FSWOnzXvhrSZbWRUubYCSMsOD6g10ixRrEIlRRGBjaBxj0xRHGkMaxxIqIowFUYAoA5nVDqbXOlnUFtkX7WoCwkk5wecmi9ja18SzyTX0tlFcxqI5VA2kjqpJ6V0skMcpUyRq+w7l3DOD6illijmQpLGsiHqrDIoAwYLe2udVtidZku5YCZFQbSPfJAosLmHS9X1GC+cQm4l86J34V1xjGfatyC2gtl2wQxxA9kUD+VE9vDcJsniSVfR1BH60AY+taha33h/U/s0okEUZVmA4z7HvWfbxXGjyWuq3bC5iljEcrY/1APQj29a6j7NAIDB5MfkkYMe0bcfSnGKNovKKKY8bdpHGPTFAHN69eNBrumzWyedI8MixAdGJxg/Sh7L7BqeiRs2+Z5JXlfu7FRk10K2tupjKwRgxDCEKPlHt6U54Y5HR3jVnTlGIyV+lADyMgj1rntAvLbTbWTT72VLeeCRyRIdu4E5BHrXRVDPaW9zjz4IpcdN6A4/OgDAtY21SbWLu1ysM8YhiOMbyAef6VX0l0GnxxSa5LaSQrseB9i7COwyORXVqqooVQAo6ADpUU1lazuHmtoZHHRnQE0AZOnmy07Tp7r7dLLFcSZMzL0Y8Z4H61makIYrZZf7abUSrgrau6sJDnphea67YuzZtG3GMY4qGKxtIZPMitYUf+8sYBoAx7+UWeuWGo3KlLdoDExI4jY4Iz/Kma3dQapLZ2NjKs0pmWQtGciNR1JNdC6LIhR1DKeoIyDUcFrb2wIt4I4geuxQufyoAyX/5HOL/AK82/wDQhRe/8jdp3/XCWtjyY/O87y180Dbvxzj0zQYY2lWUxqZFBCuRyB9aAOb0+SO8FxcajqUsF1HKy+WJdgjAPHy96q2kEl34VvhCTKwu2kxjlwCCePeuse0tpJhM9vE0g6OUBI/GnRQxwqVijVASWIUYyT3oAzo9f0w2azfakHA/d/xg+m3rVHWYXuvEWmxxXEluzQyESR43Dp61ufYrXz/O+zQ+b/f2Dd+dPaGNpVlaNTIgIViORnrg0Ac3PZTWev6T51/Pd73kx5uPlwvbAqEKja9qu/Vn0/EicK6rv+UetdU8Mcjo7xqzpyjEZK/SoZdOsZ5DJNZwSO3VmjBJoA5yS6mk0nW7Y3RvLeGL93cHHJI5GR1xTtZuPstpoE+wuUKkKOrHZwK6VbW3WAwLBGITwYwo2n8KVreF/L3RI3lHKZUfL9PSgDmb6zkt4tPmuSGu7i/R5T6cHCj2FdXUckMcu3zY1fady7hnB9RUlABRRRQAUUUUAFFFFABSGlpDQAUtJS0AFFFFABRRRQAUUUUAFFU9WvTp2mT3YTeYlztJxmqUF7rcpjZtMt1jfBLC4yQD3xigDZorIuNXne8ktdMs/tTw8Suz7EU+mfWptN1QXkktvNC1vdQ/fiY549Qe4oA0aKwbXW7++gZ7PTN5R2Vi0u1eDjg9zV3T9Xhu7WaWRWt3tyRNG/VCKANGisNdav5ovtVvpTPZ9QxkAdh6ha0ra+hutPF5CcxlS3PUY6g0AWqK5tdd1V9OOoJpkBtthcMbjnaPbFb1nP8AabOCcrt82NXx6ZGaAJqKKxP7Zu5b28tLSw86S3cKGL7VxjOSex9qANuiszTtWN1PNa3Nu1vdwjc0ZOQw9Qe9QS6tqKRNcrpLfZlGTukAkx67aANqiqL6ju06K7tIJLjzQCiJ159fSqUur39ltk1HTlit2YKXilDlc+oxQBt0Vj3+qXkWqJY2NpHO7Q+aS8uzjOPSnWWqXTaitjqFmtvK6F4ykm9SB1oA1qKoWeoG5v762aMItqVG7P3sjP4VW03XV1G9vIYosRW6gpJn7/Xn6cUAbFFc/aaxrF7arc2+lwNE2cH7RgnBx0x7VftdWW60n7dHbysRkGJRltwOCPzoA0aKxZNYvLRo31DTvJt5GCeYkoYqT0yKt3eoG31OytBGGFzuy2fu4GaAL9FY8msXM9zLDpdl9pEDbZJGk2Ln0Hqas6bqaX8UuY2hnhO2WJ+qn/CgC/RWZY6q13oZ1ExBW2M2zdnpnv8AhR/ajf8ACPf2p5Q3eR5vl7uOnTNAGnRWXPqzRLphEIP25gD833Mrn8abqmtpYX1raJH5skzgNzjYD3oA1cjOMjJ7UZGcZ59KyLho7/W3sJI2RoIRKk8blXGTjH6VX0q7tl1+eyt1eVhH89zLIWZiD0HsKAOgorHl1e4mupYNLsvtPknbJI77EB9Ae5p8msG30uS7urSWGRG2eUerNnAwfQ+tAGrRXP3er6zZ2j3U+lQrEgyf9IyR+GK3Yn8yJHxjcoOKAH0Vm6hqjW90lnaW7XN267tgOAo9WPan6feXc0rw3ti1u6jduDbkb6H1oAv0VR1a/bTbZbgReZGHUSc42qT1pdU1BNP06S7x5mANi5++T0FAF2is2DUpX1SOxlhVGa285iGzg5Ax+tPl1Ax61b2HlgiWJpN+emO2KAL9FZM2q3Et1Lb6ZZi5MJ2yOz7EB9Ae5p9tqct1BcJHbbL6DhreRsc9ufQ+tAGnRXPRaxrEt7LaLpkHmwhTIPtHQHp2q5d6tMt4bKwtPtNwihpMvtRM9ifWgDVorN07VGubmSzurc213GNxQnIZfUHvUVhrf2rWbvT3iCGE/I27O/HWgDXorIl1rb4hi0tIgwZcvJu+6cZxj8q16ACisWfVb9tTuLSwsYpxAF3s8uzkjPpUmmau9xBePexJbG0cpJtfcOBnrQBrUVhLrWoSw/a4NJZ7TqCZAHZfULWlBqENzp322E5j2FueCMdQaALdFc2de1UaYdQ/syH7OE35+0c4+mKuX+r3EA09ba1Saa8BwrSbQMAHrj3oA2KKzLW71Hc7ajZw20CKWLrNu6e2KrJrV/cRm5tNKaS06hmkCu49QtAG5RVCPV7STSjqO8iBVJbI5BHbHrVNNW1JlW4OkP8AZm54kHmY9dtAG3RWTfavLa6nDZxWjTtLEXXacHIPQ+g96bBrE8d9FaalZ/Znm4idX3qx9M+tAGxRWVd6tKL1rLT7U3U6ANIS+1Ez0BPrT9O1Q3NzJaXVu1tdxjcUJyGHqD3FAGlRVDSNQOo28srRiPZM8eAc52nGajtNUa4i1BzEF+ySvGBu+9t7+1AGnRVLTr43ukw3pjCGSPfsznH41ROvONCttR+zjM0gQpu6ZbbnNAG3RRWdBqElxfX9qkShrXaFJb75Izz6UAaNFY8WvQ/2ZNc3CGKaBtkkGcnf2A9c1o2ck0trHJcxCKVhlkBzt9qAJ6KKKACiiigAooooAKKKKACiiigAooooAKQ0tIaAClpKWgAooooAKKKKACiiigDJ8U/8i5ff9c/6itC0/wCPSH/rmv8AKnyRpKhSRFdG4KsMg04AKAAMAdAKAOe0u7g0q7vbO+kWF2maVJJOBIp9/bpTrCRdR8STX9tk20UAh8zHDtnPHrW3NbwzgCaGOQDoHUH+dPVFRAiKFUDgAYAoA5vw1qdla6fLDc3CQuJ5G/eHAI3Hoe9RR28mrQ67c2ykR3ShIc8b9oxmtTRtK+z6cYL6GKRvOdwCAwAJyK1lUKoVQAB0AoAxbPX9Oj0yMyzrFJEgV4W4cEDGMVRt5TpfhOeW4/dSXBdo424PzdB/Wuja1t3lErQRNIP4ygz+dVtT0xNRa13sAsEokKlch+CMH86AMiW8sIPCjWSX1u0i22zasgJJx0rQsNRs7fSNO824RfNjSNO+WwOKtnTLDH/Hjbf9+l/wqlb6DHFYWlpJL5kdvJ5hyg+Y5yPpQBr1zmm39tZ63q6XMqxb5lKs/C/d6Z6Zro6yrDTWS91N7qKN4bmVXQHDZAGORQBn/aWvtcub/Tl81LW0aNXHSR+oA9aggNnJozXUuqTG8eJt4MvO7B+XZ/8AWrqo40iQJGioo6KowKZ9ltxI0ggi3twW2DJ/GgDI0u6htfC1k08rQo8YTzFGdpPf2rLvzbwrDJFq76pIsi7baRw4c59F7/WuuWKNIhEsarGBgKBgY+lRxWltC++K3hjY/wASoAaAOd1fy28TxebftYA2f+sVwp+8eMmnaW0aeI1SK8OpBoDmZmDGLnpkcc10E1pbXDBp7eKVgMAugY/rTobaC3BEEEcQPXYgXP5UAcsRPdeINU0+DKrcOhmkH8KBeR9TnFXbGNIfEWqRRqFRLaJVUdhg1vLFGjs6Rqrv95gMFvrQIoxI0gjQO4wzYGSPc0AcXpK250hC/iCW0bDfuVlUBeT26+/41dju54fB0Ulshg+cI0iDkJuwXH16/jW//ZlhnP2G2/79L/hVnaoXaFG3GMY4xQByOtR2EWmL9k1CSZnljJQzbw3zDk+lXteha41nSIUnkgZvMxJGfmHy9q2xZWqoUFtCFY5IEYwTUjRRs6u0al0+6xHK/SgDn9CvLfSoZ7DUJlgnjlZt0px5gPRge9SaSftmr6lqMQItpFWNGIxvKjk/Stqa2guMefDHLjpvUHH508KFUKoAUcAAcUAcrpGoWUfhEwSXcKzeW42FwDnntR/aFl/whIt/tcPnfZAvl7xuzjpiuh/sywJ/48bb/v0v+FI2l2BUj7FbDPfyl/woA57VbtIdP0C5jHnbGXCoc7jsxj86df2b21vYTXJDXdxfxvKfTg4Uewrc0zS4rHT4LV9s5gJKuyjIPqPSrkkUcu3zI1fadw3DOD60AcvqEtwPFdxb2g/f3NsiB+0Yyct+VWra1isvFMFtCMIlhj3Pznk+9b3lRiUyiNfMIwXxzj0zR5Ufm+b5a+YBt345x6ZoAwNFvLfSjdWN/KsEqzvIrSHAdWOQQatX9xp+q6JcO0zLbof9aBjDLyCM9ea05reG4AE8McoHTeoOPzpXgheIRPEjRjohUEflQByF+uszeGJbm8vF8lkBMJhAYrkYyex6Guutv+PaL/cH8qdJGksZjkRXQ8FWGQfwpwAAAAwBQBgyTJpfiaee8OyC7iRUlP3QV6gntWna6nZ3lw8NtMJWRQzFOV/PpVmSNJUKSIrqeoYZBpIoYoE2QxJGvoigCgBt1bpdWssEgykilT+Ncvp7Tajd2el3AONOYtOT0YrwldPePcJbM1pEkswxtR22g/jVTR7CW1E890ytdXL75CvQegH0oAi1HT7w6lFqOnSRCZYzGyS52suc9RVGMXv/AAltmb9oS5t5NoiBwBx610tMMUZlEpjUyAYD45A9M0AclYRizuLq0u9VmsZBKzqMqqup/iBIrW0a3tmvri8gv5ryTaInZsbfUYIHNas1vBcACeGOUDoHUN/OnoiRoEjRUUdAowKAMaw/5GvVf+ucX8qhtbiLStc1BL5xEt04lilfhWGMEZ9a3hFGsjSLGoduGYDk/U0ksMU6bJo0kX0dQRQBiQzJqfieO5tDvgtYSryj7rMewPes3DQ3OqX8S7ns70OQOpQqAw/KuujjSJAkaKijoqjApBBEvmYiQeZy+FHzfX1oA5a2hZNW0e4mGJrozTP7ZAwPwGK6t2VEZ3IVVGST0AppijZ0cxoWT7pKjK/T0pt1D9otZoN23zUZM+mRigDB0XUrEXeo3ct5An2ibCBpACVUYBqrbKuo2fiCC1lV5JJi6BWzuGB0+uMVu2ejWVtaRQvbQStGoUu0S5b3otNJitNUnvIdqLLGqeUqBQuO/FAFa28Qacmmo8kyxvGgVoTw4IHTFZ8DNp3hKfzgUmu2cxRH73zngY/Guka1t2l81reIyf3ygz+dPaNHZS6KxU5UkZwfagDF1SA2vgyaBuDHa7T9cc1Ddf8AH74c/wCBf+gCuhkRJUKSIrowwVYZBpphiJQmJCY/uHaPl+npQBX1e2e70q6t4jh5IyF+tZ+n69p8emRieZYJIUCvC3DAgYwB3rbqJ7W3eUSvbxNIOjFAT+dAHLpYXMvhi4kWJg0tyblYccld2cY9xWyniHTDbLL9pXJwPLH38+m3rWpUQtbcTecLeIS/39g3fnQBh6hdQ2viuzmmYrH9lcFsHjJHX0pNUu4NV1DTrSxkWdo5xM7xnIRR7/jV+awmk8QwXm1TbpbtG2Tzkkdqvw28MAIhhjjB67FAz+VAGHaXMWla3qMd84hW6cSxSPwrDGMZ9qdBKmp+J0ubQ77e1hKPKPusx7A9625YYp02zRJIvo6giljjSJAkaKijoFGBQBiQ6dqunTzrp8lq9tNIZMTbgUJ64x1qDRQ40/WhKytIJ5d5UYBOOa6Wo1hiUOFiQByS4Cj5j7+tAHM6PpU02g2066rexK0O7y0YbR7DjpVSXH/CCWOX2jz1+b0/eHmuySNI4xGiKqAYCgYAH0phtbdoBA0ERiHRCg2j8KAOYubj7F5ctjrst9OZFUQM6uHBPPAH61oaYypr+tszAKrRkk9vkrVisbSB98NrDGw/iSMA0828JMhMMZ8zh8qPm+vrQBys6S3t43iCC3VreBhtiI5mUdX+o7fSuptbiK7t454GDRyDKkVIiKiBEUKoGAoGAKSKKOFNkUaxr1wowKAH0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUhpaQ0AFLSUtABRRRQAUUUUAFFFFABRUF5dRWVpJcznEcYyay01TVWVZzpJ+zNjgSZkA9dtAG3RWZf6q8FzHZ2dubi7dd+zO0Ivqx7U2z1WY3y2Wo2v2a4dS0ZVtyPjrg+tAGrRWfb6g02sXdiYwFgRGD55O7P8AhSx6gz65Lp5jG1IBKHzycnGMUAX6KzNO1ZbrT57u4VYUhkdDznhTjNRaVrTX9hc3RtWHkuVWNOWYD+tAGxRWHPrGoWaC4vdNEdrkBmWXcyA9yKu6xqDadpxuY0WRiyqqk4BJOBQBforBk1bVrW4tVvbC3SOeZYtyTFiM+2KvrqDNrkmn+WNqQCXfnnJJGMUAX6KSqOj6g2o20srxiMpM8eAc52nrQBforKttZRrW/uLlRFHaTNGSDncBj9earnWNSSD7Y+lEWmNxxJmQL67aAN2ioreeO6t454W3RyKGU+1Q6hc3FvGgtbVriV22gZwq+5PYUAW6KybfVbiO8itdTtRbvN/qnR9yMfTPrUsWp7tVvLSRVSO2jV/MLdc56/lQBo0VmWGqPe+dcCIR2CD5JWOC+OpA9KqprGo3UZubHTPMtP4WeTa7j1AoA3aKyZdbjOgS6nbJu8tSTG/BBHUGrV1eNBpMl6EBZYvM2k8dM4oAuUVl3GsLb6da3BhaSe6VfLhTqzEZx9Kg/ti8tJY/7UsRBDKwUSxybwpPTd6UAbdFY2sa4dLv7OAwh45873zygyBn9al1/VxpFgJ0jEsjNhEJxnuT+VAGpRWVLqzo+lqIlIvvvc/c+XPHrTNQ1xbTVbSwjjEjzOqyHP8Aqwen40AbFFZ8GoNLrVzYGMBYY1cPnk5pV1Bjrj6eYxtWAS7889cYoAv0VjHVru6lkGl2SzxRMUaWSTYGI6hfWrVlqsVzazSyqYHtyRMj9UI/pQBforDTV9SuI/tNppe+16gvJtdx6gVal1N01DT7byCou0Zm3nDJgA4x+NAGlRWYmptc6mbWyiEkUX+vmJ+VT/dHqafZaibm91CB0VFtGUbs9QRnJoA0KKxNO1yTU576O1gXECgxMzEeZnP5DinDxBENJN00ZFwreUbf+LzP7tAGzRUVs0zW8bXCKkpGWVTkA+lVJdQaPW7ew8sFZYmk355GO2KANCkqjdag0GrWVmIwVuQ5LZ5XaM1BcapcPeSWumWouJIcea7vtRT6Z7mgDWorP07UWupZba4hNvdQ4LRk5BB6EHuKqSapqUuo3VtYWUEqW7BWaSUqckZ9KANuisex1syadd3V/GkH2WVo3CNuBIx0/OmHVtTSH7W+lYtMbiBL+8C+u2gDaZgoyxAHqaCwXGSBnjmsnWNQhGircrElzBOyLtY4BDHrVDWZLTQhFLia7nzmOKWUsqD+9QB01FIpyoPqKWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQ0tIaAClpKWgAooooAKKKKACiiigDK8SW0tzpLiFS7xusmwfxBTnFIniPTGt1kFwN5wPKA+fPpt61q1GLaAS+aIYxJ/f2jP50AYk0yaZ4lkurvKW91CqLKRwrL2Pp1pLi5i1fXLBLF/NS1Yyyyr90e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alt="Устойчивое развитие в дорожном строительстве: основные принципы" title="Устойчивое развитие в дорожном строительстве - основные принципы" /></p>
<p>Необходимо применять комплексный подход к проектированию и реализации инфраструктурных объектов, основываясь на принципах рационального использования ресурсов. Важно внедрять технологии, способствующие минимизации негативного воздействия на окружающую среду, такие как повторное использование материалов и вредных отходов, а также использование альтернативных источников энергии.</p>
<p>Оптимизация транспортных потоков становится одним из ключевых аспектов. Эффективные схемы разметки и планирования маршрутов позволяют сократить нагрузку на существующие дороги и улучшить их эксплуатационные характеристики. Важно учитывать параметры грузопотока и вносить коррективы на этапе проектирования, что способствует снижению количества пробок и уменьшению выбросов углерода.</p>
<p>Не менее значительным является выбор экологически чистых строительных материалов. Рекомендуется использовать компоненты, способные улучшать долговечность объектов и снижать потребность в частом ремонте. Так, применение переработанного бетона и асфальта способствует снижению количества отходов и уменьшению затрат на закупку новых материалов.</p>
<p>Создание зеленых зон и интеграция ландшафтного дизайна на подходах к автодорогам обеспечивают дополнительную защиту экосистем. Важно учитывать влияние транспортной инфраструктуры на биоразнообразие. Установка специальных переходов для диких животных поможет сохранить популяции фауны и обеспечит безопасный их переход через магистрали.</p>
<h2>Выбор материалов с низким воздействием на окружающую среду</h2>
<p>При выборе материалов для проектов необходимо отдавать предпочтение компонентам с минимальным негативным влиянием на экосистему. Это включает в себя использование переработанных или экологически чистых ресурсов. Например, применение переработанного бетона и асфальта значительно снижает объем отходов и требует меньше энергии на производство.</p>
<p>Приоритетом должны стать местные материалы, так как их транспортировка влечет за собой большие углеродные выбросы. Применение глины, песка или щебня, добываемых вблизи строительного объекта, способствует уменьшению углеродного следа.</p>
<p>Интересным вариантом являются натуральные камни, которые, имея высокую прочность и долговечность, уменьшают необходимость частого ремонта. Эта прочность также способствует снижению потребления ресурсов в дальнейшем.</p>
<p>Дерево, при условии его устойчивого использования и сертификации по стандартам FSC или PEFC, также может быть отличным выбором. Оно обладает низким уровнем углеродных выбросов, если сравнить с другими материалами.</p>
<p>При рассмотрении материалов необходимо учитывать их влияние на качество воздуха и здоровья людей. Низковонючие составы для укладки асфальта и использование стойких к загрязняющим веществам добавок могут значительно улучшить условия эксплуатации объектов.</p>
<p>Не менее важно выбирать материалы, способствующие экономии энергии. Например, использование светоотражающих покрытий помогает снизить температуру окружающей среды, что приводит к снижению необходимости в кондиционировании зданий.</p>
<p>Таким образом, выбор экологически безопасных и эффективных материалов представляет собой значительный шаг к созданию более безопасной и устойчивой городской среды.</p>
<h2>Интеграция зеленых технологий в проектирование дорожной инфраструктуры</h2>
<p><img decoding="async" 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alt="Интеграция зеленых технологий в проектирование дорожной инфраструктуры"></p>
<p>Также стоит внедрять <strong>системы дренажа</strong>, которые способствуют естественному отводу дождевой воды, снижая риск затоплений и эрозии. Использование перфорированных покрытия и биоотводов помогает естественному фильтрованию. Важно учитывать <em>специфику местной экосистемы</em> при проектировании, чтобы минимизировать вмешательство в природу.</p>
<p>Энергоэффективные <strong>светильники</strong>, работающие на солнечных панелях, повышают безопасность дорожного движения ночью и снижают расходы на электроэнергию. Их установка на освещённых участках важна для повышения видимости и комфорта водителей и пешеходов.</p>
<p>Для улучшения качества воздуха стоит предусмотреть <strong>зелёные насаждения</strong> вдоль трасс. Они помогают фильтровать воздух и повышают эстетическую привлекательность территории. Научные исследования показывают, что размещение деревьев и кустарников может снизить уровень шумового загрязнения до 10 дБ.</p>
<p>Применение <strong>умных технологий</strong>, таких как система управления дорожным движением, позволяет оптимизировать потоки и уменьшить выбросы углекислого газа. Использование датчиков для мониторинга плотности трафика и автоматического регулирования светофоров обеспечивает более плавное движение, что приводит к снижению расхода топлива транспортом.</p>
<p>Совершенствование <strong>дорожной разметки</strong> с использованием светоотражающих материалов повышает видимость на транспортных магистралях, что способствует увеличению безопасности при ночном движении. Разработка решений по улучшению сцепления шин с дорожным покрытием также поможет снизить вероятность аварий.</p>
<p>Необходимо учитывать возможность переработки материалов в будущем. Разработка объектов с учетом <strong>жизненного цикла</strong> произведенных материалов обеспечит возможность их повторного использования, что снизит количество отходов и нагрузку на свалки.</p>
<h2>Минимизация отходов в процессе строительства и эксплуатации дорог</h2>
<p>Использование переработанных материалов, таких как старый асфальт и бетон, значительно сокращает количество отходов и снижает потребность в новых ресурсах. Доля таких материалов может достигать 30-50% от общего объема используемых в строительстве компонентов.</p>
<p>Реализация системы обратного сбора позволяет повторно использовать материалы, образующиеся в процессе ремонта и эксплуатации объекта. Это обеспечивает максимальное использование имеющегося потенциала и уменьшает количество вывозимых отходов на свалки.</p>
<p>Применение технологий укладки асфальта с учетом температурных режимов может минимизировать генерируемые отходы. Планирование работ с учетом погодных условий снижает вероятность появления дефектов, таких как трещины и ямы, что ведет к меньшей необходимости в ремонте.</p>
<p>Автоматизация контроля за процессом строительства и эксплуатации снижает количество ошибок. Использование дронов, датчиков и программного обеспечения для мониторинга состояния дороги позволяет оперативно выявлять проблемы и сокращать объем необходимого ремонта.</p>
<p>Обучение и подготовка персонала в области экологически чистых технологий также играет важную роль в снижении отходов. Повышение квалификации работников помогает им применять эффективные методы, направленные на минимизацию негативного воздействия на окружающую среду.</p>
<p>Раковины, фильтры и специальные контейнеры для сбора пыли и остальных загрязняющих веществ во время строительства снижают уровень ненужных выбросов. Решения подобного рода предлагаются как часть общих мер по контролю за состоянием рабочей зоны.</p>
<p>Контроль качества материалов на этапе поставки и хранения предотвращает использование ненадлежащих компонентов, которые могут стать источником отходов в будущем. Своевременное выявление дефектов на ранней стадии – ключ к оптимизации расходов и обеспечению долговечности инфраструктуры.</p>
<h2>Оценка воздействия на экосистему при планировании новых объектов</h2>
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" alt="Оценка воздействия на экосистему при планировании новых объектов"></p>
<p>При планировании новых объектов необходимо проводить детальную оценку воздействия на окружающую природу. Ниже представлены ключевые этапы данной оценки:</p>
<ol>
<li><strong>Идентификация экосистем:</strong> Определить местоположение объектов и внесенные в планы территории. Ключевыми являются биотопы и природные комплексы, находящиеся в данной зоне.</li>
<li><strong>Анализ потенциальных угроз:</strong> Оценить, каким образом проект может негативно повлиять на флору и фауну, включая исчезающие виды.</li>
<li><strong>Изучение социально-экономических факторов:</strong> Привлечь местное население для обсуждения, чтобы выявить возможные негативные последствия для их жизни и быта.</li>
<li><strong>Оценка воздействия на водные ресурсы:</strong> Провести исследования, касающиеся изменения водного баланса, состояния рек, озер и подземных вод.</li>
<li><strong>Разработка мер по минимизации воздействия:</strong> Подготовить рекомендации по ограничению негативных последствий, включая создание защитных зон, использование менее инвазивных технологий.</li>
</ol>
<p>Результаты оценки должны быть задействованы для принятия решений о целесообразности реализации проекта. Необходимо стремиться к постоянному мониторингу состояния экосистем на протяжении всего цикла эксплуатации объектов.</p>
<ul>
<li>Вводить экологические показатели в систему планирования.</li>
<li>Собирать данные о состоянии окружающей среды до, во время и после реализации проектов.</li>
<li>Составлять отчеты об оценке и представлять их общественности для прозрачности процессов.</li>
</ul>
<p>Привлечение экологов на всех этапах проектирования позволяет обеспечить баланс между экономическими интересами и сохранением природной среды.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Как выбрать подрядчика для экологичного строительства дороги</title>
		<link>https://adsk.kz/kak-vibrat-podryadchika-dlya-ekologichnogo-stroitelstva-dorogi/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:26:48 +0000</pubDate>
				<category><![CDATA[Экологичное строительство дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/kak-vibrat-podryadchika-dlya-ekologichnogo-stroitelstva-dorogi/</guid>

					<description><![CDATA[Оценивайте опыт компании в реализации зелёных проектов. Важно изучить портфолио завершённых работ, акцентируя внимание на применении экологически чистых технологий и подходов. Общая практика – наличие успешных примеров реализации аналогичных объектов. Исследуйте сертификации и стандарты. Убедите, что выбранный исполнитель соответствует международным стандартам, таким как ISO 14001 по экологии. Наличие экологических сертификатов демонстрирует приверженность к устойчивым методам [&#8230;]]]></description>
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" alt="Как выбрать подрядчика для экологичного строительства дороги" title="Как выбрать подрядчика для экологичного строительства дороги" /></p>
<p><strong>Оценивайте опыт компании в реализации зелёных проектов.</strong> Важно изучить портфолио завершённых работ, акцентируя внимание на применении экологически чистых технологий и подходов. Общая практика – наличие успешных примеров реализации аналогичных объектов.</p>
<p><strong>Исследуйте сертификации и стандарты.</strong> Убедите, что выбранный исполнитель соответствует международным стандартам, таким как ISO 14001 по экологии. Наличие экологических сертификатов демонстрирует приверженность к устойчивым методам и минимизации воздействия на природу.</p>
<p><strong>Проверьте использование инновационных материалов.</strong> Заинтересуйтесь, какие именно сырьё и технологии задействованы. Высококачественные естественные материалы способствуют не только долговечности, но и снижению негативного влияния на экосистему.</p>
<p><strong>Обратите внимание на репутацию.</strong> Отзывы заказчиков и рейтинг компании позволят составить более полное представление о её надёжности и профессионализме. Важно учитывать мнения тех, кто уже работал с данным исполнителем.</p>
<h2>Критерии оценки квалификации подрядчика в сфере экологичного строительства</h2>
<p>Оценка опыта в реализации аналогичных проектов. При выборе исполнителя важно изучить примеры выполненных работ, где использовались устойчивые материалы и технологии. Это позволит получить представление о практических навыках и подходах подрядчика.</p>
<p>Обратите внимание на использованные технологии и методы. Подрядчик должен применять современные решения, способствующие снижению воздействия на экологию, такие как переработка материалов, использование возобновляемых источников энергии и оптимизация потребления ресурсов.</p>
<p>Кадровый состав также имеет значение. Важно, чтобы в команде были квалифицированные специалисты с опытом работы в области экологического проектирования и строительства. Наличие экологов, инженеров и других профильных кадров повысит шансы на успешную реализацию проекта.</p>
<p>Финансовая устойчивость. Необходимо проверить финансовые показатели компании, чтобы оценить ее способность выполнять контрактные обязательства без задержек и превышения бюджета.</p>
<p>Отзывы и рекомендации клиентов. Оцените репутацию исполнителя, ознакомившись с мнениями предыдущих заказчиков. Положительные отзывы помогут определить надежность и качество работы.</p>
<p>Наличие партнерств с экологическими организациями может свидетельствовать о серьезном подходе подрядчика к вопросам устойчивого развития. Такие связи часто подтверждают ответственность компании и ее стремление внедрять инновационные практики.</p>
<p>Не обойдите стороной вопрос о гарантиях на выполнение работ. Подрядчик должен предоставлять четкие условия по гарантии на выполненные услуги и используемые материалы, что даст уверенность в качестве выполненного труда.</p>
<h2>Методы проверки опыта и репутации подрядчика на рынке</h2>
<p>Рекомендуется начать с анализа портфолио, в котором должны быть проекты схожей тематики. Это позволяет оценить качество выполненных работ и уровень компетенции. Важно изучить объём и сложность реализованных объектов.</p>
<p>Изучение отзывов и рекомендаций клиентов – следующий этап. Можно обратиться к предыдущим заказчикам для получения актуальной информации о выполненных работах и уровне взаимодействия. Убедитесь, что отзывы содержат детали, касающиеся выполнения сроков, соблюдения бюджета и качества материалов.</p>
<p>Посещение завершённых объектов, данных в портфолио, поможет проанализировать применяемые технологии и используемые материалы. Личное знакомство с работами создаёт более полное представление о профессионализме и надежности партнёра.</p>
<p>Проверка наличия сертификатов, лицензий и членства в профессиональных ассоциациях также имеет значение. Это подтверждает соблюдение стандартов в сфере безопасности, качества и экологических норм.</p>
<p>Исследование уровня вовлечённости подрядчика в экологические инициативы желательно. Наличие проектов по устойчивому развитию или участия в эко-акциях свидетельствует о социальной ответственности компании. Подобные аспекты становятся всё более значимыми в кросс-просвечивании организации.</p>
<h2>Этапы формирования и согласования экологического проектного решения</h2>
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alt="Этапы формирования и согласования экологического проектного решения"></p>
<ol>
<li><strong>Предварительный анализ:</strong>
<ul>
<li>Изучение законодательства в области экологии.</li>
<li>Оценка воздействия на окружающую среду (ОВОС).</li>
<li>Сбор данных о существующих экосистемах в проектируемой зоне.</li>
</ul>
</li>
<li><strong>Разработка проектного документа:</strong>
<ul>
<li>Создание предварительных проектных решений с учетом экологических факторов.</li>
<li>Определение возможных методов снижения негативного воздействия на природу.</li>
</ul>
</li>
<li><strong>Согласование с заинтересованными сторонами:</strong>
<ul>
<li>Вовлечение местных сообществ, экологических организаций и надзорных органов.</li>
<li>Организация публичных слушаний для получения обратной связи и рекомендаций.</li>
</ul>
</li>
<li><strong>Оценка и доработка:</strong>
<ul>
<li>Анализ предложений и замечаний, полученных в ходе обсуждений.</li>
<li>Корректировка проектного решения с учетом всех высказанных мнений.</li>
</ul>
</li>
<li><strong>Финальное согласование:</strong>
<ul>
<li>Утверждение окончательной версии документа всеми заинтересованными сторонами.</li>
<li>Получение разрешений от контрольных органов на выполнение строительных работ.</li>
</ul>
</li>
</ol>
<p>Эти этапы способствуют созданию безопасного и устойчивого к изменению окружающей среды проектного решения, учитывающего как экономические, так и экологические интересы.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Экологичное строительство дорог в Казахстане &#8212; перспективы и вызовы</title>
		<link>https://adsk.kz/ekologichnoe-stroitelstvo-dorog-v-kazaxstane-perspektivi-i-vizovi/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:26:47 +0000</pubDate>
				<category><![CDATA[Экологичное строительство дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/ekologichnoe-stroitelstvo-dorog-v-kazaxstane-perspektivi-i-vizovi/</guid>

					<description><![CDATA[Оптимизация подходов к прокладке транспортных артерий должна включать использование инновационных технологий и материалов. Применение переработанных асфальтных смесей позволяет снизить затраты на ресурсы, а также уменьшить углеродный след. Исследования показывают, что такое решение может сократить потребление новых материалов до 30%. Важным аспектом является интеграция зеленых зон в проектирование, что способствует сохранению природы и улучшению качества воздуха [&#8230;]]]></description>
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" alt="Экологичное строительство дорог в Казахстане: перспективы и вызовы" title="Экологичное строительство дорог в Казахстане - перспективы и вызовы" /></p>
<p>Оптимизация подходов к прокладке транспортных артерий должна включать использование инновационных технологий и материалов. Применение переработанных асфальтных смесей позволяет снизить затраты на ресурсы, а также уменьшить углеродный след. Исследования показывают, что такое решение может сократить потребление новых материалов до 30%.</p>
<p>Важным аспектом является интеграция зеленых зон в проектирование, что способствует сохранению природы и улучшению качества воздуха в городах. Например, создание микрозащитных лесных насаждений вдоль трасс не только уменьшает шум, но и помогает в фильтрации загрязняющих веществ.</p>
<p>Необходимо предусмотреть системы водоотведения, основанные на биофильтрации, которые обеспечивают очистку сточных вод и предотвращают эрозию. В рамках реализации таких систем возможно снизить объем загрязняющих веществ в водоемах до 40%.</p>
<p>Кроме того, сотрудничество с научными учреждениями и местными сообществами позволит выявить специфические потребности и экологические особенности региона, что поспособствует более ответственной реализации проектов инфраструктуры.</p>
<h2>Использование экологически чистых материалов в дорожном строительстве</h2>
<p>Бетон на основе вторичных компонентов также заслуживает внимания. Использование керамзита, отходов стекла и других материалов не только улучшает характеристики покрытия, но и уменьшает потребление природных ресурсов. Такой подход позволяет снизить углеродный след, связанный с производством новых материалов.</p>
<p>Местные природные материалы, такие как глина и песок, могут стать альтернативой импортированным, обеспечивая экономию на логистике и снижая воздействие на природу. Выбор местных ресурсов способствует поддержанию местной экономики и созданию новых рабочих мест.</p>
<p>Использование битумов на биологической основе – ещё один важный аспект, уменьшающий выбросы вредных веществ. Такие материалы, произведенные с использованием растительных масел, могут не только предотвратить загрязнение, но и улучшить физические свойства покрытия.</p>
<p>Внедрение технологий холодного рециклинга способствует вторичному использованию существующих внешних слоев покрытия. Этот метод требует меньших затрат энергии и дает возможность создавать новые конструкции при минимальном воздействии на природу.</p>
<p>Рекомендуется проводить подробные исследования и анализировать жизненный цикл материалов, используемых для укладки. Это позволит выбрать оптимальные решения, снизив расходы и загрязнение. Систематическое применение экологически чистых технологий обеспечит более устойчивое развитие в области инфраструктуры.</p>
<h2>Влияние климатических условий на выбор технологий строительства</h2>
<p><img decoding="async" 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" alt="Влияние климатических условий на выбор технологий строительства"></p>
<p>Выбор технологий создания инфраструктуры должен учитывать температурные колебания, осадки и особенности почвы. Низкие температуры и высокие уровни снегопадов требуют применения морозостойких добавок в асфальтобетон и бетоны, чтобы избежать трещин и деформаций.</p>
<ul>
<li><strong>Температурные колебания:</strong> Для жаркого климата подойдут технологии с использованием устойчивых к высоким температурам материалов, таких как полимерные модификаторы.</li>
<li><strong>Осадки:</strong> В регионах с увеличенным уровнем осадков обязательным условием является использование дренажных систем для предотвращения накопления воды и, как следствие, размыва.</li>
<li><strong>Почвенные условия:</strong> В местностях с мягкими и торфяными почвами требуется предварительное укрепление подложки, например, с помощью геосинтетических материалов.</li>
</ul>
<p>Выбор материалов также определяется заданными климатическими характеристиками. Например, для сухих и жарких регионов лучше использовать полимерные добавки, которые защищают от перегрева. В то же время, в условиях постоянных осадков уместны полимерные битумы, которые улучшат водоотведение.</p>
<ol>
<li>Проектирование водопроводных и канализационных систем с учетом сезонных изменений;</li>
<li>Применение термоустойчивых составов для создания покрытия;</li>
<li>Монтаж защитных систем от образования льда.</li>
</ol>
<p>Разработка технологий работы с ландшафтами и почвами должна опираться на специальные исследования местных климатических условий. Это может минимизировать последующие затраты на ремонт и обслуживание.</p>
<h2>Мониторинг и оценка воздействия дорожной инфраструктуры на окружающую среду</h2>
<p>Для обеспечения правильного управления последствиями дорожной инфраструктуры на экосистемы необходимо внедрение системы мониторинга, основанной на четких критериях и методологиях. Регулярные замеры уровня загрязнений, включая выбросы углекислого газа и других токсичных веществ, позволят оценить реальный эффект от автомобилизации территории.</p>
<p><strong>Рекомендовано использовать современные технологии, такие как дистанционное зондингование и автоматизированные станции мониторинга,</strong> что позволит собирать данные о состоянии воздуха, почвы и водоемов. Система, основанная на GIS (геоинформационных системах), обеспечит визуализацию влияния транспортной сети на окружающую среду.</p>
<p>Для объективной оценки необходимо учитывать не только количественные показатели, но и качественные аспекты воздействия. <em>Проведение экологических исследований и опросов населения</em> поможет выявить восприятие активного использования дорожного полотна, а также анализировать влияние на здоровье человека и биоразнообразие в регионе.</p>
<p>Разработка модели оценки жизненного цикла (LCA) станет эффективным инструментом для учета всех фаз: от проектирования до эксплуатации и утилизации. Это обеспечит более точное понимание непрерывного воздействия на природу и сократит нежелательные последствия.</p>
<p><strong>Систематизация данных и их анализ должны проводиться на уровне государственных органов,</strong> что позволит внедрить адаптивные меры и стратегии для минимизации негативного эффекта. Важно, чтобы решения принимались на основе фактических данных, что обеспечит комплексный подход к улучшению состояния экосистем.</p>
<p>Создание мультидисциплинарных команд, состоящих из специалистов в области экологии, градостроительства и социологии, способствует лучшему пониманию всех аспектов воздействия. Совместная работа обеспечит более гармоничное сосуществование транспортной сети и природной среды.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Инновационные решения для строительства дорог с минимальным воздействием на природу</title>
		<link>https://adsk.kz/innovatsionnie-resheniya-dlya-stroitelstva-dorog-s-minimalnim-vozdejstviem-na-prirodu/</link>
					<comments>https://adsk.kz/innovatsionnie-resheniya-dlya-stroitelstva-dorog-s-minimalnim-vozdejstviem-na-prirodu/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:26:46 +0000</pubDate>
				<category><![CDATA[Экологичное строительство дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/innovatsionnie-resheniya-dlya-stroitelstva-dorog-s-minimalnim-vozdejstviem-na-prirodu/</guid>

					<description><![CDATA[Исследования показывают, что применение перерабатываемых материалов, таких как вторичный бетон и асфальт, позволяет значительно снизить влияние на окружающую среду. Используя эти компоненты, можно уменьшить объем первичных ресурсов, что способствует сохранению экосистемы и снижает отходы. Идентификация участков, где возможно внедрение &#171;зеленых&#187; технологий, имеет ключевое значение. Применение натуральных фильтров для очистки стоков, например, вовлечет в процесс не [&#8230;]]]></description>
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" alt="Инновационные решения для строительства дорог с минимальным воздействием на природу" title="Инновационные решения для строительства дорог с минимальным воздействием на природу" /></p>
<p>Исследования показывают, что применение перерабатываемых материалов, таких как вторичный бетон и асфальт, позволяет значительно снизить влияние на окружающую среду. Используя эти компоненты, можно уменьшить объем первичных ресурсов, что способствует сохранению экосистемы и снижает отходы.</p>
<p>Идентификация участков, где возможно внедрение &#171;зеленых&#187; технологий, имеет ключевое значение. Применение натуральных фильтров для очистки стоков, например, вовлечет в процесс не только технологические методы, но и активное сотрудничество с природными системами.</p>
<p>Внедрение геосинтетических материалов в конструкции также позволяет минимизировать грунтовые нарушения. Эти решения обеспечивают надежность и долговечность, предотвращая эрозию и используя меньше ресурсов для поддержания целостности покрытия.</p>
<p>Не менее важно внедрение инновационных методов проектирования, способствующих устойчивому развитию. Например, использование 3D-моделирования для точного планирования позволяет избежать ненужных вмешательств в экосистему на стадии разработки.</p>
<p>Следование принципам биоразнообразия в проектировании маршрутов когда это возможно, обеспечит защиту мест обитания дикой природы. Это улучшит не только экологическую обстановку, но и социальные аспекты, привнося гармонию в взаимодействие человека и природы.</p>
<h2>Технологии переработки материалов для дорожного покрытия</h2>
<p>Использование переработанных компонентов в асфальтовых смесях достигает 30-50% от общего объема, что заметно снижает потребность в первичных ресурсах. Технология холодного асфальтоукладки предполагает использование старого асфальта без нагрева, что минимизирует энергозатраты и выбросы углекислого газа.</p>
<p><strong>Регенерация асфальта</strong> позволяет восстанавливать старые покрытия путем применения химических добавок, улучшающих свойства материала. Это экономит средства и снижает нагрузку на карьеры.</p>
<p>Бетонные смеси можно создавать на основе переработанного бетона, который обрабатывается и используется в качестве заполнителя. Такая практика позволяет сократить объемы отходов и уменьшить спрос на природные ресурсы.</p>
<p><em>Технология инъекционного асфальтирования</em> снижает количество используемого материала и позволяет точно формировать дорожное покрытие. Это важно как с точки зрения финансов, так и с точки зрения уменьшения отходов.</p>
<p>Существуют методы переработки, использующие остатки от дорожного и строительного производства, такие как фрагменты кирпича и плитки. Их добавление в асфальт повышает прочность и долговечность покрытия.</p>
<p>При применении полимерных добавок из переработанных пластиковых отходов возможно значительно увеличить устойчивость к деформации и продлить срок службы покрытия, что также снижает необходимость в частом ремонте.</p>
<p>Системы многослойного покрытия, включающие до 40% переработанных материалов, способствуют улучшению характеристик укладки и увеличению срока эксплуатации.</p>
<p>Тестирование всех предложенных методик на местных условиях позволяет находить оптимальные сочетания, что обеспечивает максимальную долговечность и надежность в эксплуатации.</p>
<h2>Методы мониторинга экологического состояния на этапе строительства</h2>
<p><img decoding="async" 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Hlj+ApATnhP1qldpK90xEjoOOAeOlCaYWNDjOCwz9aMg8A1g3FuVly0jyHZ3NWtIRVlZudxTnn3FNxVgNI5zjJzSYbt1PSn5VeAn1pcsBwg/Osm0MiIYcZo2uR6ZqYA9kH50ZbOSq4+tICPBpuDjnmrHB4OQPagBFGcDjuT0pWQXIVQ96dsAJJpk+oWdsBvlQE8YB3N+QqOHUorh8RwXRXu4hLAflVezdri5icoM/SlPyx7vyqNrm3GQJMtjOwkAn8+9V2uZpLn7OiIkn95pMhfXtyPpQotibHzo86xWkTESzNtOP4RgE/pW3N5FhYMEjARE2qMdh1/M1m2iQaXvubmU3FxIdo8rJ2qfTPr3NKbiXVSTGnlpGeYyTkY6fUVUldeQ1p6jrMSYUuQCV6dSTkk0ur6dJcweZAWWe3JeJlbDZxkgfWlmkjskNxPKkfRRuBI/Lqfwqk/iOJIgtmjyzueN67Rkn0HJ+lZwjNy5olScUrMzY7+61C4SOYK8mCwmRQki4GckjqPrWhazNdW6MwyTkE+470yG2NhZSpMQdRux0I5iTuSff0qeBDBbqgPGMA47dzXpw2026HJLcRcSZilXcByM9fw9DVu01GS2vf7O1BjcW7KTG7HLJgZ69elVrdA7l243evpVRHN/4jiWMfKoY59ONo/U1Ulo2C6G5dxTQ3b24mLfKHjyMq6n1Hrxiq81okkfnbR0zjuD/hVueRZdZgg2k+RbBWGec7hj/wBBz+Na9g0RtcBNrBjwRzVXIOXNxJawbnJuIH+Vu0iH2Pf6Gr+jz20HlLNM0s0xIhlf7r+wH8LDoQfTiodQWOO6mRg2xnIZVG0f5FZNjEbl7rS93Mo8yJieFkX/ABH8qxrUouPMjSE3ezOzmiym4ABuuRVK3uhJI0LBWYDcvHUd/wAv61S0G/vVlFhqcUm8D93LjcG9iRxnjrVq4hNtP5sRwyEle+R3GK4Pglqzo3RPNbpNGREqrMeUOMA+xrOikTzfIlj8qY9Ub+laoXcm5OU65H8J9KguLVbpw0p+bpkd/T6H3rSUU9USrdSpNaL94Kp9+maztZLpYQRwIyu90qkqP0rbaN4YwisXbOAcc/U+/wDM0yKC3ufkaEEwYb5sgpnkH/PWnSiou/UiUFfQo+KiVhsokxGZZwpK8HHp0FQ3kl1De3S2cnlJGy48sleSQMenf9K17qCyujayznzmgkHl5bb834Yz2NYFwJGvL54XI4+7g8kMnP5cV1xinozNu2wn2y8k24vZwwX5gWPJyf6Yq9qSPb4leLzmEIywj57cE55z6/X0rDignVSzynzFACjaAWznB/Ku1TVLZdOjRlkBjVQcIfvD0/EVkrxldDburWuca+r3/mKkKwwIG5VFIJ+vArr/AAnCJdOmmmRXMsv8Qz0AriVtQm6XzJ3LHPMaj+bV1/h6/t7HSQkjuG8w7gYyxBPT7vHQVTk3K8thJe7tqb18sUNhcOI0G2NugA7VwdmwW9gYsT5eZMnn7oLf0rptS1aKbTbgDzWG3lTAycH361kaJGn9prObcwrGhO9mfAzx/EAO9dNOrFRaOerSlKUX0RbXWdQF3ZQ43QvErzP5JxypY4PQcVzWo3M13cwz3JzM1tHuOMcnJ6fQivQHuURirT8gZ2hh0+grlNYjja8uriSBWVmULI0cnzcex56dhVUakYSTbCdNzjZI58sAcVf0OBppLiWIkBdq9e/JNRoIJRhbZGb/AGFn/wADWlpLJamSGKBdzfOyq8ue3qlXi8Qp0+WO4qNFwldlDzQf4R+tKrpnLITUBYDr1pfMX1rhuddibchz+7P50bov+eX61D5g7Z/KnZY+tHMBLvXtGv50okGf9Un4k1F83YGlw/HFHMgJN5PRFH0Bpck9UH5Uza/qKAjYzuz+Bpc6Cw85Ixt/SjafSmhD1LU8RMTgE/lS9ogsIVPoKAp9B+dOEL+n508W8rHCqCf94UvaruOxHsY91pdhPcU8wsF3AjbjPHUimwIZ4vMjDbc4+ZGB/Kl7QLBsA/iFKEOeo/MVILOU9ufZDSvbSJyVYL6+W2KFUvsFiLafUfnShfXH50KpY4+bp/cNSCE8fNJ83T93S52OxHgeoo2L/s/lTmTA/wBY2ew2802EFlZpPMCjrlDRzthYNo70uVHcUreSMfMxzzjjIoZrdBncx+g60czATcv94Um5B/EKFngYqAJsnsIianEQyBuYZ+gpOTXQCEMvb+VKWHbP/fNWBaSOyrGNzEgAZBzUHlxWgIllTfuIKBl3D8KV5WvYeg3eP8gUFhSrPESVCPkdPl4P0qZGDD92Nw4/i9enHWlzS7AQhj/tfhQWYdm/WgTKJmjkAUhsfM2KQTLktIiIu7AYkYovPqguGT7/AOfxoyc9T+lP8yE9HQ8Z+Vs/0okaJWw0qD/toBS5mFxg/E/jS9eefzNIjI43INy9DmQqf1xxUgCFSwRSo4yW/wAaLvsBHlcdP50ZUfw/oKqXmr29vGvkqsjtnbj7vHrUtjqUF3ECSqyDhlzz9R7VVp2vYLq5Nvx2xSeYO5NKbmFThlPJwCSBmpDIq4zE/fPtUXl2GRh884P5Uu5fQ1KhDHCoM4yN7Y49elI8gR9hh+YDO0AkgYqeaXYNSMMTwAKP3h6AU83apwwwcZxn9KSK8jkbDHYM9WBxT9/sAiiT0A/ClCyEckVO0kSpkzR/maia9tdzL9phUr1L520ry7DsIY27mgRtnrimxX9u88USlX8zPKAnGBn1p0l9DGVCfvAW27lj4B/E+9Hv9hCiMHqM05Yl53Z6Zpt5dw2yK7ymInsYhk/+PUwS3iRmZLvag5LeUBtHr16ULm8irMl2ADhSPwpQpPRWP4Gs8C6m3GPUiXY5GMY/QcUG2nZ9k2pTKM/3sY/Ie1VyvqxammsUjEBRyegxnNQT2rrdFXcA5Hy9T0q9ps1rYRswNzITw0krBj+HPrVW9vEmuH+zbvMJyfUcfkKhcze5aVtzmb4M05DS5IYg89Bmr+izW9vcTmSYKCoA/Os+c5YsCCDkiovJeeV2BC7Vycjr+FdSV1YhnUpqenszBZ1JXkjaefp60831oOkhOTgYRuf0rD09LaCeKW6uxGyRgx+UCCD6E49Knv8AU4zP/o9urx4+/ISzZ79aydO7sr/gK+m5ebU7diojSeVn+6AuMn8aZLd3SysRYpHGvy/vJgDnt+nYVkNfXEkWwOIhnP7tQp/PriqJiYv8zM2T3Oc1rGiupLmdF9s8w7ZLlbf/AK5pvY/nxULCD/lrd3MyFCV3OqBsdjjnH45rH8htuAvA7EcUgtyPY+1UqSXUXObtrqAtiAr2lvEeAsEe9s9eT1Pp1qGXVXuMiQzSYBA3S7R9doGOlZqRkDnFTbVZAd3Pv1p+yje4c7JZHg8smO08yQ8s8zBufpgZqCLUZ4ZN8qkKOMQqqgj3yKfnbzuIA70ExyMCrjd+VVyx6k8zK1zeSX84nmIY4C7ccAemKlWUW5DxtJE2OMHFK8SjlgEYdTS21ul6cyzN5aYAVFyzew9PrVqyVkhO7dzc0uaHVAIr4w3BVOB5fzLz0PYfhUsUOnxXAk063XzV/wCWp5RD/sgnk+/QUkEH+jGNIBbWneJDkv8A77dT9OlO3lQI4wB2AFZKir3/AAKc9LFtEtog0jqrO3LMfmZj9aHeOQ4Ck4HpwKqeWSRkhm/QVUvtSjsEPzhn9q2UexFybWNSgsbZo1XMrjHQH8Kdo8J0zSlv5bdprqVtwj3bSzdgPoOao+H9Lk1a5XUr19sEZ3Ip5BA6k+3862JdR+2XpWO4ktY4oz0YAv02nB79entUOV3yrZblW6sjsV1APJM1hcfvpcySB1O3PtnOAMVe+0oFLD7xO0deKybueR7KTdey5kdY4xI4yQcAn69afyqCMMSEABJ74rRO5FrE0t0odQwBO7LMF5x9ao5iOsxyKznaWddh+bIB4x79KJDmQnv25qO0Xbq8DD/noP1BH9atrSwupavdani1CaGaBVijdsIpKMPfcPWug0mF7lEuy8ipIoKoy4PTrzyKRNPs7q+iv5YEeRgD8wJGccY7Vpi5j8xUAcu3YKc15MlBtWOq8kOjtI0Py9+TyeTSukMKFyowo5JqQkAEenUZ6fU1Tabzp/LX5wh4RR/F6n0A9+/0rSMUiLtmdq+pz6bCs8camSQ4Oew2kgD/AB+tZuoXUtte7WYTyzJub5NoHGM5B6DOfwqfXVE19aQSSqu+Qj5cng4Hp15qrrLeffywpwSoQl+gGeg9enP4D1rdLqS+yILO7hvJIoFRxiVcHJ5UEHlT68VDcSFHuwoO7y5Xy3fJBHHbgCrvh9EQPL5X7wpuBUZwoPHT3z+VUiwaZd6E+ZZnLDv8rHj8qqLctWS0krGQBMsUJBJUsFDZ7gDp+Yru2SVyEXKE4Xkccj/P5VzVkm9bKSOJ223TEMV46Ief610AWWSYTCExlSUUmUccj/61c1bU3pdSRHWCcwhUYgkKF4Bxxg4+vNWplJ2pkKehc9C3oM1A3nvcAGCNTnIbzRnPvx7frV4WzSKplXZID/e3Vkk3cttKxCttuByMsMcrxj+uKmeCIjldwGOS33qcS9shCL5jgZCKuM+2f61nTyz3d+gS2KouTIXYYwRwPrkn8qbSSJu2x5MUhlhsGiMkfBJOVQnkZ/CpWhikkSJptzkEnHfHepotkcKoY1hOPmVBxmlMpRC6xBmB7uFyPUn+lTyq4rsia2jt/mIkdmOeTxkfypbaITu8p6Mfl4xgemT1qost3IJGa4t5Ay8rGjSL+mP51Sv/ABBc2BSGcRxsAM4jIH4ZIo5Au2Zq6bBMcQyPJ24FSnQ1XAMhz6ZGRVqBfJ2iEBFHp8wb6mll3OTtcKW9DXVJW2IVimNIhHLTsKjawtzxHcMWI4IGankgdkCyvkZycDrT4kCHAYKR05qNSrIpf2ZICR9pzg/xLikNmFOBcp+H/wCurUts8iMPMXJbru6+1Z0mm3e9d0EjoCc+Ww59KqOu4mSvbgA5vACegRCx/LJqu7mNNySvIM43OiqoP1z71OtldRuSLZlAxggdal+xt5QEqzPGDkIE+79BVPlXmIz/ALXPDjzJbcE89GbOPocVM1wZkwx+VSckR4GR9TVlLKHeG2EHsWjz/Sni1XJ3SI+fVGrOUkun4AV9QvbZLa2WCM+aY9zsQNpOcHAqvb6rPJH5f3kB52rhsnpzWpqCQS6SlnEqCVWJXjAx3GawotJuVmV1nt+GBKlyM4PTpXQpU+TUzfNc00lv2hbyUcRIckDtn/JplvqFwbhVmnCRnhn2biB7Dir9mVj89LmGBYZkwfLkLNkHI7CseXSrqSRjHLDsbJBJPT8KyhKm17xTlLodLr+ozrBBNY3GyNv+eZxz/jXNzapfTPtmvJmBGcFzzWituBpiWrfNPxvkB+U44Bx9OtUH0i5c5SaED3BzXTGvSt/wGYOMivJqV3K7MHKlSA20YH1wKdD/AGlcRCWONkijOC0jbAD7EmiPQL1JvNjvEWTrldy1aGl6nIhWS/LA5ydzk/z61hKScvd2NVzWLehSTDUGE8se6aJ1ykgYg4z1HTpWLcXF1uIL3EgzjBLNmtm10++jiVFuIAmf4kZz+pwKuTQLMmxxIdo4ABCj6VPtXB2SuhuLepyZW9cEmF0YjK7iAcHpxWvqQ8s2wsbdM+UpcAbmR+4bPQ5qW90ea4mhkglljSOMIq7PTpzxVX+w9TEgd71i4PXDEv8AWtIzhv8AoJqTKfnX00+14JiAMsVwrL7+1XBNOsNtKvmiNCJHNyc5UMM/h2qymi3YVFlujlOhRMdc5znr1qyujn7MIJJJJEAwMjBxjGCQMkVDqwXQdpFjUrpfIa901oVTcfmVB86HkHB6DqPwrnI9WuxLNbvMTkhlf+JfYH09q17jR8QqkZZEjGEVnIUZPNMTw7aht00EzMepRzx9OKqFdW1RPJJmbDqN3cRSQPPI4jYkZY5APvVa4nlEkMzXUp2H5WLE7fp/ntXUP4aspRFuh8lIkwS0pBPOcnHU1Rs49KacwCyKYb5GmDMH/E9PxqvbRa0Q1BopNcw3+ru7XUcG/L79uRnHTHqaZL5ciEK85KjhpFAX8Pf2PWukWG1jVVjghjYHPygcfn/OmmeJSHEUYAOcJAD1+nvWcqqk9i1Bo5iG0d5i4KXO9co/lv8AKPpWja2kkTZcIBnJfZkj3xWvLaXLklGYHjClMCni3mZMSIMYA27P61k5NlqNjLSKZ4Z0NvKIpGOSxDFl45B7Gq93pdxMrqcQx5zkZ3f/AFq32RUXc3mDJxgrk/lVZ0ZmILMuR8vy/MPpnihSY+U5waLHCm2TexbjgZI9z6Ch9KsbRVeW9eGVs4A4P6f41uXFg8aMy3M25sfIdqE/jis+TRGnJMs2CecOdwxWym+rJ5V0IrYWABf7ZdTY688H65Aq3JqcrLtt7c267Sd8gG4j1Gegqez0Sa0RsXMcm7oBgbfw9aYdFm88Fpg2eQcc/ic1MmrjRc0W3ku2DXVyZcDcsewKF5Hc8nrW4tjZhdqQeWM5wj4rEtVnt5dziKfaCNu4KOfX1qT7YVZjJEg9MCM/0pQkle4pJvYr64mn6NDGsVrLJ55Jw0xxxj/Gse0ktrx5ISlyrRAMojlUF/pxnH4nFaepRSanAkcEVuMNu3ZAzx06GodO064thP54tX3x7BGvOee5Ip3ilfqCUh/9kWYlKz22bc8bTNlx/vHGcfSoJbLS7R3MttA8J4EaM+7PpnBP5ECrcD3FuzJDZCAHn/WDk/nTriG8liYjUZGDoQUU8H/Zz+PWpU3fcdvIwZDbyudgjtFdceWGLAKMY/4Fn3rVs7WK7jeZLkqhYqgWE/JjHv8Aqazl0m/Ri32eNRjGfOwcfh/OrtkzWsAhuondgxYMrFlwccE4rVuLaItJIfPoVrPMHkuLrauCkcUAAH5tVi78q1sSQZ5BKwTDoF6juc9MCkW92HabB0XdjLSEf0p+pLE1h5l0fKRJAyqvzFsZwPqampKnZJhFT3Mq2towInjVQydMvkDrjp9KmYrK3mSbXIzyBgZzVCXUQjP9kjKxEgqrjO3A6deaig1aWOYGaBZVOMjJXP8AhS5HIvmSNq1bKyx8eSyA7R05GSP0qsqrbsVDAnIJLHqO1NivDLar5LQgr96NUIP5e1Kk5mdS6LGU6jrms3TcSlNMyboGNmGBwSOnvVkKIr+5SNdqAgAdccUl8ryzRRsPmYsSAO5Y/wBMVTjZ55J3L/OWzknFbJe6TfU0YLfzmJVwgEKhgejA9M+n19aqXtrJaSEg5HUZ6ke4q9pk1qjlLoy7XhQFVUMD9cmp71hGvm4JkRfLAbjchHHHqO/4VN5RfkN8rXmY4JIDqCcdcdqftVkzjH6U2IzR/M8DqP8AaHWp1H7suhIAODnsTWyZiyJTKp2kFh6inMxOcNjNPD5OBwRUfmFW5wDV2JuKoIBwQe3Wn9eo4qW2snu43lSaG3jQ4Mkr7Vz6DrmrUegyzxb11G2mUf8APMMfp1A9KORhzIzpGUIRvUg9M9qgitbydgIEOP73auhtdHhjwwQyH+83NaAhWMct+AppIDGttHzt+0MZCOwGAK00hjgACIPYDpVpY3ccDao/ClCJHyuCR/E3QU7iINjyL8xIT1P9KNiRqWHyL/eJ6025vY4xu3biO56Vzt5q/wBqkZYyzKo5fPv2p2uDaRc1TV4rcGOI7n/u5/nT9B0K4u7gahqIj8kKTtlXgDH3vYVd0Pw7DBbi7votzfew43d+OP1xV65upr0eSqMkI7Z6+59fpWLlz+7HbuWly6vcr3EyTKLe0DJbJ/CONx9cf0rJ1a0a5CxrbzELzuVlIHsAf51trDsACg7fUUBFPAOfUitEklZE3e5ykOlXEMiTw2dw7RuGYOV24HuK0HvtTZcDSgvqQ3P41tAsiMAPemPvkQbh15yRTTFYwvtGolf+Qfg/3t1Qm6vFAY2mCh3Bs56c10qwTOrRNKMFccgnA9Ki/sgFGPnZIHQRk1fOhcrN7RJPPsBlGQK2OuSR2HHsRV1FGWCYiyMfKeaztCVjpUdvHwyHaS2RjB9Kvx3UCzsjL8yAku2AffFeU4+8dN9CtaTXE8jwq7Ha+PNEeAR6j6dPrV9Y4rWIRwJtXPRf6ms1dVaZibFS67iJHZSAMDgA9quh5nG1VU4A3MT8o9fqa0g1siWtbs5eNlll+0ufLVHlkUE/d5GWPsAPzIqHDfbYZGKxhol+cnnOwnPH15rVniBu5IUThly7AY2jJIX6Dkn3Iqe10NfOee5wkbYCqOWYbAvP1GfzrplJGaTOd0S5mu765aNJZIzGQqY5IAG0fXv+dbVjos+LYznYiRGNo8Aluvft1NbtrZwW0QS3iWGLJ4Xqx9zUxxxxjHQetZtlpIzZrCOCyWFEWOHG0oPSqXk2Z2ptdsHovH6ZrakY8ucZH3c9AaxriwjiuCNzIzZZVU7vxx2Fc0090bJ6Eg022eQMA7kHJG9vTvzU8F5HbyNaRgmRfnwSSSPqarxiS2wXlZx/dYdanNpaS3aXQTdLj5ZeRinBtkt66lxZITIsrBhIcgZJwoP/AOqkOExtcYJPyZJzTBlBhufcUrq2NwXn1FU02KyQ8nKnnnHemSW0eNu0HJ3AMM5Prihdr8OOfc0bIiVygLL0PXFZezv1Hcmk2LEEWXbkYxu/lVGbR7S9kZ7xEuGJyDIAcdsVcAQceWCfTbmpkDE9CK0SJOOS5mEe1403YwGA/WnxXsiriQI5yDn29Paqa3Cf88yFOO5qVbiJFBVV/wAK5XOoibsctxM43bSxbkZTpTvOusbjCmOwY44pizmTIQNgc5PANDSgNsJy3U1Ptai6k6hIZDIWKD/dUjFKbhzMCbI4HH7sYzUInbecbsld20joKcZkB+YDew7k9KtVavcNy1HNEGVvKuI+21Gzj9alF5GSdjXOQcduff0rO+1ALk7WUc4AxSi9YkYCAkY4JJrbmqvoWjVW5SY4W4kXHUcg/Q05n3rgTzKw6FW/p6VlJclmxsU4HGeMVMrNKgWMqu0/N8ucCm5SjrKxReRpN2DdTYHrGD/IU52lz8l6rAdiAMVUSQbMK2XHGM5JH+FOEkpYZ6dcYxQqvkBaWZ13eazYHdCCfrinoxfJSdsdtwxiqoZ34IPPYnmlijZGwFVV7dyK0UkwJf8ASSCPOkA5G5SGI9+lBln3bd7AepODT1JHDL82PXrTvL8xRuA57ZzTuFhiGdgS8h5PHzY4/Kni4Cp8/mZzgbTuP6CnJEqcLhQeOKdgKONzGgLFb7cxJA8xQG/iIyRj9OfWkS6uicKu7PIPmdB+VTBYpGAKcjpkdKUptXcuGz7YoAilnvGOIgoHZiAd34ZpFnuFJBYs3uoA/SgGQPgKEUdF9aHRT91ST9etJjHSXcqjC7CcenT3qJ7uVFJeRVHtgn/61VdSnSwt/NmT52OESPPzY7n0FZ1trF15o8qzUIRuJIOOO+T0qOWUtUwNtXkki3R2nmFwAGcdc/X+VR2853tBOo+0rz5bJ+7x6jB6c1gSXc0E7T6Y08Lk5lBwUY/T/JrNvtevZm/eONp4K4wPwx0rWNCctSXUUdDo5rsNczRtbRIvTcudj9sDI6/TrRH5kVs/nRhyW2qkg6ew4rPsZdV1K0YLaHyyRl24BH4+/NaMiz6fZhFkkvpdmfKZc/mx/lSlBR0uhqaYxb97WNZJgFhQ4EIwAR6kL71dTUbmaNm2LbQYynYt+XIH45rL8u8vrdvtixwBh8wTAyPUgce1VI7uythLDBLLJKeAF3MB7A1HMnpHVi5lc6C08RRTsYpbd43X5SQpKk+xq5Fq9lI2wTpuHY8GuWa1vrqEBQ0MY7KfmP8AhThYMkKxl0RjziQjcfxB9KuyYJs7RJ4nGYzux1OaeQhXqM1g6ZA9iTGsYZX5YqcKTx61qwF2mfkEdMDkCk1YonaJTglRj1pCikbccfSp027RwCaeE3dAAKLBczTY7clcH2IpJLGOQD5Mn0PNa5RU5OKqyAFw3AxzRZoL3MSWzjXcoTj2U5z9Kqz2vkRpIRHInByVxnPfFaVzeRT3kUSCZm3dYl3D8fantYt9oaUERID1PJNAGHEUJl2ZJGcBY+/+fw6U8XF5bRoH2xjILGVhz7AE8dulatz5McRcxhlUcvJwDj2HU1mW+pwTXphsbeJpASpcLgA46nAOBnimBKbu4MDvFbySMB8rrwn4k4zUVvqFzI7K5jjKAEhV3MM9Tx161Bd6g1pdtHqkkjsUwFgGAuepycVm3Gqr5bpZWqQbht8wsWcr2+nako32QN2NzUr4afDEHhEry/MMY4Hfk96oP4kLKy/ZCvPDls4+q8fzrBaVy26Vi5x1J5pwxIOpHv3FWqSt7xLm+hprrt4TmMQE4wcJ1/DNUJLq6mJWWRmU/wAJ4HrURVlHY+jClRg3DDn9apU4rVIXM3oKEyu5e1MMZY4P5VIMowI5X1FPyGIK8VZJWQSwnchJ9QKuRMLhg+8q35GoxzkE4Yd/WoCG8zKEBu/vVJiaLz7jcrO5JZOg/DiqkMYhZ87WUsMEdfyPNTxzh1CSAhwMfWoH+8ckMp/zzTcU0JSaLESSiVMRNzEmCVPOBWsZvNkiijZXkDBxg9Vxz+HPNZBu9Qt7Voybg2rYDKykp7YJ6fhV3TdTiLpvtyjKpCSBS3698c8VnUptpFwmk2W5Ldp5kaFQcHBRlOWx1wPT1PSqV/AoEdos0QmLDBzkDsAWA56/zrVgIjiaG3824EmTJv8Al3HOcscZJ/SpF053mBmRnk7IAePwohTsOU7mE+niO4Cy3UD7RkopJ3E/QcfSnR2TSOGumVsdEQED+VdZDpd3jCW3lr9AKdJBLa/6xNuBkksDWyMmZ1jFpwsnhu1igw26NGm8oNng8kcngVDNd6RYKv2Z4XMkm11W683IwcemBnFXnt/trM/lx+aIyqNIeue39fwqGPTddjUjz7WNY+fkCgMB2+7iqUl1Ia1ukVLa9jaEYuLaCAZCKrDkZqxFeWgPyXMUj/761KdPiaZiYrR88szIC30JPGenrThpyr9yKzX8v8KzlVp3tc0jSm1ew0XUcikiVZMdlYYFZepapFAuXcnHQDqfoKtanY3jsTafZwcAZL4H1xisRPDd893E140Mm9sbfOwW/GhVKe9ynTqdiG3trvXJg0m6K13Y45yf612FjpFnp9niSIOoGR8nJ/z60qRx2wjhUKAn8EQzj6UTzXErncFWPsvBx/8AXqW3U9BuKprzFkkN4cuv7sDG1j0/ClQJEMRqin3FNVmC4wPbFMORyTmq20ILQ8yQbBz646VOsQiHRMY6Gq8BKw5b7x/zmkbcWGGzjpSGWSZQMpHCA3qKl3EjgxggcDaKhAd9oB5PGe9Whpc+N4KFgOFJ6n60LUL2Io5iH+fy8+1WFcZIKr9cU06ZcZyphOfUnr+VL9huk5Ecb9sBv8afKw5kVpwsMbSrgeW+X+fGFPfrWRJcyTOLe2iLbcH7TAcgA8gHrwe+ev4VqXChLpBcLtkKlNoOVPemhYoYAkCw28atvYIu3dx3rkq8sH73U1heS0G2DtKrMybJUAB2EmOTHQ/XPHr9a1ULOBu+UYGV77qwLHxDH56wFJDkZDInHU9FAreRmcjaevr1qIvl0sNxBY4kZk2Bt5y49T71bAAbceSO9MiQBhx06Gori/ghJUuNwOMVtdRV2Q9dET7T1b8u1VGvrcSOueU4ziqT373Lywx5G1d+M9RntSafp5nK3F03H8MZHT61yyqyk7QFsXluElTgMsePvMPTuBWeI7ySWSZ7lNq/7IO7Hp3FXbmeITBQxd1XhAOMVm6hMd6PIRb5GQF4alKX4FLQoLevdSSI6uGQ4O5cD8KvWLeWhR5OpJXJ4FUGJblHbn+9jAPrUxtpmDEsu0LyAf1qIyd7onW90bUcqOduQT0zUyAfd659TWfbwvGrMhXn7qkZxgdz61bjmDIrkjDDIIGMiutPuUOljwNy5xTQcEZFSGRGHyn60zg1Ml2KROCyjtT0Yk81XViTyaljUschiaa12EziTGFX97hcr2YHPr+FEkkZj2IBuU9hkH8KnMEEBBZl4HrgU2We2QB8b9x6oCelcPNzd2RcgJkd9yQhSOrMQCR2H8qGhlJAZssw6Lk4PoewqRL1HOILdmYD24qVZpS5xhR2x1zVczXQaIPI8xtztIWUAAr3pWCAnO1MnkD5jUzCRky6OfQMcVL5G1eXVOfmKjrTdW26C5T3QkqoRn68BB+PWmnewAW2Kkc461oKkUZHyk4/iOOc04qFQc+Up4xjk01VfRBczja3MhBEUYB/vYBH5VbitJAgRpASAPlVeP1qUzxqcKHkfHTGBULy3xkGzyoY++RuJ/HtWinNgT/Y4QAwgUMBnKk/yqePbHEPvDHTfVI3TMwCnL5xwppVt5H2tNIz45G4Dinyze4yy9zCAxDbz1JHAFVzI7YKwqE7Hdx+VMJRRwwY4JO7J/SmsssiblRwMcArjNUoMCXzpBIIzKGfP3cYJqRSWypfjOMAnj9KjhgnUgPtDDozPuI/+tVpIcHIU89ff9K05Rk6sflAwT2560ryENnG4qPujqTTMFW5cAj170pwV3BuaYEiOkqgsDntxg045Ujbwue/f6VQnuljQtmRmHbGMVTS/uJHZYocDplj3p2YGjcyyLhw8QBONr9/pSC9lABEe3/dOKofZZ5ZBM5Gcbfmbj8qshVjTMkitgYwqdBRoBJJcMCCFJZjy2N2KkRJp8GTbJGOiNEAv/16rrLBgFYAWHc5zVhHkkXJl2egUDj9aXNbYLdySeGaRIxlUQfwooA/WofsfG4BWOc/vADUyRuRnJJ9TzTyrDk5/wC+ad2FkQPFK5yxJxx1wMVGbZ5OCGxxkg9KuoZccJt92WmXU9tBCXu7lY+cAZBz+GanlTAoS2AkYbyQ2MDaMY/z9Kmjs1jyVwoHVmAGT7//AKqj/tYJMYoEdlyAW2j5f556VfgiurjazQhAedzcc9+OtFvINCIJbuuJHdgOdqfLx/Sq4kCyBNL0+NZG/wCWr84/HrWxHp0StmRt5ByFXgD8KtoFQYVQoqloDM6HTpWcS3U7SSY6dh9BV1IAqjC/nUm9VBx27moZJwuMtjPT3odhak2EXg9aY1wqDAwMd6ozXWzkI20dW4AquZBcDKyhh12pkk/j2pXHYuPdKW+9nHX0FVJrkSKWkO2PoAM8/h3qtczrbRZJCbOSnGf1wPxqo18IFE88aKjqTE8j5DcdT6D0qblWLyTr5W2CPaGPbqQPYdvam+eylfNmSN5Cdu4ZJ9OAcVkQ65LO+14VRJG+ViSuV7kd88is3ULxWPlRM0ePvnOWZhwPm7jHpijkk3YLpI1buOynljNzqZnlTkxKfvnHYdBVZ9XsTA8IWeHYpRSihc8dSB3rFkvpQqRtKxCngA4x7+/WosiXLE/Me+etbKl3Zm59ieWSSdlLTGQoMKzdcVAVI47mowpHc1PFIOknPpWlrbEXuR7GznGaVFw3XDelW12HgHn64P4VDKnGT09R/X0ouOwLJg/MP/r08okgAQYx+YqEdt5J9/anhkQ5WT/EfSlYBxRozzgfyNNfAOQME1LEZblHWFC23qcYAz6+lRQQXVw7IsDMUGWwOAPU0eoAGwPmpjyBuuD71s2OhSySI9wxigxlmOAPoM9fyrUhsrC2wYbf7S/95x8v+fwqedX93UfK+pzNvb3F26iGKWUdS6LyK37kyWdmkFnbxQzlV3vwZPcMa0DHPMu1mEUf92MbRTorWKLG1Qx9TVJO92S7dDH+xXV8sP2p3by1xgOdv6/0FX4bKOIKv39owFHQCtARFhlzgU4NHHwOfoK0uySMWVyoiYQgQMDllPI9OPSo9SuLmBJvskdwpNyyyvGCTjGB93nFQavrf2eyNkIZvPkAWN1IIOTx9PSugtZT9qaSJSBNnduOQpH+OaUOa7uKVmcR5mrPO2BqGf4X8uTP0zW+EuJzHHMipLsWOVpm6nYMn36n8q3JnliXZA1sEwf4sAH8653WLqK2ulkimQSSgFstvAJUg4/IVpJOSsKDUXcZCLiNXi2QyFHARZl3CNBwQPVh6+9RTPqIl3QW9nDAo+Y7cMc8VR0LW0uprmXUTJJM23AiQnIGc/Tk/rU9xrchV4WCqjco23G3B7jvxg/gaz5e5o5LdGfdx6haTyXFzqUMbxHZhcndkA5xj3rO/t/UtxCThl9TGP8ACrmu2tpJsn/tGOSXblw2RuOBggAfX2qfT7TTW8mVZlmCDaeMDcTnn164/KplTpRXvR/AunKpN+7L8RNPv72eMyXV15abgPliBOCCf6CtO2RGEkgvJ5GfkExjCEdgCMDNNfVYEv1tQgZ0BcsCNv3Tx+Gao2uvw3V5M123l26ABDgk/Sojh4v3nGyLlWlH3VK77lrTJLgvIGkLDCkYGMZzkDH0z+NaTOc4Iz6mqunyRv5zRjg7Bnp/Dn+tW0j3HJH0rayWiMLt6scrAITtG4/oKaW3HBXj2FS+Xzg04w7UB9akY4MhjHygt9aQOpIO0jHvSFAoPWm7VCuznAQEnJ6+1IC/Eyr+8CMBgdRQs5bnkUySZ4p47Z4sq6bxIn3VHofekFzGeFAbbitLpaEasto7HHLc+5qRWY93GP8AaPP61UF1GAWZQo92FIb+3Vc71x671/xougsJq7x29lLO7LuRlw552jIz+maaYo54CoOQy9fY96z9a1K1lszaht7TtjKnIGOcH3PSrtncIUhkR0MM8YZAfvJ7fSubFQ54XRrRlyyGw6eLeBYo8vGowwPcep9a0LCSHyleNkKnhQOvHc0w3BQbV2tIRlR2OPftTLSMYnDctu3eXnAU+x64rgpSdzeSJpGnuwGj3qBnGOM+xqmLBLeVJ7h1fBy+7OQf61etr5ZYyEjbzkHzKVIyfYkVn6reyBQrqyZ6qBnH1qqjSV3qzJlieUSuCVXymTIdR/Xv3p4AuWSOORo416rn5iKyorK8vjhXEUfBZ89K3IhBYRFVOWx95up/GpgnL3pbCuTRWyQxkqgB9P8A69YGojzLomVUdiM8DIHtWw900zosb7FB+Z8ZA9qp6paGWb9yWYbSZPrgdDW1RJwtHoIyQqgsADg8EhvWrK3OxcNsxjqewqtF8kghVz5mzcCV4AHSp1LQgB1D5GSxXFcl2ibtFi3uWh2kkEfdOB0B6VoqQw2kZB5BPesePPlNLheGxywGPqf89KuRXb+Uh8vgoWDEHp6/SumlJ7NDUi55ZUZxTDk4xUkUgZPvKT9aGAI44PpW7RqmMBqSNmU8VFnmpIzzUjOK+zR+Zu8ppP8Aab5QanjEu4bYkXPp05p8hlWQCONBgD5pWzj8KasN1PnfcbVPQRrgCue9+n3md+xIFCKTNKBk8DIXj8KfFJAoyPJGB94MWNMGm28WGuPnxyxY5yaI5rNWIijaRx1KLuK9qLOWgXZOGZlypeQ9s4Gfp7UwGXG6Vo1A55y1PjWZm+ZVTP8AeGSB/SpgrF8eYfqq4q1QSGQq5cMse9TjlhH0/E09oQY98kzDjkB8E1LJAOfMZhjP8eKrxyWYcohQnp90sR+NaKjFMLCQmIN5cMeDjB2glvzqYQSSBm8ojP8Az0P9BU++RU2qCgHQ8AUhSNj8y7yPcitFEZAYnRsiRUH+ynT8TUsUJGCu+TsCzc075Q5VYlGfRc/zp+5gQNxGOuOlUAwQxKcgR7u+OTTyG9s+5FDBum/bxzVaR8j92GkP1wKAJJJ1j/1swHt3/KqbakPMxFC0g9TzQLe5nHztHEM4wBk1L/ZsaL8zMxx3/oKBFN729kTMaLGTwOBkf1p2y9lYK0snbkcmtaCzVdobC7emBipVVGIC8/N27U79gsZ8GnFMu/3mOMMATV3yyB94qOgFW2XGQAMnmmMSEyfXsaljK6xK/Dy4B4IPWk+zJ1XAGcA7Qc04OiLI7AYHcd/WrM8myPK4Y9R0AP40hlVYlU7d6MR/s5/lTRGxzgQkY6gYrPg1iG5kZPtOWVQx+zDOM9unNXdPV5ZgwjBiC8MfmLHPUGm1YCwiMYwywh89R0I/OmlCGG8eWOuM5NaRhZ+ThQPWgRxIc4yfU1NmBUFuZYwFDHPXdxSDQ7U5a4wc9u1Xt7NwvA9qTAHLGmkK423t7e3AFvAqD1AAqYrk5LH6VC1wqjI/wqJrn5Sd3HTii6Cxa3og4qCW5wcYP4dapXN2kSgvJ5e7oB95vpUM9/HZ2jXMsZhhGOX+Zj+H+NK7Y7FxpZHfk7e21eT/AIChRGjkbwXPqQT+f+FZNjey6iFEXlxLLjaTy2D69s/SnavNb6VHAszBm8wfcwNhHOcHrzQkw0LF60CfNcvvIPAJwo/DvUUM7NCzofIQHhSuCB3/AB+vtWXqF9fagyNaRRkLwrwsrED3P9MU1L2WC5MdykMN1IAHaSXJA6cDoPp7mizY9ivd6xDHKVKLcuMHcyHgg5zk85/AVQuLwXUryNGHGcKZm3FQewHT8cdhT9WtWkupLmAmWJiWOMZX1rNZdrbTxit4RVrmUmywiqGB2qwH8L5wB7ehFSslm9tO8ZfeGB8o/wAA+vrVZcscg8j86DFuXco5HcelXYm5LHDGyAghvc01oQWO3Ge4Peo1d4yGAPoeOtWEdX4bAbtS1QyAA7sY59Kc1vuGRkH0qbZk5I6d6Uvsxlvl/Wk5BYr7jgK65A6Z6im+cV6DPYHuKlls5yVYKQrHCA8M2e4HWtO28NXTjfchIIwOcnLfl0/Wjmit2Fm9jGQFuvH9akt7C4vJwltG0i7sMwXgfU9q6ixsbG1R1S2kuXbjdORj8AO1W9kjoEZgkY6RxDaP0o5m9l94rLqyiumW0FjFZy3BwrGR0h5LMeBz7CrVqnkp5VqggQ9Xc7nP41KkcUfyqo+gqVVJ52gD86SprrqNy7B9nUtl8s395zk1Ise0/KM/WpI48jIXGO+cUrSovCjcauxIzYx5c8UFwmQo/Sk3yO3TJqQR7QGc4P4/ypiIP3knJ4FPWMAcLUybmztOPc0/Yw5JFFx2Ofuo4H1iCaTywRcrHuc/d2JuIH1JrSv7S1vDF5xB8o5XDgDPv61bIVnwFDN/u0yRo7dSzumeyik3caVjGufD9heSCS4vJtoGPlKqFHsAKqSaLoVkvm/aJhjoxfOfoMc1b1XxFHbLtDAuO3p/n/OK5O5ur3VN88nmGBSA7DtnoPb6VSVtxN9htw0DTNDp4cK5VQ7N78c1ozWj/wBhR3Mr5kMigMjEgjnr754/KotK0d7tySfLiQ8kr1/CuglskgikniiRsfvGO1VIOevHelKrFS5So0pOPNbQ5PUXlmnAVWkSNjhsHIz/AAk+1SbCscLiYRMqZZQOT1qOWS6tppGXcI3c4Bxg88mlvfL+1vJcRcnhTvwMj6VoZj7C1S6u4YrUfaZnDfKW24AB4P4CmrAYGktndF2csSQwzg8fXNCSNZuzRx+TKARu8zceR29Pr71bsZbi8naWe3/dLG75EIxkDA7c80AbHh7JidJCfMIVzuPtj+hrbAKrk1wtxI0UUaDBEkYUlh83B9OxzXW6T5gs44lUFVC4y3TKg4/Wod9wi1saMEe45YY7mlYiSUnjao4FSHcE2cA98GkYKibV5Y8mpLIZOenU1YsVH2iIErgN371Ftxgc5zVDWr3+z47aUDI+0KDj0waEM1J7aK68SbZI1dViGQRnsf8AGrr6TZheLeL/AL5FUNGbfqdxIW3ZjXac5yOK2ic4qmRs2Z50qyPBs4/rig6Pp4X/AI9I+e44q+enWgDO0UrAc34ntLeAWIhiVSshbjjO0d/zqhocsfmG0dsmCZ9o29jyPoOtW9YkkuNRjjdiVSN2GfcgVmWrfZNeiY7CtwFGVb7pHHIpP36bsO3LM6cxpJhJQCAdwB9aWe9i00xGbKxytt3YyAfehJFcbgpPPBz2qPV7f7bpjxKPm4K+oxXkRXKzslqLMZmvPOjA8vgHcxHX8MHHH+NRT3Mcm4K6yopG7acnH1qHTJpUtAbt/wB6oxvY8AY6+57cVAnM4+ZAevyYAY/QCtJtWM9jROofZsi2jwMbgAKNjXU379sd9vQA06yticvKjEEDaW4yfWqtxNbId09yqclfmcc89cDmklNpX2M7X1LjlyHgSUReWc7t33+fTFAuGm3LcP5ZUjg9aqQzW8rrFHdRyv13IeasnThMT+7xGeSS2efeq97ZAZ999oe5b7NJsiTr5YyzegqjNbzyRB5Hk8w8bQ2Dyen4VrXiW0coEUj/ACjlV6Z/pWc8q78szEdQOv6Vm73sZsjhtbgWywSyl4+u1vmC+vNaFtOPtoZ0Em4BTkZBHXpVQXIMYOGwByC3YetPjuQm2Qgg5yB3pqck7tk3N2dRFmZh8idTjqp/wqRAG4Kgjsc9aow3L3MHkuAFwQxPoag0G8M0Els+PNtX8s9c47GuxSUjZbXNGSPbzt47YNERGasHlenyn9KrhdrkVMlYtamDujCgpEgyRz1IOP50eQZNu+eQMfuqPlJPoarwARMUgOBjBWOLaB7k1MiSltxlKtn+AZz9TT5ESH9n2rb2mDyOSON5/WpkAVdsaLEgOB5aA/TJxSeUoA5Jzzz1qVWKqU8zPsen5VQFbMa8De/1yRVmO4kEbr5aouOT7UgLNzuH/fOM07y3DZ+Xr35xTGVTaxuyuYmlPb5+BVgRsi4BWIf7AGfzqbYd2ME+9BLIPlh5x3NAEawKOcEfXn+dSCJcDAAJ7tyajlMrbcbV7/e/pTo42PMm8n3J/wABRcB5UKv3mkPt2pglcPhIyDjOWGBUg3H7sTY/2sD9Ka9yFAWSS3jJBwrS4OPpQBGYVkkBkeVu/PC0oeMEYkPzHAGOf16Uj3FuchruHjrlh/Kl+2WaYxKkjHtEm4mgQ4ltwESB89ycYqWGCTduIVT6oetME8WN3lPhenyEZqBr+SZ9nkyJxn/9f+FFx2L4iG4mSRSe5HamROAdvyhz0/xqCG6bZgp8w/2Mg/lVhY55wNyMo75AUkfTtUtjsJgxgu3Lc8561n3NxKA7JGkiDjaMknnpk8ZraFopA3lMDt1pyxW684BPb2pq4tDEjFwNsaQGSRjmQuBlF/u8dT2q9c6Qb6FEuCRCMN5edo+mB1rSQtjEahB79aGh3cySnjt0Bot1C5Ss9KsbCMJGgb6gc1dBI+VEwPpilJUD5OfwqGWUqvL/AIimxEpVs/M1IfLH3jk/zqr5yOu0/wA6jYK2R0FTcdi+ZhtyB+Xaqc8rsxK54PQjimBnTIzuz6nrTGdSvO4Ae/Sk3cdiNpGLBhmmSkyowJ46cHBpshLSZj5IGM4pEZ3AErMTnnBxRYCvsnR1bCDaMEnoR6//AFqa6TLb5NjI8dw43FyAd30J79avi33ghGbJHds4/WlkiYpsLFwecdvpinYVyrvks7c+YfNl25VYUzsbHt9fas+eCPBa8sYQ7AM0pXco9yMcfStcW0TL88K5HHU/57D8hTIbJII2RLdXVv72WwPxPrWi5SW2c7d3rzzSQ6VBsiK/MFTB92wOBTZ9EmuLWOW2DzTgASxM3zZPU88YrWj0+eC4cxzvHGx3DaORx37f/qp6Wn74zQSzRsOC7Rr7H0rT3ehOvU5OS0urFyHgkTqDxkUXBd44fN3bTkAkcfhXT3GnzeV5Z+zsW+ZWd2DflgAVDp2nTqWW6SGSJuqvhse47g1Ta7k69jmGBUgZBHXrzU8RAIIO719a6Obw3ZyPmJ5ICfcEA/j/AI1Tj8L3ErSBLiF9nQB9j5+hFK4yg5t5FJiK47hqit7WS4OIQW9S2Qo+prctvC4yHu3c5P3VGP1rahWG0iWKC3kKLnAJ4z/nvWbm9oopR6swLbQbqXG7JGegOz9Tz+lao0m1tVXzpxC2OVi+Zj+JGfyxVpmupsAAxr6IDn86dFp7jkxMSe5HNTySfxMfMlsivHIkTZs7RUY9ZZBlz/X9aUxtJ807M56/N/hV1bRh1Ma/U1Itmucs+f8AdU1pGMY7IhtvcoDOPkQ4+lKIpHPzYArTW1UAbYmPuxqVYto4RAfU1VxGfFbEj5UP1qUxrH94jPvVsxM335Pl9BxSi2iznrn2ouBQZDJgAtj0AqSO0YD5UwfU1fCbeEUD3pjMSdvmfN6AdKLhYgFsUHJxTS0IGAu5vUnNOdR/EWfnpjimGTb0GwDvSGOIdvux7R7jimkIg3Stux1JOAKqz6gwUiPk+p5xWNqOoR2i77mQtIeVj7//AFqai2K5qXWoxRoxTaiL1bOB+dclquvGRmW3JGeDKep+lZt/qc9/JtK/IDwo6Cm2ljNdSqkY3SH9K0SUVcm7kJY263V8FumYKVY/dyfuk9BW7Zxiadrdl+y26yJIYD6Dgc9z3Jq7peiJaIZJJlMv8LqCQvrj19PxrL8Upcf2m7InmIFDfIp+XqBn9azc4zfKjXkcFzM6MG3iC7Zodh427wC2PSkuLyxmXyDdIFK5IXlm9Pp9K4m3lDXKrKzxRZ5k2Elfwo+0ubsFnLgYwWGCR70o0YrUcq8paGsZNBuIfLuPPVw3zEZ/McVVhSzmvSuPvE9WGevX2pgtNrq8EUTA84ZmH9aZa2zxXr+eVVpELDB/2hWqSMrs130qyjSMpPCDgxnLgtz0PT8DUX2O7sk8+G6gMUZ4VZ8kgenuabBaF2fMnUcc0msWoh09pEYs2PmIPX60cqa3FzO5myrJf6n5cK7mc54967a1haGBYgQ0hORleCRjj8h1rhUf7GIZ4pFV3BYFJPmXtg1eOrXU0XzzSHbnGJDnOPb8KlxtZDT3fU7GwmS6hwj+ZsO1mAIB/OrBT5sgda5bTdcktbNYkgiwSW5yCSepq2niaZTzbRH8TUOLK5kdDgAHdkmsHxVbTXNpAIELtG+8qp5IA5x9M01/EsvAFvF/30ansddNzMySxqmFJBUFvboaaTWoXT0IdA1C5skKTWR54D715Hp96t6LXFxhrWf/AIAQf61x2p6fFILm4eVZJI7cP8ibckFVz6dzVSw0Vb6PzI7m3RcD/WbQ2e/Gapu+orNaHoA1qMdbS7H/AAEn+VNk15U/1VrdHb3eF+fyFcLe6FJZR+b51tKgBy0eOvbjPeswLcAr5TuAR2Y0JXE9DodT1dYrqO5eGUFoSuxgVK85OM9QOn51kWjwO0EC7mkZ95bg5z29iMURPcxyNezxPcrgq7ls9eOTTrOewtL1JZbOYKOgEmQPfHc/jVqLWkUKLUpe8ddpd9sgYajJBBIHJRQQo2H0x1rQ/tGyEeGuoseu8GuN1S40+6uIJLKWTzFBBBU4PoOeneoonQOPN3FM87Tz+tcU8Mn7z0b3R1yqJO0djYudVibViquJLWJRkQx/Nk+9Pg8QaXbSErBLuAIaRxkqe2Kxob2xttbnMMUkitDsjLdd2O/Pf1p1xeNM2+RI3+QKy7QqnAx+lN0Vpp0M5Ssrp6ljUfFN1PODaP5EZGOTz9aowwtJkzu5zj95jqParNk2muU+0tKJO4iVSK6GzudGtF85EkMi8jzF3kfSq0grRRmk5fExNE0FAFuJ4mjTOQsnDN6fQVqXV9DYyLHLJ5W8/dz3x/LisW88QTTlkt4yisuDI/X8ulYF3LI53O5K5xnrz65qXTc9ZA5KKsju2itriJgGKPkgMDlQOvTpWXLZCCViELIDxIxGCPaq+iaudqWVySVOQme/Hf2rVuntUtSzWyq7DPL8qfbNYVI2dh6SVzKIeST/AFO5hwCOh/CoLxGS9jlkuGiTGGXGRn+napJZra2dQ7orPjaqEsxHY4HuaY1x9tmj8uyuJoFP3pHCLkjnnHvSjTZPKaemW0aSmUTySLtLO7sAE+oFZlnOqeLbgwklZEyCBxg4OT6f/XrYu4IWtFiQgQouTDyEz3Ld2/Gqmnwqo8yyWOVjJmSTAH4Dk/mc1dkk7bmyudA8oVR3OKYnzHJ61DapJt3XOPMJ6KOAOw/+vV1IgOcijVj2MTap6EsQM+lA3Z4+X3zTmj2kM0vAAHTApGlQcjcx9AK0uIRRkYYF8j6U6NUU/Kh/nTBJJIflRV+vNTDCZaVgAOpPAFADsdCQFHrRtRcnLECoWu0wSkUhJJGcdcVSkupmkHlhirc7ypwvtQBoyziFdzAAepNNd2mi3QuEY/xbc8d+tUC1ylsXiQzSHpEItrH8zx+NRmDXJ03hPsvONhI4Hru9adgJzqaK7Iu92UZYgdSO2e5+lVpdegB27Llu7HaAR+Zpn9gTyKqzXy7AMldw6+uaevhiB/laaQgdkxj+X9afu9RajYtXjcZEZyehJAz+tSNeWiLunmtk4GQiAup/kasw+HLVTukZ3I7M5PFX4tMsYhhLSPB5+4Oad49g1OfkvEuIwYbu5Vt/O23x+oP8qt2ov3hYW4dgDwzxle/fP9K3kSOMfu4UU+wAp+6U/wCA7UnZ9AMWLRbyS5M93dkN0UE5wPp0rRt9Pit8fvJZSO7sTVnDH7xH50mRnBPNILjlbB2oowKUsx43Ko+lRmRV6kVUuGdmQxyEEsRtDdsf41UUnpcTdi9vTJ3fMR6Un2jGTsA9OKzJ9ShhRdzeYwGWEbA4+v51HFq1m7c3FunsxOT/AEpWfYNDVNzKcAD8elNaSXP3gM+ozWXc6ta2xAkkBLchlGR+lUG8SRCQJHGr7jgfeyfwxRyyfQd0dCS7A5k/IUwg9Nx/Ks+HUJpGwLUgdM7sY+tTT3VxGwIiQR5AG6Tn9B61AyzsPqcemKRU9WP5VU/tBBzJLGmOu9xgfpS/bo2QN9rtQM4Hzk0AWhtOcluaZ5cfPJJbj1qlHqRmeTy2gZI87mBbgDuabd67BaERuSzkAqqL1B9zQtWBorDErcIue9O2DkDYPSs061bxxeZiQjIHA6E9KkbUrcAFpolJYry+MEdRTAu+QFx0P1PFS4BOcnPqDWbDqlpcS+VHOjS+m7k/Sp4byJ5PLVlZxztDc/lRewrFtg7cDf0xwaXySwBkBwOmTVZ7zYRHsbcTx2pxmbHzJjtzzVczFYnWCNSMuzY7AkigRpn5UY/pUSzsNwVDleoIxQ145PytHjvtIwPYn1ouBJJArDl2jHfbSoYo8cE44y3eoPNLgMZMj6mpYfKLZcIx9CTTsxXQ7ZDcbkCM+TnPpU6adEFOeh981KkqhcBUX2Wm7wejZ/CqsxXAWUKc4JwMdaUeSOFK5H0oOGGBHn/PpTkx0KgexGKNQDeh6OfwOKaY4SRuyc9MnNSbh0wox3YZpHcgDY6g/wC71/WnqIVUiXgLinZQcACm+Y5ON2R3G3mlIIGSePpimA4BfrS4QdgPpUBkVTx1PpUa3D5O7GP5UCLW2PPC80uFHP6VAspY/L/KpMsf4SfxpgPLA8bRim/u/u7Rz+tISRySBUTXHOEBb6UagT7UHQc/Wo5EjdTvA2+9VmvoklSJ5kWSQ4RTjJ/WlngaU5lY7V6LnA+tLUY2Syhc5EPlpj7wOCfoP61iXfh7SJZC729zu7t5pJJ9ee9bS2yuAUl4PT5s01reZG2rcFmxnaBk4/pSvIpKJzkfhfTQCiTXKx5yQdrf0rSgsrS3TZZt5cR+8SMlvbPXHvWg1pdOuZJUdf7mePx9ajeGZPvRgj2GaTcnuUrLYZj54zFsAzhlGMgY6jPXtxXO+IbmdLpF0+7WNwD5xQZ5zwPfAzU+p6opLQ2eAOjyA9fYf41jEVrTp9WZ1KnQh/tDWUbAui6/7qio7671C6jVWeRwG3bXVCKsEe1GK05EZ8xk4vM828ZPrtH9KWQXb7S0Cnb0+WtTbRijlC5mLNdgY+yjH0b/ABqVL2dI2R9Ngl3HksrH+tXselKAAKXKHMZxvgDzpFqPby2/xqK5uxMqRxWUVsd2d0YbJ/OtlaoIDqGsxwjc0aMB8vP+f/rUuUfMOXOMCnCNj3612celWCjb9kHHfe3P61Zht4YB+6gXH+0N386y9oi+Q4RIszKrPtBOCT2rY0GO3triW6kmEkSxEMNo+XJHXmukkSJ+Xt42b1aME1BcWEN1byQeT5ayABmjUKeuf6Uva3DkOb1NdIupn8i/tYFfBaNlYAkZ5yPrWYNHsj01bT2/4Gw/pXRf8I4salItRukRjkrtXGaY3h65TiC/LA9Q8K01UQcrMaPQ4w6vHe2L4OeLgD+YqzBodyZN5ktZFxj5ZlOOTViTwvKxLebGx9TAlMXw7dQW8kK3USQyMHbcMcjOOh96r2iFysw9RjMd48ZCgKQDs5B/Gq8p3lQevv2rf/4Re5lXi6hP+6Dio/7C1WImKNVkjB3ZAHX6nmt4V4LqZOnK9zJtQoLfUVcwN2BnHvVxdF1dmBktUwP7m0cfh3p8+k6gUiP2R2YJtb8Dx+mKmrOM5XTLgpJamE4zele+4/yq3BJt+Vl5Hc9DVoWGsKwElvMIBn5AOKT+zrjgi0mA/wBw06klK1mJXW5SliCSBlRiCc8DOKuwzb1GDz69fwp66fcg5FtLn/rmaX+yL5zlYZh9IzWLLQ9pCEChSwxg5qF5hHgcBu/pViPRdWPG1x/vL/8AXqVfDV8xzKMk/wB4r/jTvHuKzKBvUEsTIxaZDlSvQGtKK7S+lX+0g2ADgp1OeufQVND4buR0jjH+9IP6VKvh28k3bmjTacYJ6/SpfK+oK66F+LTYIYk8tYwSPlIXecf0/X61cjt3LbVACjA3Pk5+iio9H024sVaKZ1eE8gK33T+VaojUD7prllF3OhNWK3kI5O4ZyMc8g/h0qdLZUGAB+AwKfsAHQCgL/tflSUbBcMhO/PsKTec5UZpfLXuxNPRVDcZFVYRj/ZpG2+cyNj64/KnC0jZlZm37emFwKBKpZQlvIc45YE4/OrShmGFUD8KBkBTsQ6oO/HP0qOaFbgBWjk2joAxUfXtVwW8rMCX2gdMCpBAic8A+vf8AWizFcyksSjbRboUPVnYnn6c1P5FwSBG8EYH/AEzLH8PSr7BQem4+5o3vjAIH0GadhXKa2UxGJbq4f1wwjH5KM1ItlEABtDY7uxc/rU4BbGcsfc/4Uuxsk5wPQCnYLkYhVeiLj/dpwUYwWwPakkMcZHmSqCemT1qjPrmm25KmYMQcHbzTSA0AF7A4pwwBwv51zU/ist8tjatI2ccgn8eKptrWtT8xxoq4zkAcfXniq5WTc7Bm28llUVWubyOBd5Jb8cD865GObUr9mC3E0sgzxAcge5PQVKulXskqMZlg/EzMPz+vtSatuxrU1ZdVmbfgrEFP3cZJ79Pp9Kyp9XuZtwR0CAdS+AefQdTUV/a6gZTDBH5cZX5pZOsme57/AIU+x0aC3VXly7rydyjn8P8AGlzpK7G1qQTfaNqPJNCARwSox+vJqaG7lNvMtsN2Y2KzhNpbGDgH86uSWVrjy3gDhj75x+PSlgUj5LePbsOPlXgUvaXHyooxo01qwa3XzHOCvGFbn06+tRy6QoX5WIO4Y6DjvWpOPs6Bb268kHnaTyfwHNUZdZtIQRDDJMRna7DaM/TritFKo9iGorcZbaJKsuTIoj6YOOR6VaX7LZysPPRACNyRgE5+p6Vhz6tfzqUe4IUjBCAKP0qlgjBU80/ZyfxMXOlsjop9biXItzKxPUscAfSsy5v7u5P72Vj0IAJAGKzyzNwxp4UheTkVSgog5Ni8E5PWgs2BjnFGMDJzijceijAqrEli2vZbdw8blTggrnhh3pLmQ3Uu/axYhQcnOSBjj2qq4JOe9PikkikDLtJXnkZH5VPJrcrm6Gjapc2YJaJysg/hPPGf0q1cwefZMnlLHIib2BYHGDyB+fSqlneIQqySuZHI+V13AkkkgY6ZNWbcSXdyJISE2P8A67dgewx/nrWMk73NFaxn2sLp50sfmq9vtYlByoJwf6frTJ5XaOOSRNpYfK4XbkD0roNTzdZhWGWNcgBvMGWbnkjPSq40aGS6+cSmFVC/M/OfY+n5Va13JehTtNeuLdFWQLOg4Abhvzq5Z6lqF8uAzAh/4U+UD69KvxadZx8R2qfVssf1q9HA2AMbVHb0quVEOQpdp9u9/kUHcnZz2qKCzijkLx2wWToXJyf1/pVpI1XkZb9BUoJGPmAH+yKaVtg33Gqqg5ck+pxU6tGp4YYqv5KSZXyt2euT1qeOFBwT+C0WESLAJB1/I04QCPqQf51IigDA+X6UrSxJwrEH14oARclcAMAO5qUOpGRyfTFV2JPzNKB6EimxBOX89SvqDQBYZy3JXA7etKj5GPLJHsKjA8uIbmAGeOc00vt74H6mgC58yjPyjPrTZ3UjaeAapNPn5c8t+lPlkMpjiU455PtSAe3kquxm3EVGjwnnYx/u4pJ9hUkY44HvUKlIYWZjljQBOLoJwi/N35zUct/JjG/8M1TaRmPB2rUFxPDaw+bPIFXtnkk+gHc0wLTTyyHAOB3OKx9Q11YpBa2P+k3T8DH3R/j/ACrKv9Xm1COTy3FrZLw0jc7vb/aPsOPWsSa83DyrWIpGfvE8ySf7xHb2HFWok3Ll1f8A2e4Z9wvL4H/Wk7kiI/u/3iPXpV3RNZnjl2Xu+4WQ/eY/Mp+vpzWNHGBjoDmuq0nSIBZ776IPLJyqn+ED8efWibUI3Y4JydkdMk8AKgFgORu9s1Ek119vYNGBAVwZM/eGe/69KZDGWXaHZuOBgDH/ANamPerG5hjkXzFXLHHCCueEnJ6I2nBRWrNFm3MfMwVz3IUYxya5zWdZebdaWZKxZxJNu5f2HoPeqmo6k90BErExDqTxuPrVCuuMOrOaUuwmAMADAFIaUUVqQNxSYwOtOpKQCYoxS4pADmkUAGaByc0p4Xb3NKBQBVv7j7Nbkg/O/C1teEtLFtaG6kA82T7uew7/AOH51g2NudX1tUH+qQ4/Ad/6130aRxRqiqNqgAD2rKo9LGkEPKkAEHmgEjkFc+gp3yeWWBA9sVAx5+UfWuflNCbe27sKMEknco9s1EFZeSrHPepkCGPhWo5QuIYsn7yfnSmPB+8ppF+YH5TgdsVIyjsmMe9HKFyPy2Hp9KTymfjbzSswUfMcY96ctzHjqMUcgcw37O4wFQY9qVbaZjwlTeehX5ZAMepxRNJIi4MpBx2NL2YcxGbafH3SfoajkR4lXepG5gF9yagj1nZqC2kpwX5VicZq95qTTxhvMbLcL1XjvQ4JFRdyJY5QwzExHoeM02BJApixIHi4wTnjt+n8qvmKTcCsg25570k0OFLifY4GA3b1x+lHILmK/kz/AN1jThbzkZCj8TUjSwrE8xmbGATlsD9acp8wfuZx+dTyod2Q/Zps/cGfrS/Z5R2QfU1IDMpKvIjMOuG5H509WjY/63H1pWQ9SAQSg/w/nTtsg6kVMY0A4bOKfFa7/mY4H60+VvYV0isA3c04RuT8gJq8IowMBQcUA4XCpt9jV+y7snnKhhkVcsp/SkAycYNTvb7mLBAT/tHimHduCEY/3DScLApDGVk6nH40ibs8U2TDsQN2QOhPFPRTG5yO3QLWdi7gUjjPPXHU0u9TjaM/hTdqA9gfYZNQT6jawFlaX5lzlQct+QqySwWkJ4wo+tIYyeWb9cVky+II1UGGIcjP7xsHH0GT7VlXniS6k+SFEiLcju2P159qe4HViNFGf1qpPqlnA2wyb5P7kYLt+Qrl3F+xE94YlVV3b7kt8wxj7uSf0FUjbWceGmu55y3IWIeWCfq3J/AU0hXOkvfEJjUGBIQpzh5ZB/IH+ZqompX91A8rXSQADCtgBM/1/OsmEBZP9E0qNpR1eRS7A/Vv8KupoupXsolu5FU+r/MR9P8A9VPlQXKU2pMsMgnka4eXjcX2qR6DHJ/Co7e3V5NroqI3IWOMlj77Tlv5V0cfhq0WQO7O7d8EgufUnr+FX44re2ysYSPPULhc/wCNF0tgtcxrTTrmTI2GNDwfPbPGO0a8fmTWjHo1sMGffOQMAOflH0UcVM11Gm3a2/ttH+NQy36I2CvXsCTWbkUkWdqxxbQoCDovAA/Co5JZGUmAZVeThetZjXsk7ny0256M1Z9/rMSMY1keZh/dPFJK7sO9kankmX95cXMSsM/KnzH/APX+NMlns7MlZr4qo/FjXLT6nczqFDeWvcJxn8apd/WtlSXUzc+x09x4isowRaWrTN/fmPH5Vmz63eXDHMhRSMbYztA/KspTz0pwyPpWsYxWyIbbJzISTuOfc012J6ciowxFKD3zV3JsB4ptDHI9KQEnnFIYMM0CRl+XqDSY5609YnbnAVfU0AISpIJJoznhefpV+00qe6YLBGWJ5JY4A/CtqHQLS1j33sxZgN21ehx9O1YzqxiaRi2czHBLNIEiUsx/hUZNatp4fYxebeXEdvEDzghmH9BXQI1m0eLe3iUY5Ea9fbNOUBFC8FR2Kj9PSs+apPZFcsY7sw4bS2D5tMykDgsCS2ffGBWu1sAU2SfKBgqBx+verCqzdBUiw92NX7NfaFz9ipHaRK+5Yl392xk1ZSA9W4FTKAOFGTTsZ+8av0I9RoVVGFFOCMeuPxpwGThFzTxEAMyN+ANADAuSABuIqQR45c/gOKUHAwuEH6mmmQL1J/Dr/wDWoESBgowFwPpQZwBj/wAdFVjO0hwi/L35/rTSvHzEH+X/ANegCR5mfhCAPaowApG5iW9KFV2bag59uv8A9arUNqEOX5PoKAGRxGVSGBEZ6j1qwsccQACgBfuoOgpXkA9Pr6fQVWkkwOp570hkkkgJLMcmq7OSwJqMFnbaoyaspH5ZH8Uh/SgB0cexdzDLN91e5+tPYGIEkhpG7DtTlKRAu7AnuarteKWJ29Oi+tIYksgRQX5bsuen1qsWLZdiefbr9KhuLlIw008igDqx4Va5vV/ED5McO9Nw7cOw/wDZR+v0q1G5LZranrMNkrAYZ17Z+VPqfX2Fc1c3jXDC51Fn2MMpEOGkH/sq/wA6zmkwRJMA7/wxn7q+5HemESXEhkkbLOckmtErE3H3N1LezAvhVUbUReFQegFSwW5AJUZPrT7e2HHH4nrXVaToSiPzLlWHHEfQ/jSnONNXYRi6jshPDmmlbeSaZAGf5ULKCQO5/pXQwWi4YkFgRj5j0HSpYYwY/N3AJ69BWZq15LKTFAxt7ZPvSj+L/ZH69OmRXKlKq+ZnQ2qashdS1AoGt7QqCOC+fu+5/LpWFPcF1McZbYTuYnq59T/hTJZA5Kxgqnv1b3NR12QgonNKbYlLigUvHp+taEDe9JTuKOPf3oAb1pywu6syIzBRliBwKltrc3EyxpkE9SegHc10+n20ccatsHlr/q1Pf1Y+9YVaqga06bmcnsOOhpQmFyc5ruvMz/Av5UwsD1jX8qx+s+Rt9X8zjLOynvZ/LiTLHkk8BR6k1bv/AA7dR2cjG6t4xjBb5j+XHWuu24UDAB74qhKv2vUFi6xW2Hf3c9B+HWk68nsCpRW5laPpEtisQFvGhEWGfIyx9SK1PIfA+Xn1zVzywBjNNwBwWPFZqbOhxiyBkkZMbSfxxUPlzjon/j1WiQeNxpCxx1o52HskU7gXZhHlKd/mJ3H3c/N+lWB5hAHJp4PqacoJ6MKftBexXcroJVblW/Ko53uM4UFV7n1q9lx3FODvT9oS6XmZkcTBTIxyT0OKSWTGQMAVro5MMZPHyisrVC320KoGCgzk+5qlO7sZShyq4ikADJzk9Kne4iXCjlmHOD0qCKyeaLIdUOfTNSLpkysG8yM/nVc0SeV2Of8AEpJdGiBKEZkBArc0+5eSytmMgR2HOBjPpiodV0m5ltWZCisg3Lg53Y7VFpLvJpsLkbsL8zHOSe2Pwqm1KNiNYu50Cyy7MAgnoT1/Gq8lr9qkAnJZMY2knb9cVLF8sfOB264xUvQEYz/WvOne9mdatujH1iJraSN44DcK2Q64+b6imRTXcZME1sF5GJUfAIz056H6Vr3aqUjLA5zjjqvvWDABLPJA/E8YyIwcBl6ZU/07GrjsNXaNC4ggchPOMTKwdRjLZHpT53gmtfstyQ7tk9MF8dqgt7hGtp/nD+SDvBJyPxP86ytPAvpjeTSZXO2LJyQ3uB0A60a7ifY6PTrrzMQvE8IQAZkwew//AFVrn93CTGucDgetc6UKBnilUFTtd2bIz3q0l1cKgMbrgdQx6Cto1rfEjGUOxpWhfaTIpUk55qznNZEOoXMyhlhRwRgENwferf23DlSnQ8kNWqqwZHIy52xis6+00zo4hlMZfnDcjPqD1B+lWvPXqN3txSrMrHAbn6VaknsybNFWGK8EAS4IaRc4lGCSPcetU7rVrmxfy/spmxjnkH+WO1axlUgAsDnsKElWTg9vUUna+o9TiJtQvZ4Cks+2RsZC/KFH4c/rRZ2ct1b4d2hDHqOGb3xyauwWkpXKRhCwyMDGPqeasx2TwR+ZNOsYUfeKgAVialIafEsvlBZHI5yBtB9sf/XrQgsArbzGkY9EYj9P/r077dbRAFGeUYGdq8H8TiozqUm5tsSKv8IPLYpN9wEn0WC5vPPlBmJHRySB+GcU5NM020BLRQrn0GTVeW/lkA3sVz2Jx+lVZJSVB3/Xmp5+iHY0zfRxDbBFkA9Tx+lQNqczfdwoBx8o5qnvkICnJU8YA/rVeWaCFt8z7No4BbGfwqfeY7IsTXU7ZEjPIvUbmx/KmNccgHhiM7j0X6msm91kkFbVAM9WYc/gKy5p5rhi0r7v6VtGk3uQ5pbHSy6lb28YLyJu7KnzH/Csy512SQYt4xGp/vcmsjGOlGc/WrjRiiXNsmlu7ifIlmdgT0zwagxz6Uv1o71slYgOtBGRRyRSEkLzQA4ADtSA88GkBz1HHtS444oAC/bqfSk+c+wp8aM5woOa0bXQ7y4wUiJDDOegx+NDaSuwSvsZoHHJ5qSOJ5HCIjFj0UDJNdFB4chRgs90Ek6lYwCcfU1twQw2Efl2qJFkDljyfcnqawliEtI6mipPqc5beG5yuZ5EhbGdhG4/4VrwaZptoTKC8rJ/HJyB34FWZJsrtUcg/f6ZFNIklIL846Z6D6VHLUn8Tsh3hHYlW7LIDjgnPTGfw7VCxDNnYob25NSLDnrz9KkCqvA/StI04RJc5MhWJz1+UVKsSr1GfrTg3ZRmlEbN1/IVpckNw6D8hTgueuKFQdOp/SnhR/E2fYdPzpANUZ4Az9KeEUcscn0FGRjHAFIxAwOc+negQ/PYHaP1ppwDwef1qFp8fKo+b0Xk/nTQGkGHPHov+NMB5mH3V+Y+1MKluXOfYdKU7F4XGPXtT44XmPAOPU0AMBI4X/P4VPFas+GkJAP5mrEUCR84HuTTZbkKML+eP5ClcCRVWNflAAqN5VPAPA61XZmJyxI9u9R5LHA59BSGOldSeMn60RQtNk5wo6segqRLbADTfgg7/Wp2KogM2MDpGvQUAEUQIxCDt7yEc/hQ7JEpWNS2Op/xNU579mO0AewB4FU5Znk5dzge+AKLMLliS5O/czbiOg7Vm3+px2nD/NKRkRqeT7k9hWXqWupEpW0f2M5Gf++R3+vSuauLp7gkLuCscsScs59WNaKNiWy5qWry3Mgw4YjkYHyp/ujufc1nqHY7wGJPVqlitW2h2BA6getXICwG0kFewPatEiHIqw2w5LZ56DHWtSy0yW5YmOL5F6sTgD6noK1tL0Zrv95cRCGJf4Rw78e9dGbSNbdUWNYowPuryD7VjVq8mkdzSnT5tWZ+n6bbWIQpEZpiMh2AH/fOfzrWhRGXe5JT1PfFOEXlrubHl44bIBNZ2o6ki8/MR0VRxu9yfSuWFOVSXNI6JTUFaJLqN5GkWJQFj5AVG5f/AOt71z13dPdOOAkS8Ig6AVHLLJPIXkbcxplehGFjjlK4lHaloFWSJikpwx6Glwo55oAZyKKdge9GF9aALFrMsEEpDYkJXAHcDt/Kr7a6/wB0K6n0DAgfpWUFABYngfzpEXqx/CsJUIybk+prGtJJJdDX/tplb94z4/2cdatafqX2m5wC5CIzkN7Dj9a5s/M3XgVPZPKtwqxSGPf8rEf3e9ZPDRtpuarESvqdD/aFx/eqlZ6x9ltz5rRoWcks/wDET3rEh1ee61i4SP5LaKOQhcZ+6Dgn8a3rWwg8mGRlJlCD5wSDkjmuOOGqp+9I65Yik17sS0uqyyKGXy2U8gjkGg6jL/dT8qijtYIhsRNqDoAacsEbHqfzrN0K99JGka9C2qH/ANpSY/1aflSG/Yj/AFafhTTbKWIUtikNsobG88d6n2OJ7lKthxwvj3jH508X4/55/rVCQ7b6C2HPmozlvTFF+32Kye5I37MfKOCcnFHs8Uv6Q/a4d9fzNEagndG/OpF1CIkDawzXJvrqOrJHFIrlTtc4IBqLSL6W9vFhLyqjgqxeQH5uuRxxVwhiGrsidSgnZHYx6jAVULuIAAzis7U723F1G7uQMY6VgjUIrXZDLJceb1bevWnf21YLcEXEMk2RjlPu+/PWrpqtz6rQzq+xcHZnT2d5bNCMOeDz8pq0t3ARxMv51zcWpaTKN0NysSg8htyYpZL3S4EEhu49g/uOW/QVu6Mm9Gc8ayStY6pJopEx5qH2zXPWAW2int/NASKVkZVUk7c98dO3NNSa3uHDWsrEoBJtJIyKi0Fi+rXe75HPzDnn/wDV/wDWqqcJRbvtYmpKMlpudDatw6FvumpixK5Q8j8azYrlReGG33PLuy+8np7CtEOGyBzkdq58RHllc0pu8RXO/jI5rF1KFop47uBVaWJu/GQeCPyrZXBOGJHHJ7VVvItzKfKEijtnnB9PU4rKMtbmq2sV/syCCQhXb7UAJGZshR3q1HBFAUESKsUa/KOeD61Qv7oweQ8cTqsbjcFONo9x/jWnEVLTKuMkhmweRkVqnpcl2KsiAz+WpAMnXg5ParSgqhXbnsSRUcokMqSIoA9sU6FZmhmQk7iTyw4/pSsBZQhAEAAHftinYVVJxkdxioELZyys3HLcYqxGffnsaaJYiuVByG/EUnmKDk8+uae0jbM9Dnp1pFVpASVGD2IqiQRldjyFA74pjSpayETcO3OS/BoR8TFRxgc+gqVh5zbXMbADPlsucH1o3QtjHk1WV3RbdEiGB975j/hWddalE8qpPcB3HUlxj68cVjf8I/NJJtW5kMPX5hz0/Kqc2lpavslv7ZcdQMsR+VaWT0uTqjeW+ik3MsiMFxk+YPlz0JNNF7CxUJcAj+J05x7ZrEaW2hhMSzPcZOcmIADjGOeT2qvayi3kLbm2ntj+tUqSDmOilvLSJWPnruBIOTnn096z31YFwU6c5+XpTbma1iEdxtzHIckAc/X8CKyt6yPlcIp+6vf6U4QQSky7dandXHy+ayJ/dXiqeNxyeTR/KlGK2SS2M22xMdhSd6cRmkNMQlBFIWAPXmgn2yaAHAZ600/LnvQIyTknr2pwAFADcn0pRkD5jU0NtLO2yNCT7CtJdLWJxE8TzXH91c7R9W/wpOSjuNRbMqONpXCxozt2CjNX4NKn8r7RcDy4R0ONxb6Ac/yrft9IxBtncxrjJjh+VPxbuatwJBa8WkO0DoenP8zWLqylpBF8iXxGZDpkjLD9lLiNhl3WPDfr/n61pw2f2SARPdyM2eQpycenPQVIGkZMFuPQcClWP0peyb+NhzpfChiMwbKKseQAQACSfr3oWLtUwUDrRnAwK0UVHZEtt7jREB/jTsgdBn60nLGnqgHXrTENyWpwiJ+8fwp65P3f5/1p+FAGQP6UCGAY4UcCnKBjLc/oKUsMcdPU007erHH160wFJH4fkPypSB3JH16/lUbSovKgAdyeTUZdmPyjaD37miwEkkgTrkew5J/wqPDuMfdX0HU05I1Xk9T69adgNwB07CgRHhF4Az9KcqvM2AMj6cCp47deDIB9KnMqRLwAo/U0XGMitkTl/mb0p8kyJwe3YdKrtO8h2oNg9B1P1pvlY5fBbsKQweV5DwcD1PQUgbZ9wnJ/iPel2l2HI9gKljgQNyC7elICKOCSU+i9yatpCsQJUYGOXb+lMkmSEc8kdAO1ULi8km46j9KNwLU93HED5Xfq7d6z5Z3kPJOPeo9gzknJ/lWZqOswWe5IyJZh15+Vfqf6VaiS2Xbu7hs4vMncKp6AdWPoBXLanrUl1uQjYg+7EOn1b1+lULu+muZWkkYsxGMnsPYdqigt/MYFzhf1rRIm40JJPJ3dj39KspbeWRxluxp6xsjrs4APXpV60tJr6URxIzsT1AyKrRasnV7FeMZIjLcD8QK6LSdEV1Et5ny+oHc//WrQ0rRVsRvlVDN0HO4Af41sq+1huUZyOc9/QVyVcQn7sWdFOj1kCIY0ym1R1xjGKTzFVXNyzBEH3uzZp7yIgy5x7YzWRqepeWwA2tKOQOqr9fesqdJyd2aTnZWEv79lDecBu4KRnP5kf0rElleaQu5yx9aGdnYszEse5OabXfGNjjlK4mKSnUDmrENApcU/NA96QDOlJyTTic0cUANxRilpVwPmP4fWmAhBJCD8frSSHHA+g/xp4+VN2eT/AJzTYwhZmkDYA4wcUmwRGOKRJtl9BEDy24n6BTSSzRxSqjFgGBIJHHFVNMVp7176Rtqjcsa468c/QAEfiaVx2LWl2hS21O7IwAjqPcnP9P511ygoiqf4QKybxRY6FPby7FAUNvB4bdn9eCK2DhuRyrdCOhFYydzWOgwjAApyqOM8d6GHzc09R8/XoKkYR4x1zzTJvLQPI0gVR1LDGKljxtHGfc1n6vNNFagxRIVMgMhcZwo54oGQlhJrtuwH3bVzjOf48f0qPxK2dIKYwGlQdOvOf6VS8L3Aupp3lkeSZExnoiqWJwO/X1rQ8RKP7HY4yyuhGOxzVdSUzkePtErEdsBf7ppdn7hARucn5vQVA8sR8wbiDK2GOOatj5p1yv8AqVxs/qadh3DygbggHIVc7j3qG4jB+bbliMA1ODmB2HzO5+THTFTahCiXPkIGwDkCmloT1KHl4iQAbmP3s9BUgiXzxHgeUvO4jofanDc0xbPC8bfSj5likO7cW+6e1IoueHriGLVGSSNi9wuyN8Zxyf0Na2lI0evtgYVwy59/8jvWFp8oTU7aLfn5lXcvUHrwfqa6SG5g029EBhJFy43yFstnPB+lNbEMkuWisdSWdNzs5II3BVRvTGK2bZi8SuRtJzxnOOaydZBjkSYKmCxG4r0+vtWlakPbREOCMYGO1cmJjeKZvRerRa3BmClR8vP41DqFuJ7YJuZMHO5eCPcU8jA+UHHUZoupQbQj5/mGMgZNcMWdHU5+5nSHTGikumlkk+XeRkkZ7j8Kms76WJY2hf7dnEeyNQpA7fSnWGkRxztNJI8iuMAN+ua01tIwzII1UEfKVUDv610pia6iRTM0qLLbyiTkZBDBfripTexrKFlYbwOlHmjbHKSACcEjkA9BjtVTWFCeXdFWdoyflDEZHfp1qQJ2uopQx2sWU9OeKkS4QoMJ8tAgjwHChiv3gD1pWgVo28sBiOQAcZ9qWoaErq7qULZPXOaPKl2gCZl+g5pLdw8SqpBZPl5PJFTxNjnGead1czMfUtVi0zaH3yy5+4cAEVXuNSedxJaxSbjkH93kkcf555rTOm27zSSyIWlbnJOduewNOSCeJyqnAx17GlKTithX1PNbq+uro5mndv8AZ6AfgKrjp0oHtS/zr0UrbGImOaBke4oJI9waXtkmmIRgHGDzj9KQRoI8l28zJwAOMfX1pcgVJAnnzLECFLHAJ9aQxksYDKI5Q/HOAQB7c03LKMZFL82/GTnp9KuW1pE3M6yE4wMEUAUTJ8vAOaPmPrn3ro7PR9MmYIb2YSN0RYiT/KrVz4ctbdVEck0jnjaqAk/X0FT7SK0Y+VvY5RE+pp4VjwqE+2K6v+ydPtQr3FzKFxnAQD69KuWum2zoZEgj8vPEkj7xj9P1pOtFDVORyEFjcXBOxGYDqR0H1PQVr2/h+YYJiEvoFfap/wCBdT+A/GugRbWJcKomOeAV2qv0/wD1UNJJKepXBz8pI/8A11N6k9tB+7HzKsOlQxxeXeyIMHPlRfL29uTVrzAFVLdPKAHUDk/0oVPqfpTwmPb6UKlFb6ic30IhHk5bJPvT1j74/On8KKTcScCtPQmwoAFJuoCFqeqgDpSAjwT7U5V9qkEZIzjAp+0CmIYqHFPKjb1/wppY0YI+ZuKAF5PToPWkYHPp7mkZwuByPryT9BUZdz0+X9TQA4tt4wR7nrTCQT8uSfelCE8vx6U8EAfKMe9MCMRgHLEU/O0jb1/M0+OF5O233NWI444snOT3JpXAgSFnHzjAqXCxLwAB601roE7YyGI/IVHhn5Zi1IYrTNn5MfWmFD952/qaflU6Lk0xQ8zfKD9fSkAhbAwg257+tSJA7DdIdi1NBAEOQNzep6ClnuY7c5Lb5PX0oAVYgiZI2Ljv1P8AhVWe+CjZEMCqs93JMxy34VCST26U0hNj2d3OSfzqOWRIojJK4RF6sTVPUNUhsFw53yY4QHn/AOsK5TUNUuL590j/ACj7oHQfT/GtFEls0dW18yBobTKR9CejN/gKwGZ5TjH0HpTo4mlIxxn9atRRD7ir9Se3vWliLjIYFUbiQWHY1OX3cPjjpxzR5ZXGGBYjoK6PR/DjSlJ70HB5CHg/jUznGCuxxi5OyM3SNJm1Gfcw2Qry7E4A/wDr12VpawWSCO2UDd3HJYj1qwkSxqIkRVQdFAwB71KqKv3gOteXWrSqO3Q7YU1BDREQBnaT1ORTLhdpDbyuCO3X2qVplGQu4sBwo4z+fbjrWHfaiUBUOrynuOQo9Ae/1rWlQu7yJnVtsWL/AFPyFZQf3p+6M52/X3/lXPlizbmJLH1oJLEljknrRXoxjY427iUUUVRItLmkpaQxQRjNNY5pC3YUCgBcCikpO9AC4ycCncM4UdKTO1c9z/Khz5cYAPzv+goAZK+98DhRVyGwuftO63aK4jU4IQ5bB9VPT8jVAcCiaRgHdnCoRywzkVLGh+pWbTWj7VKyxnemOCSOoP4VS0y7tktwVSR7gKVYgA4BJJP0xip9HmF3MtnA9wlwoLh9wdJB1yQeh+hpl8JdL1OSKOIRxyKpyVIVupOPpkioTtoW1dF+91WSfSpZpbYxRfJH0yzY6lfTqcZ9RRpd9b2+22hF5DuA4kkBAHb6Vj6a0lxMsLTBovNDtCynkLzx+Ax+NNjuLWF53nhL3DscEOVGD6n+gFUkhO508WrJ5TyS3GArYyGBBHrywofW4VieQTSlVGSQn/16yIbeeGH7bcx26Q7RhEwOMHqe3f1OaoeZb6g5WE/Z9w2Hc3BOPlzx0yMVL1egWtubcHiiCSRR5s6qeuIwxA/OrlxqlpeRhbeaT7M2UZ51CfNjoD3/AKVipf8A2NIYbW3EDEcmTO8v0PCkZ59fwqpqVwttcKrtvkSPauBlckHLfmTSLNewW007zW066td8gx+9mDD29KqzvqVzvW5m8xC+4LHMrKOD0A/CuZWNTgLKpJ7YNXxAIomTILH5A3YN3x/L8Kd0KzLK2FwTDut5AWJZsLnZ/wDXqN1eKN3kR0d227CMNj1pspG6TaNoACL7N3z71bhCPDiTIEe3JPXJzn+VGgaiCNhcW9tuztYNipNRlddQnY9Byu09eKbagtOXV/KO/YrHrTpra4urpbOJ98ztxIcZYDvT6B1KaSKItxUgyHG3vTZipYRZ3eTyQOlSSRpFdyxk70iyuR/E31qBkJhQMB5kpwVWlcZq+Hnjj1OEyqu6XcqbeSDjr+X860PEI2mByW4PUdeKg8LWyG6mmZB+4UInsT1/QfrV/X1P2AlVztbByOxprcl7FrWWEllCXZFDrnDZySB04PB/CpNCupJ4vIcYEa9+uc/oORxWfp91Hf6bFbjy3uVGGRifmOfX171e0hJIJ3hlwHBJPTOemKyqq9NoqDtNM1cEc7zjdj3pHBY9DnHH1qTJBwANvfmgsQOuK8iyO65Ul3W6rvKqp7ZJIquLkjULc7k2sCFLN/6D+HY1qSLvBAX7wwaxrq0eztTJCzbkYkgn+H2H9K2iO90aZBkhuI35Ckkb04H5dqk2i4gjk56d1/A8VBaXcc8X2qEM24AHsc+9Wbe4jdpUAwytyufUZq/UjUWJireWeoHHPakjBhkCYO0/dP8ASorzMapOvWPlhjOV7/4/hUpbzoldDn+IUXER3cQiV7lBuUfeUdcetNW4dVaS2UzKeh5wfbNWQBIrA9GHIz6iq8UK2kKwJn5eoFZy7ksdBdvJN5bLEFzz8/IpbnexK28QcKcEu23n2qjKyCcFpmBB/gHU+/FWkDEqvnykKvzdyT256VknzR1FHU8vMg7Ak0pJODg/hSYz04wKQE+te0c49Rjp0o3im4LGpBHgf40AM3Mx4GB709UYsCp2kcg+lPSLJAUE1p2WjXN1ysZ2jv0FDsldgRSQRyXAmRQ3mjePQHvj8c0sZ8w4jXd6noB9TXQ2/h/bFHgeYyMWG7gDOOnt9asQ28cEQifYQpyFjQAA1l7XpHU05OrKGlSTJbkWVm08znDSk4jX2zWuls3lk3rou5dpQHKik+0ytFs+VeOdn9KYEJ5PFR7Ny1kPnUdhUeG3XbawJGB3x198UxVduWd3J6l2zUojA7fnTsce9aRjGOxDbe5Gsf4/WnhR3NKSB/8AWpMsfaqELkAUnJPFKF//AF07ZRYBu0fWlC/Snhfwp4AXnH4mgQxVz14HvTxtHOM+5ppOT3P1pSQBkn86AAt3oJA5Y0xm4zjHuf6UzOeVB+rUwHmXaPl+X3PWmbmLcEj3PWlWPPP/AI8afhU6HJoENA2jIGM9SeppwJA4HTqTQoZjwuT3zVhIcYMhyfSkMhRC54yTnrU6xKh5GWpXkWNf7o7AdTVdppJeB8q+gpDJZZ1TgDLegqu2+U5fp/dHSnIgAo3gDjigBFXb149BSkE9TgdqI4nlbIGF7k1ZjjUH92MnuxpAQrbZAaQlR6dzVjakaZf5EHb1qKe6jhz/ABPWbLPJMcsSaLAWri/42RDavrVEnfnI/OgL3PJqG7u4bKHzZ2AHYdyfarSJbJuFX0HrWDqviBIgYrMgnvL2/D1rM1XW5bwmNcpF/cB6/X/Csn5pGA6seK0Ubbkt3HTSvK26QlixycnJJ96ekJI3SdugqZIUjUMSDIOoPSpXYMu7aVcYHtVEjP4cBR1/KrNrDLcymC3yWPQev49ql03Sri+dVRCF6eZjAxn9a7PTdNh01NsafOeDI3JasatZU15l06bl6FfSdDSzG58PJ1DEcL9K1hHJj5XX6leKdCGlQA9c9Kk+7uygUA8nOfxrzZSlUd2dqSgrIFXI7k96ilu1hcqpUyDoCcD3pLy4MQCxjLEZ9sdiT6Vz1/emTMaMzAnLE/xen4e1dVGhbVmE6g+/1Au58okM4+ZgT83t9P51nUck5JyTRXclY5m7hSGjmiqEFHTtRmigBKCcUvSjqM0gGilpaMUAIDQoBOT0HNABJwBTmbO1AOB+tADS2SXPQUzJZtzdTUk5CgRgD1amDpSGIRUbzwss1v5KTTKnmBXJwVH3hgEc45/A06WQRRtIx4UZNc/BPM+orPG22TdkH0/+tSeo0dxpN1aSW6T6faRwMo2Ouc4/z61n+J/Mubm38n5nCnEZHJ55ORxitDRtHtreKOaSEeew3EnPy56CofE8BWCOW3aSOYExrsPXOMisepbdldmDYwODMtu4WVgsKkNja7N6/RT+dY1zxcSAMWG4gH1FdVLpcujxN9okiA3PMHUlgMLsXPvlqw0sbedlLXsEef7xbI/StOgupSeRvJZNx2nkjPFRROQcYBz6itr+w43X5dVsSD/tkVl3MAtb1oVZJNhAyhyD9KV7sdrIvWMnlJNfNw8Y2px1c9PyAJ/AUXcGLhPMlWN44VPIznCg4+tLIqxzxWpXfFafPPj+Jsjd/RfwqrP511cLK6lg53MQPXk02SiVisiL+/AwRtJjIGfc1YuIYreC2lW4jkOWO1TkqR0J9KLmK0MRjhdm3ldvyncDnn2xirtnoVvc48u+kWQDpJEQB+OcVDdjVK5nC3ZwirNbsC2//XDg1MHeG3mdym+ZwAd4YcAjoPrWz/wiIdQVu1BPrGabb+HDBfLG88UqiPfzG397HGCOfejnQcjvY58ycLH975TvJ7npTor+a23G2+Ryvk7h1Vfb09K29a0mxsrEz28TiQuFBJJA7n9BWFNAtpdHedz9QMfLgjINClcTi4sdsUjyAcpGN7Y4H4mnb95klUEggeUiDvVYuAqq74BOWYjqPQCtbw/A17fJKOYLbpkcZ7fjTEdJoNmtnaCNsCV/nk/3jVjVbcS2NwgPzbcgetNtwFn9jVuUEhlwTuU0dRHJ6DOlv50oz5yEKrBd21TWjELyW/WVZCBGWy+OF+vv0rGhube0vnkkhO/dgFDgAd8g1vWj4ETSFNzPtRm+7g5+bn3x+oqpEo3yOAx5z6CnEYWmxH91luTgjn/PrTgzGIZADY5B7V4042Z6Ceg1iTC3ByOlZRaS4kDDa7IcZ3cCtUblPzHcO2aptAsdwS6R4P3Rt5x9aFqWiNG8xzJ5hPlZBUHgEUpjnj1JJYv9VIu2X2x0P9KsoIVChFGAenoaq6hJJbQSTRKrkHcw6cf40+bogt3J7954LMywMm5TkiQZBHelsLhZ7RJEY4C4I64x2qHTpor+B2BYRtg4GQcjtmosnTiz42wEFyQPuY/xp+XUg10Pyk889BnpUMsLGN5N7M3JK9eMdvfvVe3vYZVV4rgSKcDgdPwq7HKmcB1YHtxSavoyWrlOG0ggKzmEBn9GJOetT5t5GJVG2jjAXjNSuvz/ALxxs+8AVwB9T+dWLfaoZY0GDzwODU2bdrk7HkR6cCgYB5rXs/D95dEttMQHYjJP+fetiDQrO2IacqjIf42Dsfw6fhivUdWKMVBs5eC2muMC3hklP+wpNbNnoExcLdBg5GQqfMB/vHtW3bwRooIzsyflZmJx9O1WjcOU2DCj1B5NRzVJfCrFWjHcqWWjxwxq8ojjb+6TnH4mrpmUABVJA9eAKg272LYye7GpRGe/Sn7JN3k7i9o9oiNLI/BY/QGhUqQKBijIFaKy0RG+4ipinAAc8U0t2Ao2sTzQApYCm5zT9lKFGfegBgUn/wCvTguOtPCepwKcBt6cUCGhD34H607aAOOPrQWx0/M0gIIyT+dAB9PzNIfUnHuaGlAHyj/gRpm4ntk+rUwFJ4yvA/vN/SmFueBk+rUoUscnk+9P2qvU5PoKBEYQk5PPvTtoXk/MaVju+8ePSnJEznGNo/WgBnLHA5PoKnjtjjL8e1TJGsa8D8ajkuVT7oyfWlcZJ8sa8AD3NQvcEjCAj361FlnOW5pQuOvFIYgUscnk0/hevJ9KbnHFKiNJ0+VfWgBC2Tgcn0qSKFQcy/M3ZBUkaKB8owO7VHLdJGCEGT70gJ2ZVXdLgDstUrq/Zhtj+Vfaq0s0krncck1GF59TVJCuIWLHLGj9KSWSOCMySsEUdWPQVy+reIHmBitSY4+hfoz/AOAq0rktmnqetxWYMUOJJh154X61yt1eTXcpkkcs3949B7Cq7MW6/lVmG0LAGVtgYfKD1NWtNifUgRC5wgOO5rQECQQ4Vwzn7xA5Ht9KhA5xkAAenWpY2KNgAHsQRkU7CbIyACR3PStXRdGfUHDSBlgBwW9T6CtDSfD7T7bi+BCYGExgn/CumaMxpHFFiIKVxgDgZ6YrlrYhR92O5tTo31kOtrOG0hVI1ACjAFWY13EdP/rVE+YYxtVpZCeduFqWMkjDgDIzhea8/WUjq2Q5mCKcAZA6Dr/9aqs19iD5kEbkHcrnkemfT6dTSvMyqZXHlxp0z/GPb/D6Vzt7evMzKG+TPB7n3PvXoUqSRzTmOvbzexWJmKklmZuCWPr/AIVRpQKMccCupKxg3cQ0lLR/OmIT+dLigDFHagBKXp1penNNzk8CgA6n2o60fSigA7UUe9A7k9BQAv3V9z+lKgCKZG7dvemhWdsgZJNE7Zfyx0X+dK4yIZJLHnNOoFMnmWCFpWIwv60gMzWbrGLdCOeWqTw9YfablCeQT83so61lgPd3JJzudsk+gruvDtosNm0uAC/AOOw/+vSbsrjtd2NWSWKBVEjqm84Xccc+lU7i3lur232mPy1kGckN1zzjPbj8q0XUOmxwGB6gjrTYbaEXETBAu1gePaskaSV0cZq5kZHsg+8vOY9wGPlQA/8A16w0IVgAGKnoRXUSPB5KvKdvmTTsD7nC/wAs1nX2lmwbdjERiyybs7jjJwa05rE8vMrlGG6iiIkDsJBnAIBB/OpNOMD6mJ35Zd0pHGMgEjj6gVRiA/cyRHfNuP7sKf51r2cG63h3DaZYpTLJj7o5UU79xWJ4LaW8sRHHDAWZPMldvkygOFyQeSTk/lVWVrOzu5LS6sxLJGcMY5jgH0/DpVzzpUmjzGlvDHGHfLcOOQgI7YA6exrAYLgN888zsG3DoM9vc54qC9TVe4sCn+i20kMgHysZScfpToLo29hdPIEuVbbGN4wRnPT8v0FZUa7IvMeBvLfOGyQAexyO1TXtykcBto1wreW/XPIUg5/Emq0WxOrepahv5YogsVywOPu8YFKmq3McxWa7l+ZCpKNnA7YNZcccgBbbuAGT7CrVmZIr7eEb5jtweMg9j7UnGw1Js0dankbTo4CZcrsK+byzhhncSDj2/Gsye5FwwbylTHTBzgeldFrWnwPcW0EskVuYrdMsqgKxPXHTjPNc+9nEt0YhdoY84MgH+GapeRnPU6iys7e40O0juYUceWD8w5Geev41bsbWG0j8m3QRoBnGSTWYdT0wRqEiuolUYAEhOAPoaWHVbEPn7VeIPck/40nF9hqS7mupKzKeBzirsmcgg85rnv7WtlcFb6UjP8cIb+gq/wD2pC6gi9hP+/Cy/wBaXK+xXMu5zWsRCHUpABxuycDtWvpVwqWyoqmR2bMYVeIyfQnp689Kz9fZZbj7QZ4pAy/8sei49c9Tmr+iQLb3H7xiPkDmMNlOeM59ef1qnsJbnQWRZhGZGBYA++ffP4mrEfysSx+bPcYz6VnWdxPLMQkCCHbwQGG32GetaCqu/cByxz+OOteViFaR3wfNFWEkI4Ynbk8j39KratKGteDjBGWGMr71YYYJI+7nk56f/rqCOISbllIYbjksvHtn9Kwi9SyO1B+ZN3m9TkchfbjvS3rg2EwjckoOXHGPepTEyRk8syD7mOP0wKmZUZNkjDHBJB/T6Vem43cqaQiJaxyfKwcbmdRjd9ferssaTud6AqwwQelZ1sptbs2qpuhk+YOFwN3XH0xV9NySsQvDHLdz/wDWpTTuSjD8ubSdR8qCMTQzNuKsuMfQ+1bqCMgNGqlW+YHHekdEldPPQY7A8nNSRPESFyOeAOv6im5N7k2sSNh4doweoXIyM+uKoQee7HfCUIGCOgz7f59KvAbGJUBsDjmlKrcIFdeOv0PpQLYxzPdSrid0PtHkAD+tCkoDt+X6U8RZ9qkCAHjrXpKEYnM5NkQRm5Ix9akWIDrT+KM5NVcVheMdKUtjtTCT65pdpPsKADJJ6UBc8GnquRTxHkdaBDFUjoKeEyccn2FOIAHr7ClzkddooATy/U/gKCMDA+UUbuOKTIHPX+VACj0ApG4560hckcc/yFRliff+VMBS46jt3NMY59/c0vJODyacEz1oENCknuTUmzHU0DI4HA9qAuTxzQAZ9MClVC33fzNTJCBy55qTKoM9KVxjI4VTkjLfrTmkVByeR2qF5i3C8CosZ6jJoAV5Wk7YWkVNx45p20Dkn8KCcnAz9KBinC9OabhjjoSamEQwN3HrTlQDpwKkCNYgDlvmPpUjOgGXOcduwqGaYR+3bjmqUkjOeOBTsBZkuDIcA/LULYB5IYUwE7cYpC+wbshQOfpTsK4Y3HAwKoalqVvp6fvG3SH7sank/wCArN1XxGE3RWZDN3l7D6etcvLM80hd2JLHJZjkmtFHuQ2W9Q1Oe+kzI3yg8IPur/8AXqiFZjnk+9WbOxe7D7SFIxt3fxe1PZFh3RorgjAJbrnuKsQRQRxlXZixGCcDOOelSTEGRtvOenPT3BqPrxnoOtS2lu886xxIzSMcKB1oENRC5C4bPoBXWaNo8ViPtF4g80DIQ4IXjrj1q3oejCzi3uAZm5Jx9z2Fa8EaSRhl+6w4Pr7159fEN+7E6qVJLWQgTzuB3wSc44p0qRtk7juT0JA/+vTlEUJKxoAxPITqT704usm6Et8+PmHoPfHSuNXbsjdsRQqgncCxHUjGPwqO4uorY+a+Ecjb0BYj0qK8uYbaEF13Mx4Vud4/wrnbu7lu5fMlbcegwMcV3UKHLqznqVOw6+vZbyXc7naCQo/uj/PeqwFL0oruSsczYlAYjgHGetBNJnAzmmICcD3oAoA5zRQAp9qAPXpQOtDNgYFAxpNLigZFLnikAlJSn6UcUwEAycUoIkwA3ybS2QM5ABP9KUcAKo+Y1rf2KLX9ysiyXUq5EfRRkf8A681LbWw0k9zLRR5eZMqrYwOhP5/n+VVohiMdelTXCpFPIZVfETbW2HowPJ59x+NNHlgABXwOB8w/wpAxOnSsXWLgyOIE5VPmbHrWxcyw28PmSO6jH90Hvj1rNSGCCza8Z1m84lf3g479B+XJ70NgkJoFkbicA8GQhB9OpNd/EiKFSNcKowPoKwvDto0MBuI1yp+VRnBA74P1rdEqxRF3RowoyS2AB+PSs5voXBdR7kKSSeKga68i7t0bapl37VPXAUkn27fnUEl47uoijLO3KEjr7heM/wC8cCtG20lrizilmlzJgliT055/D8Kks4p4hd6ZEpCn5XZSOed2arahAyWxvDOJnCINswxgYAG0dCMev866WfTEe7EUQQLtLnf3JPbGKU6ayJg20T4P3dxxQ5FRp3Rwf9pzh0YCLKdMIBWxbXdwY4giKS9qTtVcchzge1b72lnjbcafCnup4qmsELlo/mtzsUBo0yoHXHr15pqaE6cjB1aSSaRIGYFxy6ryS3TH4Dj8z3qrbs9jc5ZXMZyrrjqP6109r4dkkjl+wTMzMfmfy+ceg5456kVUvtIu7cOFniQRAeaJVfOT3JwRjmmpJicGnqY7NcRl4LMu0M2CuO3fANQG3L5RziQdAoJB9uOlbMWmTvDHabFld/mV0b5Uye2eoA5wO7e1Ourh9P09kghOSdglPJG4ZJP+0AQoP+9RdE2ZT0ua3t7tkv4fMhZQrDPTnIPvWtp3+m3F1fToCJG2JxgMQCC2Pocfj7Vz8NrM9uwML7+qkoefx/x4rYsbyV41trmCWEBCokRD0AP6k/zqm09RK6Vug/xIwuJlbKjyxGgUHO4Adf0rD3jAwK2NRhkknmuZ4SE+z5WTgBmwvQ9z7dawQeOvOOa0g0ZSiTlvkpoY7qM4TGaYD83WtbmaRLu+U+tW4n3RLn0qhk5IqzATs+lNEy0FuCCEYg+hqe3upP3Sybmiixhc54zUEh+TpyDmi0jd7oRLtYuPl5/z6VMlqVBux12maxbmMo7lDx1LHJ7nPYe1aY1GzMmBcR7fXpXFSqbe6aLGNhH8qtKFOGzgn0rir0Yy1OulVa0OrfUrBRzcg55PBNKNSsCvE6Y+h/wrlWkyqkDI9qRMB/f3rl+rxN/aM6V9WsvMwXkx2JXg1R1e8MJikhZXgkyGQHIP+FZJOTyT7AUsiI6bcbfpTVGKH7Vm3b6gl06rbAs/I+Zfuj+g/wDrVqRh5PmbjC88Yz61xloXjn/dOsci/MJd3Qdxzwa622vIJoUkgIkOAJEQ/MD3ODzWc6dtiozvuWIxwrDaBjkHPAqK4hcJuswBkbvKxhWHbPpxirT71mVjKqxd1I5z7UOXhlV44vMSTgupzj8P8KztYGyC2lYovmxiNmGAvQce9WkIIGcHioTGsUm5mAic8ZXBVj2z6GpXJgcERs8bDIZcE/jk0WC6M44B/CjPHH60mMtyfxp23mvTOUaOecfnTgvHWniMnnp709YwB60ARqmegqQJ2xml6e9O4xzx9KBDcAcdSOwpcnHPHtSZzwtKq55PNACDJ7dKMZ56/wAqUupOFG6mOfU5PoOlAAzf3effsKYT68n9KUnIGSPpSqpI5+UUxDeeh59hTgh/iOPanAhR8owKPwyaBidBwKPQDk1IkRY4ORU6xKg7UgIEhJ5b8u1TABKSSVU4zzVd3ZuvT0oAlknHROagZixy1KqincCgY1eee1OBGOBSZJOBTxHnk0gGDLHj86nRQo9/egIF5AxUcswUAdT6UgJGkVBzg/Wqk1yTkCopJN2fWoSCfrVJCuKSWPNKuBxSAYrG1TXorXdFb7ZZu/8AdX6/4VSVxN2NK9voLGHzJmwO3qx9hXI6prM98SmfLh7ID1+tUbm7luZTLNIXc9z/AE9KgVWkbCjn1rRKxDdx8ZiZ8SlgDwGXnafp3FSxWbs25jiMchgODQIPJCsckkZ6VYhlZVERIUdie1MVyzbypAAh+aNuQ3pS3KJOpbAyw3Kw6nHrVcFCpUt93gH6nn861NE0ue6bci7YP4nI6j0HvRJqKuwSbdkUrHTLi9l8uGINjhmLYA+prtdL02CwhUInzt95h1P4+lTQwR2cCRIqxqeAqjkn6+tWgoXliQOn/wBavLr4hzdlsdtOkoeoLFl1f5lRAcLnhs0DamIlc4HAUDkc1IzEqAoGc87ugFMV4gf9ZgEYODn+Vcyi5OyLbtuSFQoC55Jzz2/xqpe3kVpECcMW5SIDGcdz7UzUL5bXptMp+6jHjHqfQVzs8zzSMzkknkn1/wAK9GjQUdWc06gT3EtzK0krlmb/ADge1R+5oorssYBzSUppOnJpiDp1o780uO9BGKBiUCjvR0oAQnApAM80dTzTgOOaQAB70hp1JjmgBvelHqRS7c9aRjk4GKAJrSJ5bqJUGWLDH1rprmaex0sStKryxqu9zg46bjz7Zrn9OspLu4SKNgrcnJ7Y71V1yW4jS5hknnaNFUqDkD3yD1Of6VnKSukUovcztQuTL56HLeYdyY75Yk59ME44/rS6cxaORSzMVbBJPWq0r3VwD5Nq5wxBcJ1wTj8s0+zfZbOArhnPJxkA+mM0k9Smitrs/mSwoGLKqflyf8/jSytPLYWsUMW8oCMKufXn9abLYM8imaQoFABaRSM9+PWtK1uRYHFsUCuM5ccsO2aLXBaDtM8Ry2tnHbTptKEgMYSQq/gRk0+28QtdJK0yBZYxuD7zwMjouMD9av2187xM1xLbqMjjqP0pzlSGMLxCT7pIHAPbPFJlIs+H9Vh1AlbeICUgvIjSFpDg9SSOfzrbnv7+EKI7ZpU2kFQBwfz+tc/osV8bp1E8AZkKrIoPB9wRWja3Woy+cY5YJvI4kLKVxipt2KV7bHNahBPZFEtopleJFeUsN20FiefxrQsrm5lt5ZWS5k2tjMLAg/g3JqHXZmS58y4to2lIAOCcHgccH3qjBr1tCpKWioxOCEd1/rVWuiVKzNKWRb6FRFeSK6k5VwA4+oGKxNQv7mwvDEs8gGxdwQ99o61owazayTb4rFpJSM/6wsfr61QvXhfVZzdQMJGO4ZXtjpx6Yx+FJQVxyqO2gwa9eW5RhLKpIyCUA/WrU/iC8vkQTDz9hDfMGA/Sqss0Mk1tbAYtiGL7gTkn3/KtfTtLtWUMt7H5R6I0wH/1xT5LbC9pfcxLaS6S8Mr27tknC56ZPatWRY5QPNUYU5wzMAK2YtKhd+b5W+jZ/rVgaOrcJOpGff8AxqXqNaGCRE3IZSf+uhrQjt3+URSIsfcIT831NW20ORcbJIz9Qw/rT49JkRdpWBV9AtKxakmYWueSumzRR2bQmMr8yklCM84zXKFctkda7TxHaNaaLcMwRgSoGFwR83rXE+auM962ptW1Mam+h0Vmtpqdr9nkgENwi5WSNcZHvWReW0llcNBIVLAA5XoRVd7gjoSPlCnB6jHQ0gcMMuxOehJ5/GtudMwUGi2kCtA0hkVSCOpwMYz+dJD8pZT1HanW14bW0DR/K8zFS2ASFGOBn3Jq/ZSy3FlJM+WAV28xkXkgqMdP9qpjUsypU7op4LZGM5FP0pgmq2hdTkPgjp9amhnJky0cR2gtnywDx/8AXxUtkixsl7LDhVcgAH7/AAeTn3HNVORNOJFdL5UyHduJUE5OeP8AIpfNAiwYi4xnj/Ctf7CLvULxblUS2t8hJMEBcE4H19fpVG+tRa3DRAZRwChJycfWsm7qxqlZ3JbaAm3eSQN5cUeR2+bgAZ/Gogx5BOfc1alij+xQlWwShdsnOTuxx74/lVROTzxXPubDnJHcD0pVYZ2nd9SKDjtz+FMLEEjYRUjEkCmQOoBHpimvI1tMJFfCH7wHehy2RksQOox/hUQUbyGzg+ppoRt2GvNAioxeaPHyg8lfbNdFZXsN+NiEcDlTwfyrg4xNC/lop+Y5VlHX61o290yj5ljZlOSMYKn1z1qJ0k9UUptaM7OIeXJ5DFnVvulucexoLrb/AC3bqR/C2MZrBt9amZFWQEFf+WpXnH9avfbrW9gRJriwd15PnZx+AOK53Tkty+ZEnlkngdqesOOTzT9/I20hPcnJ9K7zAOB05pM+po5PtRhQfX69KADJ7ClPTmml/mwOaYc5+Y/gKBDmcDpzTSxb7xJozgf3RQqswBXhfU0wEII6mnBSRkfKPelCqCMHJ9aMk9Tn9KAFAUAbR+PrSg5Of50iqzdqnWLHLUARKjHpwPWpkiCkZp+Qo54/nULzc4XFICZmVV5wAarvKWPBIH61HlmOTk04KT14oGJjJ46UqrjqaUkKKbnJ45J70gHMfTikVS5wOBTlQYy1SZzxnA/nQAioAdo5NK7Kg681FJMEGBzVZnLE+tAEks+eKgJ4570HA7A01iB3qkhAaimnjgiMkjhEXqSeKp6nqtvYJhjvmP3Y1PP4+lclqGoz30u6ZuB91B91apRuS5WNDVtee5BitiyQ926M/wDgKwmbmmliTzzUkURYgt09608kT5saiGTk9KnCAcAe9OGByeMcelOwQw288Z56UyRyShk2PuYDp7UJEGGQ/wAxGduDx7UQwyTOFiQux4AUdTXW6TocVqySXB3zY6Ywq5Hf1rOpVjTV2XCnKb0KOk+HpGdJ7tSkeMhf4n/wH611cMSW6LGg2quAqgYAyadGm1eVO0f3u9Sl0RPNdsIuSa8mrWlUep2wgoLQAAjMGZic4yf6U4Nz8oXgduw/xoYB9hzjqSVGe1LCBtynAJ6nqTURg5PQbaQElUAKId/QHv8AX9Ko3t5HaxqdiGXoqnoo9cdqNTv/ALKpEbL5px1Gdg9/U1z00rTMWbuc16dKioo5ZzuE8zzzNIxyWOSSOtM6dKKO1dNjEKQmg9M0UwE9zS9eTQOe1FABmjNIaUYA5OaQBwKaTnignPFIBxigCQEDp+NJmkAxQKBi0U3pS4A57UAKxCr33H+VNjXc31pOWapHDQx7gBub1PQUmBs6EVzeSgcRxhR7En/61c/qO66uEtIcNJMNoJOeS3Wp7W9ltoZYo2+WbG/jnjP+NUUiaLUIJo9xYMWyMZGPrXM4N1eZ7I0Uvdsi1/YmrwP5ayHYvQiTAx9O1Ok0LU3w7FVf+8Xzn606LVHR9sdwxUnqetWhqtxwPNJPbOa0u0FkzFfSr+Fi7FGPbd1X6YIxVcq8RuFnEbShd6x5OfbHf8K6OfWrqHLzRbwvJJwOPyrjdQvPtmpT3eAu9shc4IHbpQrsHZEkFx5iyboMeWM8VIlzb4YypKgU4yoBwaz5J2Ykg5zxyckCmysWlfadwJzx0q7sjlRv2OpLZTI1tIzK7AP5i/dHqOetdDqUzW6MYgoMv70qnp1AB7//AF64i1bED7gclgBmr0U7zRi3kmfbjAGe1YVqcp2aZ0Uaqp3TQ69vrnUJ1eWHBC4JQ/T/AAphsLtozILOb5+chDR/ZMsh3RguAOATzVb99E5VXljK9gxBFbehh6mz4ctEhlee8jmUAbFXaQc5yT9KlnntBrvmvcbOWzv7ZJHHFZC6lqEW0Jezgjp85NIllfXk3mNGzMerMQKLO+o1JJO3U6e9kspLeICeDYQSNwzuORk/pVmC10d412S25yORvArA1aL7KttFtw0cQB7896zPOIwFyB1puVyFCxfuXUXcogP7sSMFwc8Z4pI55wSFlKK2D8oAJx71VQHrjr3xUgB3Z4xSLLlrqGoOuROw5wME5H611F5a3ls9ssN5M5mOG34+Xp/jXK27bdvzHOevTFaC6reKylp3cr0LHOKTKg0nqS+MLW8ttKHmXXmqZFGCMFup/pXHRpIesYI98Vu+INWuL21hhnl3gPu5GOceorEV1HQgf8C/+tVRM2OW3Ukboh9cGtDTtFt70MzB1AbGUPHT3qouCNwkIA78GrFvOYJFZJ8DPOFz/Wm9gWjKkUSS3tvZyEiOLdvYdSMkn9OK6W+is4LJ4oS8UZhXy1R8rkkE8EZ7DmuWS4KzB1yOSd3Xk1rX2oxy2vzLtZQFKjr6cVz1OZSjymsXHlaZVVgsTAMMvx9AOf54q3bo13BHCZtgD4U9MDgYA7kl6zomRiZHDJGfuk459qtaTKrarEPux7ht3dyOf6V1TaaZhBNNG1dwumqSlL61I3qWhlY8N164x+VQXrJMk0srfJFnymQfKzA8rk+xyPWqlzb7tQlmJPlhhu55HrxSw3ELktNlY42ykJG4MKzcnGN1qXy3lZlu6gaJIHYFM5WNGPO3Gc59yarM5D89PSprqZruYOMiNRwp9emahxuxhSK51zW97c2fLf3dhdwPJP49KDJ0yBj9ahUOj9foKnCk9gM9RjrTERsx3bQpAPXmmGPqSdw9KkYP1JCn60zcMAk5/CkxoIdzgkNhx33Yqyj5cboV3r39fxqshVXz1GeuKlIDplWC+zDFUmSywTlvvPET2Xmk2kuWhKM/csOag8t2+aJCXx8wxmnmO7QDzAikj7rjBp36C1OvYkn8KAe+KRmAbA+Y00kkfOSPYc1Qh5bnbyfYUhz0bIHpTeQOAFFKoJ6D8aYBubGBwKQKx4Vce5p4VVPPJpSSe2B6UAJgJ15NIMk8n8KAOw5qVYSfvflQAwAt7/yqWOHu1SLGB7ihpAvA60gHjC9APrUbTY6HJ9aidyfvH8BTcE/4UADOXPXNIAc+tO2jGSMUoOBjtQAAYOTzSMc9aOW6daeqBTz8xpDIwjMeelTInGFFLt9T+Apkkm1cjrnigBSyoOeagkmyOD9aY77j3qMrkZPHtTSEBDE8dPWgjacBTx1pfM2jjj3qjf6hb2UW+d9p/hXqW+lNIRbd41j3E4PUkngVzeqeIgu6KxOexlI4H0rK1PWLi/JU/JF2jHf61lFmJyevtWijbclu+xJLK0jszMSWOSx5JqPJOM9KWONpDgce5qwkRQDIwT0OKoWiGJCPlZgcHsfSnpgZHpxipQVERVRjryOg9qjZwG2nLHJHPFMncfkGUhcMP6Vc0/TZL1d6ZK7guQhOP6VJp2lT3zIygrEw4ZlIDH0z/kV2tlZCC1jKIU29FZ+nGK5q1dQVlub06XNqytpenxWVpuhid36EnG4n0rRhjZmztCSFT8u7P5+lSJaoZfPdFB243dDj0pzKUG0fKAeNq9eeleXObk7s61ZaIazSCZYwq+WRyQeh9ye1BVHZfl3NnnAOOPr2qaONWUlR8p656Ux5BISEY4P3m9f85pwg5sTlYcZgD5aHlRy55Vazb/UFtEaKBiHbkseevf69hUWoaoqbre3XKr8rOf6eprFJLnkn8TXp0qSijlnO4O5lfJJ/P9frSAUvFHeuixiJRkUHmimAdqQfTil6ml4oASk7+9OPtSdsmkAgpD6DvSnpSc4zQAnA+tFKRSUAL2pT6Ug689KCcnmgYAZwPWkfHQcilyAOOp/SkQbj0zzQBJEmPmY4GMmq8r+bJkHI7ZFT3DiNRGhyx+9UGMcelIBc+hp6XNvbRuZkkYvkfKAVAx0POajBz2NRSHdL1yqfzqWrqw07O5Ol3o7OP9emMDCJT3udJ3KXuJEGejqf04qiRzio5I0kXEiBgOxFZ8vma8/kaWqpDfWISxC4U72GW3MB6cU3TYbeC0EMs1rM4Ys2Sp2n6msO6c2cYNtJKjZxhW4WqTX9wwYNJnd1PQn8qFF2sDnrex2I0qylyTbW7f7uP6Gm/wDCP2Z+YWzL/uk4rjFup1YESNkdM81ci1u+hxskHHt1o5X0Y+ddUdJLokE4jjXemzIyMAn6mq48Nxq2RdTEf7o61nR+Kr9du45A7BiM/wA6vw+LMKhaNd38QYA4/SlaSC8X0LbW01pC3lTI2xCxMgIIA+lZMeoR3CZvLOVuOHQZxVy/12G+sZYFaKN5BgtyOPz9KofboIUQMMADaDG4bFCT6g2uhmzyjzDhXVe24V0Hh3UbdlMU86IwxtLnGR+NUl1O26eb0PG9TVuO4hkg3J5buW5Cgcj1qm3YiKVyPxPdRyX4SOVGAQZIOeax4ZgJBubjNazCC7haK0All25I8vGPxNRtpMKhUMQLbckqSc0k9Btak8cMjRho0Lj/AGRmnCCQ43RMufVSKqf2bGSAvmLjnaCeK0dEtH+2YM1xIioTs8xsA9M8UthpXY1YyhGccVIUyOhrZltuVLGYLjGC5bJ/HNRPaIT95fxReP0FLmL9mzktdUp5LjOGzWUHwCMda7i80mG5iTz1Rgv3eox+Rqg3hu2YAjev+6x/qDVKSIcJdjA8yIwPHt+Zm3B/b6fhS2xSINGwwZCAHI6VtDwvGfuTSj3+Uj+lSPoS2sCtI6EghVZoySSTx0Jp3Qmpbir4UkXIa2kk91lAFSvoEiKpEUgfp82Dx/jV5G1O3LHz4ySd2Nrj+lA1XUI22l4d3T/WAfzNLW+jHot0VV0pI5ITJZTuc5kLsG49AOKsXFvFbCGX7FFAiSgmTIznoBgdOaRvEF1Zn98FUtzhmBz9Ky9Z8Q/bdPlg5BfHRgR1z/SnqK8exRur6cXNxEv7tJWHmA/xY6Z/SnJjAAJYnt61nkthS/dRyx5FW7cfLkkA+p9a3grIwnqXoW+TIOQBUwI6KapRFySXx64xVpS5wBWdVdS6b6EoI+v0pAwBH9aCAOTS4yOa5zYJArpgjFUyGjJDd+hrdguBLbGOZo2I5XzeRn24rMkUMSCAAewqd9CtioFP97p6VPHyOcAY61WbMWQzABfWpY23Pt9O1FgNPS5vLuQojDpJ8jqe6+3pU+oLp8dxttHd1A5zyB9DVJI8npwew5q5NDJZqvn22A/I3f8A66hpc17jXY3S3HygIuPxoGcnaM+5FLszyxp25VwOnpXUYiBR/FTi9NLk89BQFZhwMD1oAQcdTzUqRM/JGBUkcQUAn/69SkhR/nNK4DViCjH6UrOo+np/nrUbydhUZbJ/rQA95ST1IH61FnJ4GKcFz25pwwMGgBoXPPajtxyaVm60gVm9hQMCR9acoyRmnKgU4wSacQc/NzSATgDC8D1oLKoprSY4XANQFyxzn8qYD5JCRgcAn86hJJJx39aUn5eSCfQdajeTHTiiwheF5NRM+TgZNRXN1FbQmWeQJGPXv9K5XVdflu1MUQMMHt95/r6fSrUbktmnqmvx2+6K22yzDjd/Cv8AjXLz3Mk8pllkMjHqx/pULNngDA9KbzWmxO4/eCMCl8skDoc88GnrCVOH+96VOpRW6dOh460xDEXAXHGOpPFKTkgKSR3PvTXkCoqIN0h6nH6VasbOW8lhhWMLI33eevuaTaW4JNkUCSGQqwDBiAAByT2xXU6b4bVmSe9Gc8iIjkfX/Cr2kaVbafCJmfzpe8jLjb9B/WtdZ0RgigsepIPI+tcFbE30gdUKVtWIE8pAiqobHyjsB9KmVQgLyAAHk5pgcKS7EBu/y8+wApwkJGZE+bqIwcmuHc3AylpNqdOp9T7D0qRAVTc/X0ByBQFEZLH5pGPb9BUCu0/7wtiNOdoOOAe5rWFNyZDaSJQzTAsSdmPujg//AK6xNQ1BG+SAlTgq0i9x/dH5cn2o1K+AYwwMVT1HVjxkf/XrKPzHnjHHHb2r0qdJRRzSncTGeOgHb0oA9KDxzR/KtjIMdqDQT+dJ15pgHvR1o68Clx0oATtmjvS9+aT6/lSAPxoHA/lSY70HJ49aAE6/Sij6UdOM0DF/zmmnnFApcE9KADoOaQfezj8KUrjjNI+AeCcUAJks3pn0qbiKPzG7dPc0kKjr3/l71DcN5jgLwi9KQyMZdiSead/OgAAUvXAoENLbUzjPbJpm0KMAk+570Z8yUsOVXgU4jHFIYwimlcmpOAfekx2460gImQE84pjQRMcGNCT/ALIqcAE5PT2pDRYZVaygJ5gUfQUw6dbH/lmR9GNXeQvXGTRtOcEAehoC5nNpUB6M4/HNRtpK/wAMx/EVqkCmke1IZkHSJM/LKp+oNRnTJx0KH8a3VXIbApmBnmgDBawuV/5Z5+hFCQ3UBJWJx2+7mt7AHNIQBTAxVM6qN0R445SmzTEjlAp7FflrcUHA/OkKg9QD+GaVgOfFxKMfvZMD/aNWI7+VDn7RPnOeoP8AOtU28R6xIf8AgIphs7dm/wBUv4DFFgGW+r3calo7yTLddy+/samOt35GVvjnIOGBxUZsoSMBSMehppsIyc7mFKw7skXxFfRACXbKufRT/SrEHioJxJBuP95VA4z6fSs6Ww3KQsmM9ciq7aXL/C6H86XKhqTOjt/EVuwxMvbOADnPfvTdQ1m0mtURGK/vUbBJyMMCT0rmjp1wOiqfo1MNlcg/6pvwo5UHOztLnWrNjiG8Uj+9gZ/n7frVIXVvK2XuFfPrXKNBKvWNx+FMKkHkEGp9mV7V9TsvLg8v5UR888Y/rVPUbKP7BKxgCFSPmAHr/wDrrnUuJkXasrBT2zUsdzOxCPM5QnkE5FOMHcUpqw9s7VKpnbx0zmrFs2VPVccAD1qJiQDg7cHORSwMpIQk7exPGTXTszm3RdQhSO2eMHsKtR5zjJOODnqKqjdtZXGSD3GOKuEfODj7wB9/elNXQQdmPG4dMYNKuD3pQMjOKULg5/nXIzqHRdMY/Wo5UKScfd/lUqJyOMfSiRM/NkVI0UpWdHWRAoYf3hkVZ0r7NcXjPfLtDDG5D0I9euaguFkJAADIevqDVZJnhk3ISjA8EHBFPVqwdTr9tpbXMK2QdTIv3gpZn/3Qf/1d6sW1nbxXMguka5nIz8+WCL2H14rB0si8nLzyyvMRtUJ1P0PYewregt54YfsytvfcXKIo3KOg3E8fhXLKLXU0VmStyeKFUseB+NSrDkjccnHrUyqoHy/meBXdcwIo4emf1qYbVGRj60juFP8AnioXl9DikBK0mDxUTOfXj0pmc9B9acBwCetMAIBHH404LxzSggU1ic0AKTjp0puSfelALcYIp4UA4AyaQDQmeuKegPQHA9aXHOTzTJJQOBTAeWCD0H61C8pPfio2YsRnFJ7niiwhQS2c0wnAwO3emu+Bg9O5qKSRY4y7kKoGSScYFVYVx5Y9hk1laprMNh8iYln7ID0+prN1XxGX3Q2DEL0Mp6n6f41zbylievPUnqatR7ktlm9vprubfO+9uw7L9BVM8nJOaMgdfyxUkUZmwgUA9c4JP0qhEYBY4UEn2q1FH5J3f8tByOKkgHlEeWWz3pXYFBhcsPvdqdhMkeRf9fJGHHcD/PSqglDMAAeeKbHKdxYor7egJ4/LvXQeH/D5ucT3UTRR4yGI4NROairsqMHJ2K+maJLqJfamIwcCR+mfQY6muus9NsbFA4gTeOTIF3Nn271ZjCRJ5UUXAHyqvBqwgaWIbolXA+YEZUew9a8uriJVHpsdkKagh0ROxSFYFuQW5xQ+2CHZARGSfvEZ5P8AOoYnbexcuE/hAH3j6AVaWLa+4ckk/hXPqy3YZbxlECKxY45Ynk+pqSRhAFCgZY4z2FMO21jKIAXJJOO565NEJTa0hZXOcZznHrW9Om5MiTsrkM24zeYApCrt5bGST6+w61m3+pmRAkTsEHccGT/63HWm6jfg5iib5DyQf4vc+grLJZzuY5z1PrXpQgoo5ZSuBJZiT/n6UvPagcDij8jWpmH4U3jp2pSO1JTAKD6dqVsA4HJpACBigAAxSgUmfxxQCemaQBnnFGOKM/jmkJ46dqBi9KaRj+tA6g5p2BQA3vSdaeMD0NAGTwKAGgY6Ud6d0/CmngfU0ANNCjc3I474o+8SRUyYVDleF5PbJ7UmCElYRx4HVv0FVsc9ac7s7lic560YxQA3HtR6jvThg0h60ANHA/lRjml+gpD1oATgikK5FO70gBJwPwpDEIIAPY+1IadKcvgdBwOaRetACDp60AEc0St5UTORyB+vamRMxVixzk9u1ADsUY5p2aTjvQAjZwATTeD7GnEg0mMZ7UAJxmkYfhTsfjSYyR6e9ABjHfpSfhTumetJQAmM0g6k4p3bvSDgGgYmKMUtBB7UAIRSYp1AHFADcDpSbRmn0Y/CiwDNpo2596fjijp1osFyIwxt1jQn/dFZWowpFKuwAbhnA6VtDpWdqsf3ZO44osIrRkSRAYPAxwafbjDr6DjPU0y0bpwcg447ipQFinBIBBPTpx7VoQ+xoRoOzds8jOatRrmJAozgkZ9PT8OtaA0uIadBco7Rmbny5enT1+vA9c1Wt7d/KlwrOyfeC/MABj0/GndNEWaZH0Hfn9akWNtoLDpSxKCAc5NSr8rdK4pbnYthgXHXrTnAKEZwcdcVYU2pYebFKD3KyD+orRt9MtriJZIpJYwc/K2CeKycktykrnOckEMPrVOdA7AkZPStrUrRrS6ZMkqeVJ7is2dMEEcZ/Wqi7g0Lpk32a7icr8oODg4/Gu/tYiU+Z9rDjbEMBa8134k5cD2rbtLua5XbLORtAxknHp0qZwu7gnpY6kspySQfb8KYZcnAIAqFiScH2oAJ71uZgX3Zwfxx1pVBz0ODSqMZ7Gl5wQRQAKAOM80oPOelNyaFjL5J4/nQMMk8VIEAXLdKFCgbVGf5U9QMbnJoEINx9hSlkjGTx7UyWcD7vWq7MWJ6gU0BI8pfIHSo+hx19jSb8fdJB74pCwApiA47gUxpB659KaXzyeg71gap4gSNjBp48yU9X6gH29apK4mzS1DUrawj3zNlmHyoD8x/CuUv9QudTJeVvLgB4QdM/wBTVd2yXuLqQySsMqCc7j7+1VJpfMbOAOB2q9idyaZ4o1KBNzkcknO0/hUEbJhg6FmI+X2NNAYnoT+FWo0VEwR26+/pTWoN2I4onBySFP0qwhK/MGbfn71SMD5SttUbjgY/zxTGACYBIJH6dKZIr8Qlthzu+8DgUm1XYKFLZbO7GTRFbSNJwQ4/iXPSuu0jQbezCXN3DuuGwVRzkqe3t09axq1lTWppCm5FbSdASER3l5Ai4OY4yOW9z+YwK6eY+TEXIySRtXPrTIonSSWWQiW4Y4Veye30qxFD5YV7nEkpbIwOh9vTivMqVJVHdnZFKCsgRDHGWY5p+4oVAwSf7x+6Pp3p5YM+1geOenH0zTlAdt3QDjPeskuwN33GCPLnaWYnq7H9BTHkEaqgbdIRgt1pZ5k2tEvyouNzbsZ9qiVkjiLsdoTB4GMjHUetbwpOTIcrLUUptBeQfKqksSeT6jHuKydR1AFikYOQeNxzjjGTTdTv0dgsAYAA/fHOT3Pv7VmYzyT16+9ejTpqKOacmwILkk5Oep9aXAGOKdRWxAnYU3HpSn2oJ44PWgQnUdKQ4HNLgAUDpmgBAOc0val/xpDjqaQCHpz+dAGfpRn3o7e1AAeOelNHJ68UvWkHH5UDF7c0ego6GjAoAOvaigDj2pCR6UAH5UMO56EcYpM8gd6VQGbrj1pAOhQk5xyTwKS5bny1PA6n1NSFvLXjtkCqxG5qS7jfYToOlBOf8aXtSHr1piDPGOhpM0EEDd0z0pD0oAXvSfzo7UUABpy/KrOR04H1pvJI4p0zBQEHRRz9e9AEQ609RSAAjkU4c96AK1ycyKnUKNx/p+tSou1QtR+SRIWJzubJ9gKm5PSgY3H6U1WJLcd8Cn9ASabGD5YPrzQAtGD2o7UUgEpKXsOKBgUAGR+IpMcU7v1pD69qAEx70Y6Uue2Oo60Dnj0oAJRtkOBTadnnNGD6UwG9qMflTvlKE9waQGgBP0oxzS+lHccUAJ2ox19aXjFFACfWqWqKDb5I5B7Ve7dKjmjEkTIQCCO9AGLalfmBznrVqXCTjhSuc8ng+1U4h5c5DDJHFWJhlFcpxnqO9WtiHudm9x9vtEiHLRx87sDacDgnPAI6Y71LYIvmMQSZFwu9V2nlefTGMde+DWLp7QNbQSSMmQRuUKeCD0b1zx+Vb1s7CCQEPG24cKRtXqdu49cnjHbNZvTQpa6mhaxRS2yh7YLx0YA8e3XinjTbNgc2ycjqvGKW3MeA4Uhzndu6qAP5VZQ8AAjn19K82tdSZ2Rs4lI6TZNgrGy/RzzU8FtFbRhYs7T6nPWpnwqZ6KOPrSlQGwAAH5PrmsOZvRspWMbX4t0KSbT8px+Fc+yBlI611t7E1xZyoFO5QSK5VsqeK6KLurCmigyIu8Mm5jjad2Npz+tXtMiml3LCHdgMkIM4FRXKKVDYJPfHapNK1OXS5H8plZZByG6fWtm3bQztqdVs7kfrTuPwprEZGB+VJu54zz2rUzF3HrQgZyQPpTki7seO/NPB3ZCDAHegYmxV69aedzDkYHp3NKqiPluvqaiknxkKfxoESFxEvOOe1VpJS2MYpjMX4J4pBjFVYQv1pDkjk4H86CcDNNLljt6c/j9KYAxKjA4qrd3kNnGZbiQKP5n2qhq2tw2LeTFia46bVPAPua5K8u5rmYyXDF39OgX2xVqJLZoaprc1+3lIxgtz27ke/wDhWXJcYUx24KR56n7x+pqJWHmK0g3KOo9aGcFR8gUj071QhlSJCzYJGFp8MYPzN+FTjBHJ6cdOtCQmyb7KI4lKN82Mlcc1GVBIC9D2NSRtsGVbOOTnp9Kb5kTTYfjPJAHSqEG9REVYDHUHHGPenW0Pmr+7JI7ED9BU0NuLllCDfu4X5cH8q63TfDtvbKst0olmQ7gASVT+mawq1lBamkKbkQ6Pokdqsck0YkuicrF0Ce7etbaBzLtDbnxkuq8D2z/hULNK1wkKuFjzwEP3j33GtCPIUqoKKBjef6V5c5uo7s60uRWQu0RYOPbNJzs549s5/OkDJjeBz6nqacZMEfJgAcZ6n8KjcBqrKVJkIKngBemKZ5jSoywEbRkbugz6Uj+bIrGVwsYBJAHP4/8A1qZNLDFHE7tl8kx5ODk8cevBNb0qTkyZSshzCK3gJkdWwc/MMZ78ViX+oTXLrwFIH3QeE/xNNvb6SeRlXgZOO23/AOvVIDt2716MIKKOWUrgACMdj1z3p2BR19qO/vWhImfSgHnrQRzmk5zz3piE6DvSgY/Cl6U3GePT9aADk8noOlKAecnijFJyOTQAHn8KMZAxS9vSlPy+me1IYhx6U0ntQScikHT60AAwOgo+lLjAyf1pMjnj8KADp2oxSA+poz6UAB5pM8c0UgOc8dDQA5jngCnxIDw3QdcUzbh9vQ+lPkOxAmfr7Uhkcr72z29KZ3o60uMfSmIQ8jNGMtt9aarbpCoHQZNPHy5PfsKQDZDlgo5A4po+9/Slwcj1pBwKAD+dFHelxigB0QwS5/h5/HtUDHewX161PJ8iBe45P1qCP5mZs+woAkzg4pVwDzzTefwo560DHMRjAFAI7nFNyTQev0oAUgHjOc0FMnjt6000ZoAXacf/AF6NuO9Jk9c0oOByBz3xQA3A70FeevX3pMUpNABtOelJgilzil52LnrjmgBuMe1A4xSg0Zx70AITz6UZoHPSkoEKMbTjqTmk6U4crScc96AAYpcLnvSYx9aAKBi4B60beOtIKOtMQuCKYRkDHX0p5z3pM5HWgDCuFMd9jGSCMZqw2HgdDwQaj1QFboMM9KmRTKnJ4wN2aqOxMtzQ8O3UsU5jXjeAMr1HPbtmtyF3lvFj+yxmNWY4ZzsOPT0BH5YrldORRcLG7LkjI5xtPbP+e9dDDMs98zylotwyQxyobPJ5H0qZLqNPob9ovkyeR8nmbshn6kHkgdPQ1oKPn3E9vyrJsCskkcs+wSD5CcdCDx7dCa1o8t1Xb7MeRXBiFqddL4R7IpUcAqOcVDM7iMYKmQOCD6A9f61PlQME4x71FDIH3hBnk5Oe/pXD1NENmhWQ4PKEcrXLXca2928Khtqn5dxzkV1pGV7cVzmrxsbg/KW2/NkjkA/0rWm9RvYzpFBGV4x2qo8WX3bcH0q5kMp9aiJAOT245FdKZm0dSAXYA5xUgVVxgfN2A60oRmfIOBgc96eNqKecfWtzERV3H5h7gU53CHCkE+gqCSbJ+XpUDN0PXjpTsBJJMznnjnt0pnU/WkGT0J+lHPrVIQHGf8aNwA600s2OPXFZmqavb6cmHPmTH7sa/wBfSnYRenuIoEaSZwiLySx4rl9Q16e9c22nhkQ8F+jN/gKz7q5uNRkWa8cpFn5VHb6D+pqrNefJ5NuPLj7nu1XZIW4sjG0LIp/e/wAT9cH0B/rVXJzuJyT60gp6RM2Mg4PejcQ0cmtGxsY7iCV0cM6Hv0quLaMZJbj0HXFXobh40RUBRFH3faqQmQeWVfbnJ7gUAAKxYAN02nv71PKymLMQ+ZnyPVT9arRkm9KPMMK2TIo3A++KZIqspB3HamOcc5q/pdl9vl2RSKqnlmfgcd6u6bor3K5lLRRSsMSYGfwHbPSuns7K3sIwqxAA9zyzY/wrjrYhR0W50U6V9WRaZYW9jHlMkv8AKZWG0n2A7CtF4twWMxsyEgMAcD6n2pttbySyCef5TztHZc9sevvVwDkIucDk15zcpO8jp0SsiC3tI4eIwWydxLdc9voKesrMzqFBKnHt/wDr+lSblVigOT6U7AUZPWi1xDSNm5gu5yMjn9KhYlk+fCtnkKePoTTZJhJJtDAPt3bQ2CVzgn6Uya6S2hCmPEnGVByM9s/4V00qVzOUrEc95FZCOSb5pzkRKDjOfbP61jXd20rEbgT3YcY9h/jSXdy1xIWJyx6sDnHsP8e9ViM9Pu9K9CMUkc8pXAAHgZIx3pec4x0pcD8KQVZAZwRkYpDnFL1HJoPX3oASgDBx0pQAD0pOmAKADPbNA+tGB1zSHmgAHJ7/AEo6HpxQfX9KAOfpQAYwKQnGOacw24LHimbT1PQe1IYnel+lKBgDJNBx65/DpQA08YoJJ60GjrQAmaMjrQRnjtSd80AKCOd2eRSIBkZGAO1JnqRj2qSNN3Hr39KQx0Y2IZD97tUBO45qSV88A/KOKi680CF6n602VwiFqf8AU1BjzJj/AHU/U0wJIV8tMEZcnJOaVm3H1/CjPGaTIB60gE6E0tIc0Y49aYB1FKOvakHSjmgBGORSKAoAAwBQeSKWgA/zijrml9qPSkA00n60tH9KAENJ7UuM0YwKADvRRRnHNACEYoPWjmjnPagA/lSv1x6Ug7U5upoAbRjgGjtQaAE60d6XvQelMAFJmnDoaTFAB2o5xR3pccUAJ/nFGO2KMccUpGaAENGO+KWgfXFAGTq2SyjHAHB9fWkt3D+WWPbH1qXV1G2JuOCarW8n7lRn7pwPaqiTIsRKbW5jkG0Ny3DBuc8cDpW86yXLPJGqKrxjdukxgcLkd/8A61c8+RdhScYGOnatWxkWK5Vw2DGwbDDliOmcfhQI6Kxnj+0wx5zKH8uQZ3eYF4VhgcD/AArZQks+OWU4PX86xpJFldri1YvEIyHKHCI/A5HHGP0rUsrgvbRM7bmII3DkHHvXFiI3Vzqou2haba4UOwA7CmqQrqEGVyQT6UoAkHzoVPamh3WbYQCmM7h1BrzXubjpexUDP9Ko6rEzW5kjJDAYOOeD1rR2qUUgZ4xURVZo2Q4w2apaDT0OOwHAOcH+8O31prIVPz4z6gVPNGUldMD5SRTBn/6xrquSdQ8oQ4HJqsZWY800tzkn6flTRz24/WupI5gLZOMe3WgZ4welKoHUA0mecjGaoBSeOO9MdhGpZ2CgDJJ4wKqahqdtp8W6Z8k/dQdTXJX+pXerSYJEUGfu5wo+p7mqUbibNPVPErMWg07rnHmgf+gj+tY/lR226a8PmytnC5zz6n1qOSWG2ykC7mA2sx7/AEPb8KpO7SNukJY44yf0qtthE1zey3DD5iqgYAz+dQAFiMfeNPjiZxnHFWURUUbccjk56UJCuRxQHOWx6gZqYAgZPTtg9acWy3QflSqpPJOAOCfSqJYi5LADrQcbyobO04BJo2EsQudvZj1q3bW0nzAksGwcBf60m0g3Io4ncCUnBPGQOtbWlaO16+eBGpAL4wenpVnTdClkxJcDyIv7zcH8q2r4z2en7dJhj8wMAA5xu/Pqa462I+zF6nRTpdWSG3WK1eGEgywplF64I6Z+uKsx+ZMVaaM7WGflbIzTbEvJEHmheLac4Zgas24zDtyCEJX8O36YrgOhsEAmUAkbVPVT1qThRgHOegpNmVAHA7egFIzBQQpycYoRIEiME4yxqFxJIoHRjjHGe9O2YKs75GPujkmqeoX6237iD/WsMsQeg789q6qNK+rIlKw68nS3EhXYZiuDtPTHv/kCsKe5eUkGQsDwzevsPaiad52YEbUz+f8A9b2qEDopPA5+td8Y2OZu4mARnnFO43dDkcUuOc0AelWSIeBR7UHAPPWkIwDn/wCvQAhwMYFL25pVwACR831pwk2KcBefagZGWx360o9e/vSAcZPU/pQT/gPegQmM9+KOq4xSgjA/wpTknGP8aBifrRn+VIM5x1NNJ5wOaQDtw2jjB7mkLMRyuBQOOc/nSD3/ABoAAcdaM96Oex/CkPvQIOB3pOeOaUcf/XpP1oAOhyKOCvNGOeePrSHABH50DDk9ankxFCFAwzDn2FNjxnfzkcjHrUc77nJPOT3pDGZyxyeKUY79qTp0ozjmmIjlYomOrHgCljXYgXv1PuaauXmLH7q8L9akweCaADOeBmm8il5zwKTHOKAEApf84o7/AFo7ZoAByaPqaMkCg5HSgBBgc0ZooPr6UAA9KD15pRTfpQAHNHQe1GenFBPpQAnU9KPrR74ozxQAe3Tij6GjHfFIOeP1oAOMe1GP1pe1J/WgBRnIpCR1py/epMHpQAY9fyNJ+dLRQAnWjkUuPek4oAUDg0lOXn6fSkoASl7UUUAFFHQ0tMBO1LQemaMUAU9TiMsAAONvP14rNs8FHHA/XNbF0oeBgfT86xrNis7LwAw5zTjuTLYtyhYnidkznquSPofrVq2jjn8xhGzYUlSpxyORn27fjVO5GYFA5K+tX9GuBHKu0RRlj/rGXhRg5/PNMR0tj9gmlktoVCtJgERyYDgjPXvjOKsadNChjihjKRcgA/McjvuPTPXFY9p9khvftcsKyW8j/u1xhQwIxgH3Nass93NOqogG2Uskm3g8j36YOcVhOOjRrB6m5uKjJH4Urv8ALwpOeBSKeKeeoXPON1eTJHWRkEBv73HfgUgO1sYpVyJDGAeeSxpjlo2Uhs84Ix1z0/KpQ0YWuW7Jf+Yv3ZFzistsqeDtPv0NdXqkBuLPsCnINc1w3IOM+ldEJaCNjvmkJGMn9Kc/ygdCxHQc1TvLyCzg8y4kCr29T+Heu85iy0ny5J9657VvEccOYbMiaU9W/hT29zWXqOs3WpyfZ7dTHCTgIOrfU1TXyLVSVkV5x0I5Cn1H+NWo23JuSLay3Mnn3kpy3zHJy2M9T6Cq9zcjaYlBXHAAwAo9vr3NRXFw0vALBR2J61ABRcBTlmyepqdIONz/AJCnQRA7dvzMfSnnJzxwOtWkS2LjaOAR7U4IDGvOCc45603I2kbefXPanKskhCgA7R7cCgWwMuxQTg4OMj19KkVXaTPc9R6e1EUTcKS20nOO2f8A9Va2n6bJdsEjjO7qSegH1qZSUVqFnLRFS3hdyA43MTgYGcium03RiqrLeMY1HKoDg/j6Vf0zS4rSLA2vIfvMBj8PpV2SEz5jONhGD7j0rzKuJ5nyxOqnRUdWKNkgwoyAMg9QKgjgaRke4COyZKhRhVPrk9anit3i3LJKJF3cHBBA9KSaSO1j3zsOTwp7+gArlejsdFySJHQHe+8k7tzdvQAUBQk7szfKV3cn04P9KEuBIpbYygeoxn8KjuXkZkKnDKDtUDcTn19KqOuhLuTNKUDBRubsBwKZt81io3Bo2+YkEAcZ69+1JYxTzRLJMmxzwwbnB7+1ZeoyiF2hhckqSGjPQDAAZm7n+p9q7aNHqzKU+w+/1ORG+zWrAOR88vQgeuCOnP8A+us1fs4ThXZmPJPBb3P+FRFB84QfeO4k9WPv/hRlj1HTrg12qNjncicbHj2x2/zd2pPs8mBuUr9e1RAtn5cj6U4ydMcepPOapKwr3JPIcKpIxn1HFIqnJwVG0ZGTnn2phcsMEk/jTGbOCTxQIDnOMCkHPU5/pSgHOW/TtQeB9KYhCcc0gweaUDJPoPxpD7YoAQk5AoxmjHFGMjg/TmgYh9hil6jjrRgf570mduT7UAI/A/lSD2FC9ORxSkYBORikAh6+tIOOT+VL6UelAgzngU0jBx3p2cHjqKT1oGB46UnHX3o+gpRQAmNpyT0/nQiMx96M54zmpSPKiwByRnP9KQApwcDoo61WY5P9alU4iY468VF3680IGB5IJ/CmSseAp5PAp5z9MUxPmfeTwOFpgKoCKF7Clzj1NL2pvbNAB7Ufzo54oxkUAL6Cl9aTHtQenSgBOpoI4oPIpPQ0ALyM+npSYz2peuKOnegAIyM03tTvQjmk6CgQn4Yo70UGgYZx9P5UlKDg0nf3oACOBQeD1FL1HXOKSgBO9KOKBgGg/e96AADnJoHHSlAxmk5oAOlFB60cetACnt2o+tGeOKOhz3oABjmkI5+tKOTR7YoAPejFHb60Z+amAYo96Aec0tAB7UmM9O9L7ZoIzQA1gGUjpng1zzjybrBJIDc5FdEeRgVhX6CO9bHAGD1oAtBRIHQDk857jvRZBkLABjg598+ooiYEfK5I2c4qOEypO0fK4bJrR7mS2N8zxmUw3KlY2y2Tzt4Pp/StzT5C0a+bEfKUeWUK5ABHDZ98npniseKN/skEisGkQfdDFNgJ7k8c4GKvabHNcgIIdyIOSQGyOwxjjHp+NZTVzWLsdHAixIEXsKlJ5AHUc1FFnvjaemO49eKlAO8AdO5ryZrU7LkSKwlO6QtyTTjngEEDPSm3JET7gCzNgBR/n3qVyTFkj7v8qyQ7jAjSROj/AMQIrlZrd4pWjZtpB5BFdZE4O0hs+/rVTVbYSBZViDSE4zjtVxdg62OW1bX7exBjhxNP6dl+tcvK1xqEn2i6kY54UAZLeyigxQWg/fkPMf4ByF+pqK5vDK+9CATwCBggeg9BXraI5Nx8t0sG6KKJU6A4JOD756n9Kq+fKQw3ffGCcdRTOT1qSKF3cLtPrT3AaiFjkcDuasBU2/KvtzTiF5Vc47ccUDB9Tu6e1NIkTaAwxxxmngsqkMGAbA+opI3CyZlUuhGMA4z6Uqpkdd2SOCKYMQElcdPwqxFavtOBhR3PY9qlt7cucbCeeQo5rotL0AsVluFPJyIiME+59B+tZ1K0ae44Qc9ijpOkSXsgbOyFcbmz+grrLaCG2hMduhVD1IP9fWpI4oo08sLwuDtQYBNSpE7Oskh2hRxGOg+vqa8ipWlVlY7IwUBkcJcAAmOMdAD2qYht42MEQDGAvNPVTnipN4UAYGfasuWzvYbZGVA5PJ7Zppgj3+a4zJ0BPUfSpgP4m4qrK0ly2yF/KQN80ndvYf41rGLYriyHzH2q2MfwjqaAixsHLFAvzNtPf0PemSoLW32xN5Kr1O3O4ntn+dYep37Xsu2GVkiTAIX7pPbOOp9q7aNG2rMpz6Im1DVTJ+4tGwgGSxPA5PPHfPQD/wCvWcq5GeeTuPck+p9/5UBf4cYHY5/X60DBUYyB3rtSsYNgV7f1pRwDyfpSnH/66Mkd+vrTEGOAehFJtA7GlJOMEc03OeuM9/SgAJ7AjA70ijJzgZo5PU/nSg/L/KgQdKTr07UZzwBx60cAcdPWgAB9/wAKTgg4z70fh+NHUcHmgAOAOuaUjHNIDgUE84oGBJPQ9ajAGR1xTmOG2g/WkAOc0gF6egpP5UZzxik4AzimAYIoHSj+E0nOKQB+BpCMClxn0o60AJz2NIp43A9uPf3oZcg54BpV569PpSGSRqpG5uKjc7j1pZXGMDimAcjihAx8uFiXGeeTUQPHAzUkhG7APA4xUeVx60xDXYkhR1bvSgYGMDApI+fn79qcPTrQAhPOCMYpDnHXmgj5sY+tGfb8qADoMnpSjIGPWkBpR6/zoAAM0E0fd+tJ0NACN6flSkYFB5OaT8qAF60Uh+uKM9KBAetAH+TR36UqjHJ5/pQMAMdqafSnPwcE4pOuKADpSAHGc0vIIzSnp0oAaeO9HGPxoGSOBSjk/jQAg5HIpBTzgCkwSfxoAMYTIpMc0vGAcdaQfl60AHbFJS96MfnTEHFGcUYpCMd+KAFUc/yo70DPejv+tAwzxS9cd6Sl68UAFGaKOaAF46UYyRSUuO+aAAYz71j6ug83d3I71sY96zdZXMcbY5BIoAisZnBVzzGflKgUqMVuG3EADo+MEVWtXfYAoyF9ByPrUt8rAxhsHPI565q79TO2tjXhlbyfMGDGARkdFPtz+P1FXbBREZJvNGUGMBuDxk55yMZ496d4XVYVlkdlWNdobdyBzkcexHPsaRcWl44gVArKQHfpg9RwTkf/AK6l9hrTU6rTzi1RFBG0ZcdCSfX+dXEIOO+ayNIu4rqzWEsFwMCMNjvwBz2rWXg9OK8uurSO2LvEiuTlo9v3gw7Z+tTKflOeT2pJEbllPUdOlM5aMDcUJOMiubVMrdArbEY9QPap1wR8x/CocrnaOc8AjvViPAbp2oFI8NZixyQB7ChRk8nAp0cZYE8YHvU6xp2AGOhr2rHNcbGqKflyTmpASrZ3kHp+BpzOxGHIfkHPcfj+NNAzhgc5BGKokdvIwV55+UkYo2cMQwB6Y7g0iqAvIyPp1zUwQs4+T5gKYhIQxIBXvux0H+eKuW0W6cZUscg4Qc89qfa2U1yVSGFpOcZAP+RXW6Ro6WqrIyq82clz29h/jWNWtGmvM0hTcmRaTozW2JrgfMeRGOQPr6n2ramZkhKof3jHHNOyCdqruP8AKhAFcb2Bc5wB2ryJyc3eR2KKitBYQIgAVz3z6mnquWLBcZ680qjfzyAe2OtMeVVZY8bmfO1R6Dufas1TSlzCF3nLBUIHTJ7/AEFPXEY3PwT6+tR+aVb5sFs8t0A+nrUUv73/AFm0gEdRmtYq70Akd2mbCjj3pHxHkSEqmB/D19f8/WmzlILfc29c5G0YyeO57Yrn7y8lu90EcjRwKdhdWO5uxUE9/Vu1d1KjbVmM59ES6lqH24NGu5Y0OCR0z6D1P+faqYOdoK4XnjHT/E01YkChVAVVGAo6AdadkEHgkCuxIwbAknhaB7ClGcbcYoAOeSefWmIM9MHGaO/86OcZJpCcrxnj1oAUnrxx6UzHHJ47U4AnrRjpgH8aAEJPrSZ44+nrTiePoO9JjHbk0CEOAOnbtSdh1x6Yp3fNNBHH9aAA9ff3pB16ZpTz29qXgD1oAQnoKa3oeoOelBOe+aQKeDnnPNIYbcDk5PfjrR7DjFO78CkI74pgIQRnmk55waX2pD8oxQAdKDn0xQpyooHNIBOwpM4znjFOPAHrTW5IU/UigYgBxk9T29PapBhY+g57+lNUYPJobnoeBSAYcnjNOjGXzngc00jHUipBwpI+mKYiNiCT71G4LfIDj/CnngelNXpu7nmgBSOnoBQenJxSrnqTx700k9DQAnc+tHbH4mgdeRR6Z5oAP93vSj0pMcZ7mlGO2KAF6/lSEY6d+aDn8DSHPSgBOSKXofalHNGePpQA3vS/qKXqaMcentQAmfxFBznntRj3oPNACDpketIpAp3ReaTkjr+lACseRjvQxAPSjALYoIFACAn1+tGd3egkEClXpQAHP8Izn0poPTHSlBz2owO5oADwB6daQClxwM9aKAFI4oIOKM5FKTmgBoHtSY46U4UnWmADHQikxzxUgxnHP0pn04oAKTtSnAo4FAgPTHb6UoGQKPajGT60AH4UUHIo7Uxh+pqrqUfmWzccjkYFWgD07U2ZC6ben07e9IDAtSol2n+LpVqVisQ+cAt1yAenIAqlzHMDnoeoq8TtgyyiRC33W4B/EVS2Ia1NrSCXinmQiLbtYKVD8+nPbiiNY5CUbaSDsxyOuADn3/DFUdGuzDnymUDGxjzk54zz6Zq7MsXmeQrybY1Cytt4A6ducDpQHkbOhqUuwkhXzd5BB7Ljv7/T0Oa6Rcn8DiuX0SSeS6kJwSnDuCM7cZzz16A5+tdOhIUZJbgc+tcGKWp00fhHg4XGOfaomjUx7XLEHgt3qYrkAA45/OmtgEEDDcgZrhsapjdpCZ2AMe2c/rUqDJpFU7cnIoh4PA2gcc96LCbPGgqmPg/N3AFTRo06s42jYBkkhfpUGM5GePUinopKbtpEecFu2a9o5hANpznOCOOv1pwHylvu84PHH+f8Kcq7Vypzgcds/SrBjJk5xgjgduP61RIzywr9CuMDLc/hitKw02a6/wBUucHBY9APU1b0bR5rlo5pd3lofl7E46Y9veuujjSNQqrgDnA6VyVsSoe7Hc3p0b6sqaZposYNgILHlm9foKugMxESZ245bH6U/mQgKOlPUrGMdzwB615rbk7s6tlZCfJGuAceuOtJDEqEsygsSWHqKPJAk5zyOw6U9Q+7PGO4Hf8AGpV+omPyWGB1H6U0qgJYde59qUsqjn8qhfe5Ur3ODx/KtYxb0JByJCABjI9KiuGESqh2c9ATySPb+tOu7iOxU7zl24VcjHTrXO3sz3jZf5o2O4ndgzen0X9TXdSpW1ZjOfQS8l+2TKz5ESfw7sbz7Y7ev+PRoHAB6AYAHQfSmgcDjtxjp9BSsOpyfwHNdSRi9RTgn6cZoBxkjJI9aFPOB39OtKCMD09qYhfUcn8KTPPpigsD1zScknA/pQADOORSc5B6CjdxgA0vYAc0AIBjjik4Ge9GRtycY9qBk4z/ADoARemSe/elY8ZFHXjqc0hwTyOfagAJAwTzRnPag9yaQDFAC9xnGaYSB1PAHT3pSTjIpAQWoAQdc54/lTvzzSAAdvm65o4xQAv4jNJ3Pag9OuPegnHfNAATnJpuD3oPXrQenpSAQYzSjgUmM9gaUnigBCR1J6UiKPTPOTxSAZOeuOKfwqcDk/pSGNJY5JIyTzTW9SeB3xTj1zTcDHGPoaYATz05oyccUDmhj3oATluCeKQDJz6Uc5wevf0oAxx0FAheRwB1prDacE5p68MTjj1qNuWyfWgYEYPSl6CkAPPT3oGe9AgAz70p9utA6UHGT+tACNyKBjP0o6CgdP8AOaAA8A980D6flR6UnbGaAFHvS9qT8OaG9qAFzSHqeaUZxkd6TjjHNAA3UcH/AAox8v44pcNux70jHDcUAKB7UhXPv704DC9KQnHagBGGDmgL+GKCMntQevX8aAEA9+tAXnp/9alI9TwaX5V6gn8aAEYDOB+lIBxj1pzD5vxpopgLjn1zRyTS8YGPypCMc0AHbBpO9L246UmPSgBwJJB6UnfFOAwPamkc8/rQAcnilHTp3pOT2pQD2pgJz6UvTtQB2OaO+aADsTRS984zR3xigBMZ4A60HkYwDSjrigjj2/lQBzk6eVc8gYJyAfQ1dVdyGPHyjkj0B61X1QBbpvlKtwT/AI1NaMGAOXJHJ9/WnEmQ/TXVrrym/wBUWPbp+H5VrlttisY8wt3fcflJySPcH5SM1g2+2O5KuCUOT90j/P8A9et5JS8p+VUAyWZjlen+fzprYh6Mu2LRLdTqBIWiwY8ELxx8pHXPf0rrohgYVcDP6nk/qa4m3KpLGTluQXYryh98D0Fdja/NGMFWQfNGR1IPr781x4qOlzpovSxZU88c1EqYlaVgemAvt/ialHB9qSUHOF4LdT6V5zRsMWNnQMHwWYN1zx6VKmA3APFNjb5hk4b+7TlYM7Y7HHIpOwO541sz91ui9DwRmrMBk8rBPyDlVbpn1pIrd3ZQ4flsFsZIFW7WykuZgkAMvqxGB+vSvabsrs5Vq7Igt7dmZYkTcTxjvmum0XQjE3n3qqF/uNySf89qvaRoqWsYlkXdL69l+laLKzEE8BTxxXn1sU3pHY7KdFLVj8KEUdEHYd6eMuw35C5IApY43J3yj6AdqQTb5F2KxXsegrjNWTEfLgcUgypBx8x6ewpw+VScUio332zk0EjgCeSeKRmxhVI9z6UpOPXp0quXLttVJMHqw6dfX14PStYQcnoS3bcWUZLMroCobG7oG9/QD+tQ3d0tp5Yd/wB4uS23hMnjJ+lLd3MccXlBSu8ZZX42r6f41gTStPI7zKDk7ljx05+83v3x7V306SiYSm2Nun+2XCzyKpAzs3cls9z7HGR0z/NPvE55z1J4JoA3HeSxPUsaDk42j8OldCMmHB427c04Y9hSKM4zyM0bSvIGMnjPamIVlB4Bz9aQr36fWkAYevHeggn196AE9Scj2FA547e1HzHGM89DSgYGBnGemKAG4yOT+tKOBz9fek567T7AUoGMDrjigBCMkYY0HBwf1pcYBwMcUmDgZoACeCM9u1JyAA3HFHzKBwcUuDkigBucjOM8c0hzmnYI52/jTMFTnGSR3oAQjsAD6UvQe/SgDb9KU5x7dqAE5wORQCc0hz+FAGQG55H5UADUv0yQaTnPSgA96AG9uDilOCBkUc56e9JznikAcg+9IXIxgZY8c0pBJPWkUHOcZ7ChjQ5VA+gprYz1zTnOAFXOAaYc/nQAHjvxTSaX7wIxRg46daBAD0OaCORnmjB645ppz9DQA7eOcHrQF4BPc96bgnipCO+DtXjPrSGhrEDjHXjmm/XvSD5j/wDWoPY4I/pTAPTH40daCcADBzSgZAB69TQIMgZ+mTSU4UENnOKAGHPQ0bTj6U9QSe/FDjHQEfhQAzpzij64GR2p20/j15owQMCgBvakx6UuOcUoU4zg46ZoAQijHcUdRnHU0vPTb1oAO3A5/Ok4J9qU5PbFJ36UAKOenf8AWkP3hjp60vIb3pCO2KADkkYzSHjpSqDnkZ96ACM8Y49KAD+EZFJ/y0iHvSgEggZ/ClThl4O4Dj2oARvmJI/KgH1pCDk9c0DOOnFMBc8dPypevFJt5zg/yowRzQIOMYz0oAJ96XB9KQA9hQMdyDSYIH9M07BBA5GKYRzk5oAUden60e4o28f1o6YyKYC9R0xzSD+dKBjnFLjPUdKAEzjp+WKOlKM4oxzQAmOcn8aXoMdfb1oA9qNpPb/69AGNq6fvQwJ6YOaZaOnygAAZHIq5qsRa38wDkNzx29azrRiAQRkA5px3JlsWrwNFOij5FDdSeTWhAjs28ehyGHXjORVDUJp7gM8z+YQ2C2OcDgH+X5VPbOsoEcMhVDwpbjOOBnHQ4qkS0aKvKVSMndltjg8M2ORg+2K63SZldDD5iSGNRkjIAz2GeccVyOAGcRs6/Lgtgj5geCP8a6DQ1Z2kkZcpIoLrwBnOOe9Y4iN43NKL1sb3Rc/jSREtHuJ+ZySPpn/9VQSWvlh5YXlRjztDZBNTiPyoI1y25QF3Y5rypHUKi4kYkctg5p6rlz6VH+8SUAglSMfU1LGG3MSOM8VnuDP/2Q==" alt="Методы мониторинга экологического состояния на этапе строительства"></p>
<p>Систематическое использование дистанционного зондирования позволяет эффективно контролировать изменения в экосистемах. Спутниковые снимки помогают выявить изменения растительности и почвенного покрова на стадии подготовки объектов.</p>
<p>Автоматизированные сенсоры, установленные вдоль строительных участков, фиксируют уровень загрязнения воздуха, звуковые волны и вибрации. Такие устройства предоставляют данные в реальном времени, позволяя реагировать на нежелательные отклонения.</p>
<p>Геоинформационные системы (ГИС) применяются для анализа пространственных данных и управления процессами. Интеграция ГИС с другими данными, такими как метеорологические условия, улучшает оценку потенциального воздействия на экосистему.</p>
<p>Внедрение биотестирования – метод, позволяющий оценить уровень токсичности среды через изучение реакции живых организмов на загрязнения. Оценка состояния почвы и водоемов, включая анализ биологического разнообразия, дает четкое представление о здоровье экосистемы.</p>
<p>Проведение регулярных аудитов экологии с привлечением независимых экспертов помогает выявлять скрытые проблемы и контролировать соответствие экологическим нормам на всех этапах работ.</p>
<p>Открытые базы данных и платформы для обмена информацией среди различных заинтересованных сторон способствуют повышению прозрачности процесса. Мониторинг с использованием мобильных приложений позволяет местным жителям сообщать о проблемах и получать актуальные данные о состоянии окружающей среды.</p>
<h2>Организация зеленых коридоров и сохранение биоразнообразия</h2>
<p><img decoding="async" 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alt="Организация зеленых коридоров и сохранение биоразнообразия"></p>
<p>Создание зеленых коридоров требует тщательного планирования и интеграции с существующими экосистемами. Необходимо учитывать миграционные пути диких животных, чтобы предотвратить их столкновение с транспортными артериями. Для этого рекомендуется проводить анализ биологического разнообразия в конкретных областях перед началом любых работ. Результаты исследований помогут определить важные участки для сохранения.</p>
<p>С целью поддержания устойчивости растений и животных важно внедрять многоуровневые насаждения, включая деревья, кустарники и травяные растения. Это не только формирует естественное укрытие для животных, но и способствует увлажнению почвы, снижая эрозию. Рекомендуется использовать местные виды флоры, адаптированные к специфическим климатическим условиям, что повысит шансы на успешное укоренение.</p>
<p><strong>Размещение зеленых коридоров</strong> следует планировать вдоль уже существующих инфраструктур, таких как реки, канавы и железные дороги. Это позволяет сократить вмешательство в новые территории и уменьшить негативное воздействие на окружающую среду. Также стоит рассмотреть возможность создания подземных переходов для мелких животных, что позволит им безопасно перемещаться между участками.</p>
<p>Важным аспектом является мониторинг здоровья экосистемы и популяций дикой природы. Исследования, проводимые через определенные промежутки времени, помогут скорректировать управление зелеными коридорами. Участие местных сообществ в подобных проектах повысит уровень осведомленности о значимости биоразнообразия и позволит создать дополнительные защитные меры.</p>
<p>Введение систем для удаления инвазивных видов растений поможет сохранить естественное состояние коридоров и создать устойчивую экосистему. Регулярная очистка и восстановление таких территорий критически важны для поддержки местных популяций животных.</p>
<p>Научные исследования и публикации в данной области станут основой для принятия обоснованных решений. Эффективное объединение науки и практики гарантирует, что зеленые коридоры будут действительно служить целям сохранения биоразнообразия и устойчивого развития.</p>
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			</item>
		<item>
		<title>Какие страны лидируют в экологичном строительстве дорог</title>
		<link>https://adsk.kz/kakie-strani-lidiruyut-v-ekologichnom-stroitelstve-dorog/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:26:46 +0000</pubDate>
				<category><![CDATA[Экологичное строительство дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/kakie-strani-lidiruyut-v-ekologichnom-stroitelstve-dorog/</guid>

					<description><![CDATA[Для достижения устойчивости в инфраструктурных проектах необходимо применять инновационные методы, направленные на уменьшение негативного воздействия на природу. К примеру, в Норвегии активно внедряются дороги с использованием переработанных материалов, что позволяет не только сократить расходы, но и снизить количество отходов. Такой подход демонстрирует высокую степень ответственности и понимания важности охраны окружающей среды. Швеция также следует за [&#8230;]]]></description>
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alt="Какие страны лидируют в экологичном строительстве дорог" title="Какие страны лидируют в экологичном строительстве дорог" /></p>
<p>Для достижения устойчивости в инфраструктурных проектах необходимо применять инновационные методы, направленные на уменьшение негативного воздействия на природу. К примеру, в Норвегии активно внедряются дороги с использованием переработанных материалов, что позволяет не только сократить расходы, но и снизить количество отходов. Такой подход демонстрирует высокую степень ответственности и понимания важности охраны окружающей среды.</p>
<p>Швеция также следует за этим примером, применяя экологически чистые технологии, такие как «умные» дороги, которые интегрируют солнечные панели и системы дождевой воды. Это позволяет не только облегчить нагрузку на экосистему, но и обеспечить дополнительные источники энергии для местных сообществ. Такого рода инициативы становятся стандартом, который задает тренды для других регионов.</p>
<p>В Германии основное внимание уделяется развитию природных инфраструктур, включая зеленые мосты и подземные трассы, минимизирующие воздействие на местные экосистемы. Использование специальных растительностей и защитных конструкций помогает обеспечить коридоры для диких животных, тем самым поддерживая биологическое разнообразие.</p>
<p>Канада активно внедряет решения по переработке асфальта и бетона, тем самым снижая потребление натуральных ресурсов при строительстве автодорог. Это не только экономит деньги, но и уменьшает углеродный след, связанный с производством новых материалов. Такие практики, несомненно, должны быть внедрены и в других регионах для достижения более устойчивого будущего.</p>
<h2>Проверенные технологии в экологичном строительстве дорог: примеры лидирующих стран</h2>
<p>Использование переработанных материалов, таких как старый асфальт и бетон, активно применяется в Нидерландах. Здесь до 90% старого покрытия подлежит повторному использованию, что снижает расход новых ресурсов и существенно уменьшает углеродный след.</p>
<p>Финляндия внедрила технологию &#171;мягкого асфальта&#187;, который обеспечивает высокую прочность и при этом значительно снижает шумовой фон на трассах. Это достигается за счет специального состава смеси, который включает резиновую крошку и другие добавки.</p>
<p>В Германии широко применяются системы управления дождевыми водами на дорожных покрытиях. Проницаемые асфальтовые смеси позволяют воде фильтроваться сквозь поверхность, минимизируя затопления и загрязнение водоемов.</p>
<p>Скандинавские страны активно экспериментируют с природными материалами. В Швеции используется древесная мука в составе асфальта, что не только улучшает характеристики покрытия, но и повышает его устойчивость к воздействию низких температур.</p>
<p>Австралия делает акцент на энергосберегающих технологиях. Здесь применяются солнечные панели для освещения дорожной инфраструктуры, что снижает потребление электроэнергии и увеличивает использование возобновляемых источников.</p>
<p>Канада развивает &#171;зеленые&#187; мосты и шумовые экраны, компенсируя природные потери и улучшая биоразнообразие. Эти конструкции обеспечивают миграцию дикой природы и снижают негативное воздействие на экосистему.</p>
<h2>Государственные инициативы и законы, способствующие экологии в дорожном строительстве</h2>
<p><strong>Программы субсидирования</strong> становятся распространенной практикой для стимулирования проектов, ориентированных на увеличение устойчивости инфраструктуры. Такие меры позволяют уменьшить финансовую нагрузку на подрядчиков, выбирающих экологически безопасные технологии.</p>
<p>Обязательное соблюдение норм по устойчивости указывается в государственных договорах на выполнение работ. Законы о минимальных экологических требованиях к проектам обеспечивают защиту местных экосистем и способствуют экономии энергии.</p>
<p>Частью государственной политики является создание <em>зеленых зон</em> вдоль новых транспортных маршрутов, что позволяет улучшать качество воздуха и защищать флору и фауну. Эта инициатива интегрируется в проекты, поощряя проектировщиков учитывать ландшафтные особенности.</p>
<p>Другим важным элементом является <strong>экологическая сертификация</strong> дорожных объектов. Программа сертификации помогает выявлять наиболее устойчивые подходы и практике, которые могут стать стандартом для будущих проектов.</p>
<p>Государственные органы активно участвуют в <em>образовательных инициативах</em>, направленных на повышение осведомленности о современном экологическом законодательстве. Это способствует лучшему пониманию важности соблюдения экологических стандартов среди строителей и проектировщиков.</p>
<p>Внедрение инновационных технологий, таких как <strong>разумное проектирование</strong> и автоматизация строительных процессов, также поддерживается на законодательном уровне. Это сокращает отходы и минимизирует негативное воздействие на окружающую среду.</p>
<h2>Сравнительный анализ затрат на экологичные методы строительства в различных странах</h2>
<p><img decoding="async" 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alt="Сравнительный анализ затрат на экологичные методы строительства в различных странах"></p>
<p>Для оценивания затрат на безопасные методики возведения транспортных артерий целесообразно рассмотреть несколько примеров. В Норвегии использование переработанного асфальта и экологически чистых добавок для бетона позволяет сокращать расходы на 15-20% по сравнению с традиционными методами.</p>
<p>В Германии акцент на устойчивое планирование и применение инновационных технологий снижает затраты на 10-15%. Например, использование солнечных панелей на дорожных покрытиях позволяет дополнительно получать энергоресурсы, снижая общие расходы на эксплуатацию инфраструктуры.</p>
<p>Австралия демонстрирует интересный подход к переработке отходов строительного сектора. Внедрение гумусных смесей и переработанных материалов снижает финансовые затраты на 20-30%. Такие меры также позволяют уменьшить негативное воздействие на природу.</p>
<p>В Соединенных Штатах внедрение методик «зеленого» проектирования увеличивает начальные вложения, однако в долгосрочной перспективе они позволяют экономить до 25% на ремонтах и обслуживании. Особенно эффективным оказывается использование устойчивых материалов и систем дождевой воды.</p>
<p>Финляндия активно использует технологии для уменьшения углеродного следа. Разработка новых видов асфальта, содержащего биомассу, позволяет снизить цену на 5-10%, что делает такие проекты выгодными в плане финансовой устойчивости.</p>
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			</item>
		<item>
		<title>Как зелёные насаждения вдоль дорог влияют на экологию</title>
		<link>https://adsk.kz/kak-zelenie-nasazhdeniya-vdol-dorog-vliyayut-na-ekologiyu/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:26:45 +0000</pubDate>
				<category><![CDATA[Экологичное строительство дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/kak-zelenie-nasazhdeniya-vdol-dorog-vliyayut-na-ekologiyu/</guid>

					<description><![CDATA[Установка растительности у тротуаров и проезжей части значительно улучшает качество воздуха в населённых пунктах. Согласно исследованиям, деревья и кустарники поглощают до 30% углеродного dioxide (CO2), выделяемого транспортом. Благодаря этому снижается уровень загрязнения, что особенно актуально для крупных городов с высоким трафиком. Такого рода оформление городской инфраструктуры также способствует снижению шумового загрязнения. Исследования показывают, что наличие [&#8230;]]]></description>
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" alt="Как зелёные насаждения вдоль дорог влияют на экологию" title="Как зелёные насаждения вдоль дорог влияют на экологию" /></p>
<p>Установка растительности у тротуаров и проезжей части значительно улучшает качество воздуха в населённых пунктах. Согласно исследованиям, деревья и кустарники поглощают до 30% углеродного dioxide (CO2), выделяемого транспортом. Благодаря этому снижается уровень загрязнения, что особенно актуально для крупных городов с высоким трафиком.</p>
<p>Такого рода оформление городской инфраструктуры также способствует снижению шумового загрязнения. Исследования показывают, что наличие растительности может уменьшить уровень шума на 5-10 дБ. Это создаёт более комфортные условия для жизни местных жителей и повышает их психоэмоциональное состояние.</p>
<p><strong>Увеличение биологического разнообразия</strong> – ещё один положительный аспект. Растительность является естественной средой обитания для многих видов птиц и насекомых. Сохранение и развитие таких экосистем делает городской ландшафт более устойчивым и привлекательным для местной фауны.</p>
<p>Регулярный уход за зелёными элементами придаёт атмосфере города эстетическую привлекательность, что способствует увеличению турпотока и развитию местного бизнеса. Огороды и цветники рядом с проезжей частью служат не только украшением, но и источником положительных эмоций для прохожих и жителей районов.</p>
<p>Рекомендуется проводить комплексные мероприятия по озеленению, включая регулярный мониторинг и уход за зеленым фондом, что позволит максимально эффективно использовать эти пространства для улучшения качества жизни.</p>
<h2>Снижение уровня загрязнения воздуха в городских условиях</h2>
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" alt="Снижение уровня загрязнения воздуха в городских условиях"></p>
<p>Создание зеленых зон в городской среде способствует снижению концентрации вредных веществ в воздухе. Деревья и кустарники улавливают пыль и мелкие частицы, снижая их количество в атмосфере. В исследованиях установлено, что лиственные растения могут сократить уровень мелкодисперсного загрязнения (PM10) до 50% вблизи проезжей части.</p>
<p>Систематическое высаживание различных видов растительности, таких как тополя, дубы и каштаны, значительно улучшает качество воздуха. Эти растения активно поглощают углекислый газ и выделяют кислород, что способствует улучшению микроклимата в городской местности. В среднем одно взрослое дерево может фильтровать до 30 кг углекислого газа в год.</p>
<p>Разнообразие видов также имеет значение. Местные виды, адаптированные к климатическим условиям, обеспечивают устойчивую экосистему, которая эффективнее справляется с загрязнениями. Многообразие растительности создает природные барьеры, которые снижают уровень шума и улучшают защиту от пыльцы и аллергенов.</p>
<p>Для достижения максимального эффекта рекомендуется организовывать регулярные мероприятия по озеленению, включая высадку деревьев, создание цветников и живых изгородей. Это позволяет не только очищать воздух, но и улучшать эстетический вид городов, повышая качество жизни граждан. Участие местных жителей в таких инициативах формирует общественную ответственность и способствует сохранению благоустроенной городской среды.</p>
<h2>Положительное воздействие на биоразнообразие в городской среде</h2>
<p>Создание участков растительности в городе обеспечивает среду обитания для множества животных, включая птиц, насекомых и мелких млекопитающих. Эти элементы способствуют поддержанию экосистемы и природного баланса.</p>
<p>Отечественные исследования показывают, что хотя бы одна треть городской площади, засаженной высшей растительностью, увеличивает популяцию опылителей на 20-30%. Это непосредственно влияет на эффективность опыления культурных растений рядом с такими озелененными зонами.</p>
<p>Участки растительности также служат средой для размножения важных видов, таких как божьи коровки и пауки, помогающие контролировать численность вредителей. Это снижает необходимость в химических пестицидах и улучшает качество воздуха.</p>
<p>Рекомендуется размещать разнообразные виды растений с учетом местного климата и типов экосистем. Внедрение местных видов способствует адаптации флоры и фауны, увеличивая устойчивость к изменению климата.</p>
<p>Площадь с высоким уровнем биоразнообразия помогает очистке атмосферного воздуха, улучшая качество жизни и здоровья горожан. Растения поглощают углекислый газ и выделяют кислород, что способствует созданию более комфортной городской среды.</p>
<p>Внедрение водоёмов и искусственных пространств в озелененных участках дополнительно привлечёт диких животных, что создаст условия для экологического туризма и образовательных программ.</p>
<h2>Улучшение микроклимата и комфорта для жителей</h2>
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" alt="Улучшение микроклимата и комфорта для жителей"></p>
<p>Размещение деревьев и кустарников помогает снижать температуру воздуха в городах. В тёплое время года, тень, создаваемая листвой, способствует уменьшению перегрева асфальта, что приводит к снижению потребления энергии для кондиционирования в жилых помещениях.</p>
<p>Растения поглощают углекислый газ и выделяют кислород, улучшая качество воздуха. Это особенно важно в мегаполисах, где уровень загрязнения часто превышает допустимые нормы. Использование местных видов в зеленых зонах не только поддерживает биоразнообразие, но и позволяет более эффективно адаптироваться к местным климатическим условиям.</p>
<p>Климатические условия также способствуют созданию естественных барьеров для ветра и шума. Аллеи из деревьев способны уменьшать уровень шумового загрязнения, что особенно ценится жителями районов, прилегающих к оживленным магистралям. Эти деревья ослабляют звуковые волны, создавая комфортную обстановку.</p>
<p>Кроме того, благоустроенные территории с растениями улучшают эстетический вид местности, что положительно влияет на настроение и общее самочувствие людей. Проектирование пешеходных зон с зелеными пространствами способствует увеличению времени, проводимого на улице, что улучшает физическую активность и способствует укреплению социальных связей среди жителей.</p>
<p>Создание таких территорий требует осмысленного подхода к выбору видов и планировке, чтобы достичь максимального эффекта для здоровья и комфорта жителей. Эффективное распределение растительности в городской инфраструктуре позволяет обеспечить гармонию между природой и урбанизацией, что в конечном итоге улучшает качество жизни людей.</p>
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			</item>
		<item>
		<title>Почему важен учёт климатических условий при экологичном строительстве дорог</title>
		<link>https://adsk.kz/pochemu-vazhen-uchet-klimaticheskix-uslovij-pri-ekologichnom-stroitelstve-dorog/</link>
					<comments>https://adsk.kz/pochemu-vazhen-uchet-klimaticheskix-uslovij-pri-ekologichnom-stroitelstve-dorog/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:26:43 +0000</pubDate>
				<category><![CDATA[Экологичное строительство дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/pochemu-vazhen-uchet-klimaticheskix-uslovij-pri-ekologichnom-stroitelstve-dorog/</guid>

					<description><![CDATA[Для успешного проектирования дорожной инфраструктуры необходимо учитывать специфику регионов. На этапе планирования пешеходных и автомагистралей следует анализировать метеорологические данные, такие как температурные колебания, уровень осадков и ветровые характеристики. Это помогает избежать разрушений объектов из-за атмосферных воздействий. Оптимизация стадий проектирования сооружений с учётом местных условий обеспечивает долговечность и безопасность транспортных потоков. Эффективное использование природных ресурсов требует [&#8230;]]]></description>
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" alt="Почему важен учёт климатических условий при экологичном строительстве дорог" title="Почему важен учёт климатических условий при экологичном строительстве дорог" /></p>
<p>Для успешного проектирования дорожной инфраструктуры необходимо учитывать специфику регионов. На этапе планирования пешеходных и автомагистралей следует анализировать метеорологические данные, такие как температурные колебания, уровень осадков и ветровые характеристики. Это помогает избежать разрушений объектов из-за атмосферных воздействий. Оптимизация стадий проектирования сооружений с учётом местных условий обеспечивает долговечность и безопасность транспортных потоков.</p>
<p>Эффективное использование природных ресурсов требует тщательной оценки грунтовых и водных условий. Разработка автодорог на заболоченных территориях требует применения специализированных технологий, для предотвращения подмывания и разрушения покрытия. Применение местных материалов снижает затраты и минимизирует негативное воздействие на окружающую среду.</p>
<p>Влияние климатических факторов также проявляется в выборе асфальтобетонных смесей. Для холодных регионов необходимо использовать модификации, устойчивые к низким температурам, а в жарком климате – смеси, не подверженные к мягчению. Таким образом, правильно подобранные материалы и технологии помогают достичь устойчивости и долговечности дорожного покрытия.</p>
<h2>Адаптация материалов к местным погодным условиям</h2>
<p><img decoding="async" 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" alt="Адаптация материалов к местным погодным условиям"></p>
<p>Выбор строительных материалов без учета специфики климата может привести к снижению долговечности и качества инфраструктуры. Рекомендуется использовать местные ресурсы, что позволяет учесть их физические и химические свойства.</p>
<ul>
<li><strong>Асфальт:</strong> В жарком климате лучше применять асфальто-бетонные смеси с низким содержанием битума, чтобы предотвратить его плавление и последующее разрушение покрытия.</li>
<li><strong>Бетон:</strong> В регионах с высокими осадками стоит использовать водоотталкивающие добавки и добавлять специальные полимерные компоненты для повышения прочности и устойчивости к влаге.</li>
<li><strong>Грунтовое основание:</strong> Для холодного климата следует добавлять смеси с утепляющими свойствами, чтобы предотвратить замерзание и разрушение в зимний период.</li>
</ul>
<p>Составы должны адаптироваться к изменениям температуры в течение суток. Рекомендуется исследовать температурные колебания в каждом конкретном регионе перед выбором материалов.</p>
<ol>
<li>Проведение лабораторных испытаний на образцах из местных ресурсов.</li>
<li>Анализ эксплуатации существующих объектов в аналогичных условиях.</li>
<li>Составление рекомендаций по выбору конкретных марок и типов материалов.</li>
</ol>
<p>Также стоит учитывать влияние атмосферных осадков. Для влажных районов лучше использовать материалы с высокой степенью устойчивости к коррозии и гниению. В сухих местностях можно применять более легкие и экономичные решения.</p>
<p>Проектировщики должны учитывать местные особенности. В противном случае, возможны дополнительные расходы на ремонт и реконструкцию, что негативно скажется на бюджетах государственных и частных организаций.</p>
<h2>Влияние климатических факторов на долговечность дорожного покрытия</h2>
<p><img decoding="async" 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" alt="Влияние климатических факторов на долговечность дорожного покрытия"></p>
<p>При проектировании дорожных покрытий следует учитывать температурные колебания и осадки. Высокая температура способствует деформациям асфальта, что может сократить его срок службы. Рекомендуется применять материалы с улучшенными техническими характеристиками, которые выдерживают высокие нагрузки и обладают высокой термостойкостью.</p>
<p>В регионах с суровыми зимами необходимо использовать смеси с антипередозировочными добавками для минимизации трещинообразования. Этот подход позволяет предотвращать разрушение покрытия в результате циклов замерзания и оттаивания. Следует уделить внимание и дренажной системе, которая предотвратит накопление воды на поверхности, что также существенно повышает долговечность асфальтного слоя.</p>
<p>Влажные и дождливые климатические условия требуют специальных свойств материалов. Как правило, рекомендуется выбирать смеси с повышенной водоотталкивающей способностью. Это поможет избежать проблемы с вымыванием верхнего слоя покрытия, что влияет на его прочность и эксплуатационные качества.</p>
<p>Сильные осадки могут вести к образованию луж и, как следствие, к активации процессов эрозии. Качественные дренажные системы, проектируемые с учетом местной геологии, позволяют справляться с влагой, что немаловажно для поддержания целостности покрытия.</p>
<p>Необходимо также учитывать условия эксплуатации: интенсивность движения, тип транспортных средств и их нагрузки. Адекватное проектирование гарантирует, что материалы будут лучше сопротивляться возможным внешним воздействиям и сохранят свои свойства на протяжении эксплуатационного срока.</p>
<h2>Оптимизация водоотведения и предотвращение эрозии в зависимости от климата</h2>
<p>Выбор подходящих материалов для дренажных систем должен зависеть от уровня осадков в регионе. Например, в районах с высокой влажностью необходимо использовать системы с повышенной пропускной способностью, такие как перфорированные трубопроводы, которые предотвращают накопление воды и минимизируют риск эрозии.</p>
<p>В условиях сухого климата целесообразно проектировать ландшафт таким образом, чтобы минимизировать поток воды и направлять дождевые осадки в специальные резервуары для последующего использования. Это позволяет сократить уровень эрозии и создать запасы для экологически чистого полива.</p>
<p>При умеренных осадках эффективны системы с регулируемыми дренажными каналами. Их установка позволяет управлять потоком воды, тем самым снижая риск разрушения дорожного покрытия и предотвращая образование ям и трещин.</p>
<p>Системы фильтрации, такие как биофильтры или геосетки, помогают удерживать почву на месте, тем самым предотвращая её вымывание даже в условиях сильного дождя. Это особенно важно в горах и на склонах, где эрозия может быть более выраженной.</p>
<p>Контроль водостоков должен учитывать необходимость в сплошных светопропускающих покрытиях, которые позволяют дождевой воде просачиваться в почву, а не стекать по поверхности. Это не только уменьшает нагрузки на системы водоотведения, но и способствует естественному увлажнению местности.</p>
<p>Создание зелёных насаждений вдоль дорог также будет способствовать удержанию почвы и улучшению водоотведения. Растения способны поглощать избыточную влагу и укреплять грунт корнями.</p>
<p>Использование композиций из плотно уложенных слоёв материалов помогает отводить воду и предотвращает вымывание почвы. Выбор геомембран и геотекстилей стоит рассматривать в зависимости от типа грунта и особенностей рельефа.</p>
<p>Регулярный мониторинг состояния водоотводных систем, особенно после сильных осадков, гарантирует эффективность их работы и предотвращение накопления воды вокруг дорожного покрытия. Важно также предусмотреть возможность быстрой очистки дренажных каналов от мусора и отложений.</p>
<h2>Снижение углеродного следа через учёт климата в проектировании</h2>
<p>Анализ метеорологических данных и адаптация технологий строительства к природным условиям значительно сокращает выбросы углекислого газа. Применение местных материалов, снижает транспортные расходы и, соответственно, углеродный след.</p>
<p>Фокус на устойчивых технологиях, таких как использование переработанного асфальта или бетона, минимизирует воздействие на атмосферу. Рекомендовано интегрировать системы зеленого водоотведения, что увеличивает естественное взаимодействие между дождевой водой и грунтом, снижая нагрузку на инфраструктуру.</p>
<p>Приоритет в проектировании стоит отдать энергосберегающим решениям, например, применению световозвращающих материалов. Эти технологии помогают уменьшить количество энергии, затрачиваемой на освещение путей.</p>
<p>Создание дренажных систем, способствующих естественной фильтрации и очистке воды, снижает вероятность загрязнения с поверхностных водоемов. Это, в свою очередь, способствует воссозданию экологического баланса и уменьшению углеродного следа.</p>
<p>Проведение исследований по воздействию метеоусловий на срок службы материалов позволяет заранее предсказать возможность разрушения и ускоренного износа покрытий, что ведет к дополнительным выбросам при необходимости ремонта.</p>
<p>Редкий учёт местного биоразнообразия дает возможность использовать растительность для стабилизации грунтов и снижения температурного влияния на асфальтовые покрытия. Внедрение таких подходов гарантирует устойчивость проектов к климатическим изменениям и укрепляет экосистему.</p>
]]></content:encoded>
					
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		<title>Роль биоразлагаемых материалов в дорожном строительстве</title>
		<link>https://adsk.kz/rol-biorazlagaemix-materialov-v-dorozhnom-stroitelstve/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Jan 2025 04:26:40 +0000</pubDate>
				<category><![CDATA[Экологичное строительство дорог]]></category>
		<guid isPermaLink="false">https://adsk.kz/rol-biorazlagaemix-materialov-v-dorozhnom-stroitelstve/</guid>

					<description><![CDATA[Исследования показывают, что внедрение экологически чистых решений в процесс создания инфраструктуры может значительно снизить негативное влияние на окружающую среду. Применение заменителей традиционных компонентов, производимых из природных ресурсов, становится необходимым шагом к устойчивому развитию. Например, использование волокнистых соединений, получаемых из растительных остатков, позволяет не только сократить количество отходов, но и повысить прочность асфальтных покрытий. Методы внедрения [&#8230;]]]></description>
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alt="Роль биоразлагаемых материалов в дорожном строительстве" title="Роль биоразлагаемых материалов в дорожном строительстве" /></p>
<p>Исследования показывают, что внедрение экологически чистых решений в процесс создания инфраструктуры может значительно снизить негативное влияние на окружающую среду. Применение заменителей традиционных компонентов, производимых из природных ресурсов, становится необходимым шагом к устойчивому развитию. Например, использование волокнистых соединений, получаемых из растительных остатков, позволяет не только сократить количество отходов, но и повысить прочность асфальтных покрытий.</p>
<p>Методы внедрения биоразлагаемых компонентов в растворы и бетоны открывают новые горизонты для экономии ресурсов. Такие составы, как полимеры на основе крахмала, могут заменить часть цемента, обеспечивая при этом высокую устойчивость к механическим нагрузкам. По последним данным, использование таких подходов способно снизить углеродный след на 30% по сравнению с традиционными смесями.</p>
<p>Климатические изменения и истощение природных ресурсов требуют более рационального подхода при проектировании маршрутов. Важно учитывать, что использование альтернативных облицовочных материалов, таких как переработанные пластики, может привести к снижению затрат на содержание дорог в будущем. Исследования показывают, что такие инновации не только минимизируют негативное воздействие, но и способствуют повышению безопасности дорожного движения.</p>
<h2>Технические характеристики биоразлагаемых дорожных материалов</h2>
<p>Для достижения высокого показателя прочности рекомендуется использовать композиции, содержащие полимеры на основе крахмала или целлюлозы. Эти вещества демонстрируют прочность на сжатие до 30 МПа, что делает их подходящими для создания основы для транспортных путей.</p>
<p>Температура плавления компонентов колеблется в диапазоне от 130 до 180 градусов Цельсия, что позволяет им сохранять свои свойства в широком диапазоне климатических условий. Устойчивость к химическим веществам является важным аспектом, обеспечивающим долгий срок эксплуатации. В частности, устойчивость к антигелевым добавкам позволяет использовать эти смеси в сложных условиях.</p>
<p>Коэффициент водопоглощения не превышает 5%, что способствует защите от разрушений, вызванных циклом замораживания и оттаивания. При этом термическое расширение остается в пределах 0,05% на 10 градусов Цельсия. Это значение важно для предотвращения образования трещин и деформаций.</p>
<p>Экспериментальные данные показывают, что добавление натуральных волокон, таких как джут или лен, увеличивает модуль упругости на 20%, что дополнительно укрепляет структуры. Эластичность этих материалов достигает 15%, обеспечивая гибкость при больших нагрузках.</p>
<p>При реализации дорожных покрытий необходимо учитывать уровень их разложения, который может составлять от 2 до 5 лет. Этот срок зависит от условий эксплуатации и состава добавок с разумным балансом биоразлагаемых компонентов.</p>
<p>С учетом вышеперечисленных характеристик, такой подход к выбору конструкционных смесей создает альтернативу традиционному бетону и асфальту, обладая преимуществами в устойчивости к воздействию окружающей среды и минимизации негативного влияния на экосистему.</p>
<h2>Преимущества использования органических компонентов в асфальтобетонных смесях</h2>
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" alt="Преимущества использования органических компонентов в асфальтобетонных смесях"></p>
<p>Применение органических веществ в асфальтобетонных смесях обеспечивает снижение негативного воздействия на окружающую среду. Эти компоненты уменьшают выбросы углерода в процессе производства и эксплуатации покрытия. Кроме того, асфальт с органическими добавками улучшает показатель стойкости к температурным изменениям.</p>
<p>Отдых усадок и трещин достигается за счет увеличения эластичности. Это означает, что дорожные покрытия становятся более долговечными, что приводит к снижению затрат на их обслуживание и восстановление.</p>
<p>Ниже представлены некоторые ключевые преимущества использования органических компонентов в асфальтобетонных смесях:</p>
<table>
<tr>
<th>Преимущества</th>
<th>Описание</th>
</tr>
<tr>
<td>Снижение температуры производства</td>
<td>Использование органических добавок позволяет снизить температуру производственного процесса на 20-30°C, что приводит к снижению энергозатрат.</td>
</tr>
<tr>
<td>Улучшенная стойкость к растрескиванию</td>
<td>Органические добавки повышают упругость смеси, что уменьшает вероятность появления трещин на поверхности.</td>
</tr>
<tr>
<td>Экологическая чистота</td>
<td>Применение натуральных компонентов снижает содержание вредных веществ, что делает покрытия более безопасными для человека и природы.</td>
</tr>
<tr>
<td>Увеличение сцепления</td>
<td>Органические средства улучшают сцепление с колесами, что повышает безопасность движения.-</td>
</tr>
<tr>
<td>Снижение шумового загрязнения</td>
<td>Асфальт с органическими добавками способен уменьшать уровень шума, создаваемого движением транспорта, что улучшает условия жизни вблизи дорог.</td>
</tr>
</table>
<p>Использование органических компонентов в асфальтобетонных смесях становится эффективным подходом к оптимизации свойств покрытий и уменьшению их воздействия на окружающую среду. Это направление поддерживает стремление к устойчивому развитию в строительной индустрии.</p>
<h2>Экономические аспекты применения биоразлагаемых материалов в строительстве дорог</h2>
<p><img decoding="async" 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" alt="Экономические аспекты применения биоразлагаемых материалов в строительстве дорог"></p>
<p>Внедрение экологически чистых компонентов при сооружении транспортных путей может снизить затраты на эксплуатацию и ремонт. Использование таких решений обеспечивает следующие преимущества:</p>
<ul>
<li>Снижение указанных расходов на сырьё. Экологические смеси чаще всего дешевле традиционных.</li>
<li>Уменьшение затрат на утилизацию. Составы, разлагающиеся естественным образом, минимизируют необходимость в специализированной переработке.</li>
<li>Снижение затрат на электричество и топливо. Лёгкость в применении таких компонентов обусловливает меньшее потребление ресурсов во время укладки.</li>
</ul>
<p>Стоимость эксплуатации новых составов также может быть ниже благодаря:</p>
<ol>
<li>Устойчивости к воздействию основных факторов, таких как температура и влажность.</li>
<li>Сниженному количеству необходимых ремонтов за счёт долговечности материалов.</li>
<li>Способности к самовосстановлению, позволяющей продлить срок службы уличных покрытий.</li>
</ol>
<p>Сокращение расходов не единственное финансовое преимущество. Применение таких компонентов может привести к получению различных грантов и субсидий от государственной программы, посвящённой экологии. Это создаёт дополнительные источники финансирования для проектов.</p>
<p>Несмотря на начальные инвестиции, отдача от использования экологически чистых решений со временем способна перевесить затраты. Подходящее применение составов способствует улучшению качества объекта и росту его привлекательности.</p>
<p>Важно учитывать, что на уровне местных администраций, а также на государственном уровне возможно создание дополнительных нормативных актов, способствующих применению таких технологий. Это может повлиять на рынок, послужив катализатором для более широкого внедрения экологически чистых решений.</p>
<h2>Примеры успешного внедрения биоразлагаемых технологий на практике</h2>
<p>Исследование, проведенное в 2021 году в Швеции, продемонстрировало применение натуральных волокон на основе растительных материалов в качестве добавок в асфальт. Использование таких волокон не только улучшило прочностные характеристики покрытия, но и снизило его вес на 15%. Это обеспечило экономию на транспортировке и сократило вредные выбросы.</p>
<p>В 2020 году в Нидерландах была реализована дорожная конструкция с применением композитов на основе кукурузного крахмала. Этот проект позволил значительно сократить время укладки и обеспечил постепенное разложение в естественных условиях, что способствовало уменьшению экологического следа. При этом сервисное обслуживание таких покрытий стало проще благодаря их легкости.</p>
<p>В Австрии внедрение геосеток из органических материалов в процессе строительства магистрали снизило использование традиционных пластиков на 30%. Эти сетки успешно применялись для укрепления склонов и предотвращения эрозии, обеспечивая долговечность и устойчивость конструкций.</p>
<p>Канадские специалисты разработали технологию создания дорожно-строительных блоков на основе отходов ресторана, таких как скорлупа от яиц. Такой подход не только позволил сократить объемы отходов, но и обеспечил улучшенную теплоизоляцию и шумопоглощение. Область применения этих блоков уже охватывает как жилые районы, так и промышленные площадки.</p>
<p>В США успешно реализован проект, основанный на использовании переработанных растительных масел в производстве битума. Данный метод обеспечил не только улучшенные характеристики устойчивости к температурным перепадам, но и значительно снизил загрязнение окружающей среды в процессе производства.</p>
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