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	<title><![CDATA[0xbt: March 2024]]></title>
	<link>https://0xbt.net/blog/archive/CoatesMcCallum00/1709251200/1711929600</link>
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	<pubDate>Sat, 23 Mar 2024 00:00:25 +0000</pubDate>
	<link>https://0xbt.net/blog/view/23211536/%D0%BF%D1%80%D0%BE%D0%B2%D0%BE%D0%B4-%D1%81%D0%B8%D0%BF-2-%D0%BA%D1%83%D0%BF%D0%B8%D1%82%D1%8C-%D1%81%D0%B8%D0%BB%D0%BE%D0%B2%D0%BE%D0%B9-%D0%BA%D0%B0%D0%B1%D0%B5%D0%BB%D1%8C-%D0%BF%D0%BE-%D0%BD%D0%B8%D0%B7%D0%BA%D0%BE%D0%B9-%D1%86%D0%B5%D0%BD%D0%B5</link>
	<title><![CDATA[Провод Сип-2 Купить Силовой Кабель По Низкой Цене]]></title>
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" width="308px" alt="зажим прокалывающий для сип 3 1х50"><br />Перед установкой зажима не забывайте зачищать щеткой голый неизолированный провод. 
 Выбор таких прокалывающих зажимов очень широк и представлен на рынке разными производителями.<br /></p><ul><li>Провод СИП-3 1х95 (м) Цветлит – самонесущий изолированный провод сечением 95 кв. 
</li><li>Зажимы серии зсгп предназначены для подключения провода СИП к магистральной неизолированной линии. 
</li><li>Провод СИП пришел на замену неизолированным алюминиевым проводам при прокладке воздушных силовых линий низкого напряжения (до 1 кВ). 
</li><li>Состоит из одиночной нулевой несущей жилы из алюминиевого сплава, сечением 25 кв. 
 <a href="https://www.folkd.com/submit/zaoinsta.ru/katalog-produkcii/izolyatory-linejnye-podvesnye-na-330-kv/">https://zaoinsta.ru/katalog-produkcii/izolyatory-linejnye-podvesnye-na-330-kv</a> </li><li>Отличия касаются и конструкции изделий – у провода есть только одна заизолированная жила, а у кабеля их несколько. 
</li><li>Этот кабель может эксплуатироваться при температуре от минут 60 до плюс 50 градусов Цельсия, что позволяет его использование при резко континентальном климате. 
</li></ul>
<p><br />Провод СИП-2 3х35+1х50 (м) Цветлит – самонесущий изолированный провод. <br /> Состоит из одиночной нулевой несущей жилы из алюминиевого сплава, сечением 50 кв. <br /> Мм, в изоляции из светоустойчивого полиэтилена и 3 алюминиевых многопроволочных жил сечением 35 кв. <br /> Представляет собой круглые алюминиевые жилы, скрученные вокруг одинарной несущей стальной жилы сечением, в изоляции... <br /> Провод СИП-3 1х50 (м) Цветлит – самонесущий изолированный провод сечением 50 кв. мм.</p>
<h2>Арматура Сип
</h2>
<p><br />ESET Internet Security представляет собой новый подход к созданию действительно комплексной системы безопасности компьютера. <br /> Продукт представляет собой  интеллектуальную систему непрерывной защиты от атак и вредоносных программ, которые могут угрожать безопасности компью... <br /> Инновационный зажим (поверхность без покрытия) sl-37. 27 производства EKF применяется для стыкования провода СИП на опорах и фасадах зданий, для разводки линий, подсоединения потребителей (абонентов),... <br /> Крепится двумя стальными лентами либо одним болтом М14 или М16.<br />Также арматура упрощает этапы обслуживания электрических линий, ремонт и замену кабелей электроснабжения на прямых и поворотных участках сети. <br /> Предназначен для электрического соединения проводов СИП-3 и не изолированных проводов АС. <br /> Для наложения на провода СИП-3 зажим имеет контактную группу прокалывающего типа. <br /> Для проводов АС предназначена  контактная группа плашечного типа. <br />  Корпус выполнен из коррозионностойкого алюминиевого сплава.<br /><img style="margin-left: auto; margin-right: auto;" 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	<dc:creator>Jessen Larsson</dc:creator>
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<item>
	<guid isPermaLink="true">https://0xbt.net/blog/view/23211535/%D0%B3%D0%B0%D1%81%D0%B8%D1%82%D0%B5%D0%BB%D1%8C-%D0%B2%D0%B8%D0%B1%D1%80%D0%B0%D1%86%D0%B8%D0%B8-%D0%B3%D0%B2-4443-02%D0%BC-%D0%BA%D0%B0%D0%B1%D0%B5%D0%BB%D1%8C%D0%BD%D0%B0%D1%8F-%D0%B0%D1%80%D0%BC%D0%B0%D1%82%D1%83%D1%80%D0%B0-%D0%B3%D0%B0%D1%81%D0%B8%D1%82%D0%B5%D0%BB%D0%B8-%D0%B2%D0%B8%D0%B1%D1%80%D0%B0%D1%86%D0%B8%D0%B8-%D0%B3%D0%B2-%D1%81%D0%B5%D1%82%D0%B5%D0%B2%D0%BE%D0%B5-%D0%BE%D0%B1%D0%BE%D1%80%D1%83%D0%B4%D0%BE%D0%B2%D0%B0%D0%BD%D0%B8%D0%B5-%D0%BA%D0%B0%D0%B1%D0%B5%D0%BB%D1%8C-%D0%BA%D1%80%D0%B5%D0%BF%D0%B5%D0%B6</guid>
	<pubDate>Fri, 22 Mar 2024 23:55:39 +0000</pubDate>
	<link>https://0xbt.net/blog/view/23211535/%D0%B3%D0%B0%D1%81%D0%B8%D1%82%D0%B5%D0%BB%D1%8C-%D0%B2%D0%B8%D0%B1%D1%80%D0%B0%D1%86%D0%B8%D0%B8-%D0%B3%D0%B2-4443-02%D0%BC-%D0%BA%D0%B0%D0%B1%D0%B5%D0%BB%D1%8C%D0%BD%D0%B0%D1%8F-%D0%B0%D1%80%D0%BC%D0%B0%D1%82%D1%83%D1%80%D0%B0-%D0%B3%D0%B0%D1%81%D0%B8%D1%82%D0%B5%D0%BB%D0%B8-%D0%B2%D0%B8%D0%B1%D1%80%D0%B0%D1%86%D0%B8%D0%B8-%D0%B3%D0%B2-%D1%81%D0%B5%D1%82%D0%B5%D0%B2%D0%BE%D0%B5-%D0%BE%D0%B1%D0%BE%D1%80%D1%83%D0%B4%D0%BE%D0%B2%D0%B0%D0%BD%D0%B8%D0%B5-%D0%BA%D0%B0%D0%B1%D0%B5%D0%BB%D1%8C-%D0%BA%D1%80%D0%B5%D0%BF%D0%B5%D0%B6</link>
	<title><![CDATA[Гаситель Вибрации Гв-4443-02м Кабельная Арматура Гасители Вибрации Гв Сетевое Оборудование, Кабель, Крепеж]]></title>
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width="303px" alt="гасители вибрации вл"><br />Характерные разновидности колебаний проводов, вызываемых воздействием аэродинамического следа, показаны на рис. П2. 2. 
 Колебания проводов, вызываемые аэродинамическим следом, возникают при действии равномерных ветров в диапазоне скоростей от 7 до 18 м/с. 
 Чаще всего такие колебания возникают при отсутствии отложений на проводах (в виде гололеда, мокрого снега, изморози) в сухую погоду. 
 Однако наблюдаются случаи возникновения колебаний во время дождя, а также при наличии отложений на проводах. 
 В местах подвеса проводов двух гасителей сначала устанавливается второй, а затем первый от опоры гаситель.<br /><img style="margin-left: auto; margin-right: auto;" 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v8ApdcQ2bCRRiKau1TlO/gvFHSpJ3nknwm9gkdTZNfZRp7WIRl90bJwt6C/mN4dOK17Hel2YJZNlWPHqswtGyVPpPdG7ejXe8eTMY5QeTzrZWcjh62Snhk3FsN78Vhe4RbIsySSTopZAnbZJkkHvdwoXlu6qij1kUCap0l6eovHwdR2Ik5kkszPITIpV2Ls5YsytIC3PJ8abz++yd3yo9G+mmMjqRUNqQQJQunJ1QksgENwyCQ2F9bylJHBk/CKlkJKsVK6GWX+3IGl/Z9ENgV3J02qxUYpqhgbZU0cMMUcbJInnZCBAlFkI9h9GC/3AB+Ycfsue5UwkM/TRpzIIoYPi/m4hfzoAN/tHER4qisO7t8okjHkFGrBr9IentWWGzDgX8au0Mkcj3bDt3xJGkbMWcliBEp5PJ5aRjy0jlvnt/phg8NnMjl5adZ1e+lzHJGHUwALK7eKSxEzmzauzdzewzj+8oYzmi3sMsktySYaDPwQyDcGTx12Vm5jalQeqqrx7GDzSlj/AJ8j6tbHTTWZolYaaaaAaaa12fzEeCxj33ikmkMsNaCGNHdpZ5pFihThFZgGkdAW4IUEk+QOiV3ZBtJXZ8svuKHFzx4+ri8nlslPHJLDQxtUzSuERnPc3lHECEZVaV0Vm4QEsQD7T3DWmysmAyFWzissnjPHRvBY57EERjV7EShj4kQaWMd68gFgDwfLWJT3NjukIgrbg2xlb+/d2egG5Zq4Kd6MUlm0YK1OXLw1FhMFeWcxqHLTrEWlMZDHWt2bvij1q6aZGvuOx73Z3ZtSplIM3kKWSo1/G9FYxZJ1eOp3wtLHZ74opZIZIQR4rRzDXvWDWTvucx/8g1Pt/E+9yGHc+9GxlqKOxjMDUD2IZE7o5bs5HYD8hMUSMSpB8rSHy4Gtodn7UJ5O2sWfPn8UT+WtH0suz3sFcs5epLR3BPfmsZmhYliaxTmkIaGKURswHFY1wnnyY/DYjknUz14pXi7HRjaSzL7NP8D9p+34NYv/AIRP5afA7aR8/gzi/wDhE/lrcaai7JsjAoYDB4uY2cbh6VWUqUMkMCoxUkEgkD2eQ/VrP001HcnsNNNNAfOeaGtDJYsypFFEjO7ueFRQOSSfkAGqjqdJ8hvaCzu63v7OYIbmd78uLo4jD+CscsXhR+ItqhLK0xq9kcrO7EnuUcIFUTjfTDKR4/ZSEFtwTmO0ofgjHx8PaJHtKuvbASPwTZQ86lGpTy7oq1mdmVP8Qdj0Q4/44N2eit4vMHvNtzwz4gYSer718esJHB/P3tz7Tr8ze5+ksxTV7PVzdU0VgSiaOTC7bZZfF8XxO4HF8N3ekWO7n2+NLz+G3NtaaZmMq4KjPueuZXnPVndHiyTPZd/eTbfc0rrIruT718lmWWUMT5kSODz3Hn3cnQXL7noWKOT65b0n9KBWR5cZgCxUo0bDuXGhgTHJInIYeTsPYSDbemmZhQivoqS17nw3eDc6s7oscFmBmwm2382MhY+eL9pM0pP5zI/P4R5/c3QKxZlhsWOr+7JZa8/pMTvhtuMyTdyt4gJxfIfuRD3e3lQfk1bGmmZjJHgxMVTsY7G1qNvK28nPBGEe5aWJZpyP77iJEjDH/wBhFH5gNZemmoLDTTTQDUF39/aja/12v9LU61Bd/f2o2v8AXa/0db4byo82M8LLYr/i8X6C/wANNK/4vF+gv8NNdY4bNfnPynN9esHWdnPypN9esH2+zXHreSX6d/D+KP4NRfj356hFvVavtuh2ghww9LtHzBX+68cMQ4J8ytv/AD85OSACxPkBzqL9Of8AbNu/ChyWk3PO+Z7nqGtL4MoHoySxnzWSOsteJufPmM8gewZrk1e5Kfq01od77tg2Rt852fGW8gWu0cfDWqmMSST27UVWIAyMqgeJMhJJHCgnzPkdemY6oSosi7J23EGHISbckwkX/JglJl5/PwxH+Z1aNKc1eKM516dN2k7Eu01E/fPql9Dtq/aWz/Q6e+fVL6HbV+0tn+h1boVOCmro+3+SWai+6R757h23tztdo3syZeyOPUeGoF7AT/vCxLVcD5fDb5AQfn759UvodtX7S2P6HWhxc3VWbdubzk+xMBCyRVsXXM25rBjlijUzGaIeg+QZrBjYkAk1x7QATKoVFvYh4qi9s3+SytNRP3z6pfLs3av2ls/0OuU6vuV/dGSwxz7jyO3MxlHRRbvWN/ZhmsSAecnaaZCdx5PYvqrzwPIavDCzl32KVMdTj/Xc7Y01xZ9yp1z+abS+3OW/otPuVOufzTaX25y39FrTRP2M/kI+p2npriz7lTrn802l9uct/Rafcqdc/mm0vtzlv6LTRP2HyK9TtPTXFn3KnXP5ptL7c5b+i159yr1z+a7R+3WW/otNG/YfIx9TtTTXFf3KvXP5rtH7dZb+i0+5V65/Ndo/brLf0Wo0b9h8jH1O03ZY0aSRgqICzMx4AA8z5/JrE6ZYH4a5iv1Wy9dDi4YQdoRNIkh8GRHD5LujYr/tEUqLGjctHEpJKtPJGnGx9yn1xYFWqbRIPkQd9Zbg/wDyWvuPcwdfVUKg2sqgcADfuXAH/wAlrajh1TeZu558RjOtHLFWO+N4Z/bdD0Pb+Wo++9zKyKa2JigWxNKkcsYex4R8hFC0kTPK3CoWQc9zIraDpivT/wCDsvTnCdPJ9qQ06am7tzIY5IwkM/ePWZC8Fnv7W72jll824chiRriMe5Z68Cc2/B2p43Z4fifDvL93Zzz28+hc8c+fGvlN7lDrfZu1slYo7Plt0w61p33xlmkhDgBwjGjyvcAOeD58DnXqujxnbfVDb1/G24+o234bc7UImTNY+tDNZkvUgjENBBG3rWY37CCFZ3jEkYVmMXbh0L9HKUa+TxlyC3TtxLPXsQSCSOWNhyroykhlIIIIPBB51xx9zD1//Ptj7fZj+i1iVPck9aKFaOlQxWy61eFeyOGHe2VREX8yqKPAGvLWw6qvMnY9eHxborK90ds6a4r+5V65/Ndo/brLf0Wn3KvXP5rtH7dZb+i1jo37Hp+Rj6nammuLPuVOuZ/+6bR+3OW/otPuVOufzTaP25y39Fpo37D5GPqdp6a4s+5U65/NNpfbnLf0Wn3KnXP5rtL7c5b+i1OifsPkI+p1XtyRc9uTMboWXxKtVzhMeUnSSIiFz6VIoCgxubHMLqSfxJCOOdSjXEtH3JHW+hUipxV9qMsSBS775yvc5+Vm4ojlieST8pJOvv8Acqdc/mm0vtzlv6LUvBt/ZC/5CK/6naemuJbvuUvdCGu74extrH31RvRrVfqDmonhkI8nBSmDyD58f5a6nx93q1WoVq1rau1p54oUjllO5LP3xwoBb8R+U+esp4Wcf67mtPHU5/22JnpqJ++fVL6HbV+0tn+h098+qX0O2r9pbP8AQ6z6FTg01dH2/wAks01E/fPql9Dtq/aWz/Q6e+nVL6HbU+0tn+h1OnqcDV0fb/JLNNQ3Fb7yzb0q7C3NtQ47IX8bcytWzUvJapyw1pa0cq9zLHKHBuReRjAI7uD5ecy1nKEoO0jaE41FeL2GmmmqlhqDb9/tRtf67f8ApanOoLv7+0+1/rtf6Ot8N5UebF+FlsV/xeL9Bf4aaV/xeL9Bf4aa6xw2a3cMghv2ZmDEICxCqWYgAnyA8yfL2DzOqw6z5/Hr0c3m8ouQrPtrJFHkqSRhSahIBZ1Cox71ADEctyvtVgLSzn5Un+vUK6lbUtb42Jmtp0rq058nWMMc7FgI25BBJXzHs+Tz1yKllVbfJ3aSboJLg/nbd6hbIv0rFK1gsD4VjvqyeFRxMb8MfDJDpKGUetyHUjgesDwOdff4y9nmVofePbYKqrEnHYbt8+7jz8Tjn1TyPaORzxyOelvuUM58ubi/55k/+rT7lDOf+Nxf88yf/Vr3dekcvS1+DmKbqNsPIQGvZ2ztuaGVe8xz4jDEEBVfgq0nt8x5H+8CPaCNYS7q6Yxq7RbN2vGBIYyqYjDrywYL5ASfg8sOD7OASPIEjoLqX0JyXTraM26rmXotDFcoU2a1ubJVoIvSrcNYSyykkJGhmDs3B4VTqOY/pDuPMVluYjqJ0ytwN5eJX3/k5kJ+UBlHB1pCcZq8TGpTlTdpoqWPdfTeSRoxtXay9qhizY/DheD3AAHxOCfVPIHsBHPtHPzO8emvZG/wS23xIOQPerEcgBO/zHicjy8uD8vq/heWrn+I3fH016d/bjK6fEbvj6a9O/txldW2M9imju7psA5O1Ns/e3MZ/wCzMRzyGCkgeJ5jlh5jkEAnngEj9fCrpx4zQ/BXa3KgNz734ft4JIHn4nHPqny58hwfYRzcfxG74+mvTv7cZXT4jd8fTXp39uMroTcpld4dNWSCQbT21xOOV5xmI5Hqd/rDxOV8hx63Hrer7fLXjbw6aoZFO09teoxXkYrEEEhlB4PieY5ceY8iAxHkrEXP8Rm+Ppr07+3GV0+I3fH016d/bjK6Apwbr6bmZoPgrtcMADycdhwp5YrwG8Xgnkfn9nB9hB1+E3f03dYWXaW2h445XuxmIUj1C/rAyer5Djz48/L2+Wrm+I3fH016d/bjK6fEbvj6a9O/txldCblNPu3pvH43dtPbH3gkNxjcO3PAU+rxJ634Q8x+Zv8AdPHqbs6bvMYBtTbAYDnk43DhT65TyPice0E+32cN7CDq5PiN3x9Nenf24yunxG74+mvTv7cZXQi5TQ3d02MUMo2rtjifgqDjMR3DlS3rDxOV8h/e48+B7SBqO5+bZOR758XfXBtFYlmkOPq4U9/fHAvYEdnBQdisoAPDPMQfWca6H+I3fH016d/bfK61d33N2/8AKeU/V/Z1CNJ5JVFHeeQVirJEqxszD2KySsD7T4xB8kXgSmc8nG4QT+j/ABi5Qt5eYpbcK+b9n4XZx7fP2/g+t7PPX5Wjg2WJl6iZXiYgLzR26O3kE+sDHyn4J9vHB4HtI5v77lbeH+O2F+3V/wD6dPuVt4f47YX7dX/+nVtiCgXo4ONZnbqHleIBy3bR24xPqq3qgR+v5MPwefMEe0ED9tjMKs/o56jZPu7e/kU9t9nHf2/hdnHPPnxzzx5+zz1ff3K28P8AHbC/bq//ANOn3K28P8dsL9ur/wD06bAoEUMM8cbR9Qsp3zcCNXpbdXhj3cd33v1R6p5J9nI/OOU1LChrk8XUDKeBC8jRg1NumQxfhJ6oi9Zuxl5C8+t3AeY1fr+5T3dIpR+umDZWBBB3zfII/Z1+m9yvvF5JJW67YUvNI8rt8Ob/ACzuxZmPq+0kkn/M6ElAnG4oSrD8YWQ7mHdyK23O0esF828PgeZ/P7OT7ATr8LRxDJE/xg5PiZlRQae3QQT3fhDw/VHqnzPAHI59o56A+5W3h/jthft1f/6dPuVt4f47YX7dX/8Ap02IOfmp4hYZZ/jAyhWFe5gKW3SxHYG9VfD5Y8HjgcnnlfaONfR8Xi0kSI9Qr5aQEjtr7bYeRUeZEfA/DB8/kBPyHi/fuVt4f47YX7dX/wDp1r8t7mvemKsY3nrXipYLlsVJZE3veIrlkYo7HjyUuqx+QJ7pF9gBIbApzEfBKm0pymafMpdjWtGt2thFEBMobvXwuztb7yVLt7EY+YEnrSk7w6dBJZDtDbHES95AxuIJI7O/1QH5Y8eXA5PPq+3y1aNX3NO/MaLBqdZtp3Gng8JBd3pkHEMniIwlXgeZ7VdO0+REnPtUa2/xGb3+mnTv7cZXVSb7FNjdPT4yrD8Etp9zAkf7Fh+3yKjzbxOB+EPL9L/dbj5rvDp0yK/wQ2uA0vgjnHYjkHuK8keJ5LyD63s44PPBB1dHxG74+mvTv7cZXT4jd8fTXp39uMroLlL/AAx6ddkrnZ+2AIVDtzjcRyQU7x2jv5Y8eXA5Pd6vt4Gv18LOnneqHaO1QXBYE4/EccDs9p8TgH1x5Hz8m/3W4ub4jd8fTXp39uMrp8Ru+Ppr07+3GV0FymV3d06aNJRtHa/DyiED3uxHcD3lOSvfyF5HPd+DxweePPX4beXTlVdzs/bPCJ3njGYkkjsL8Ad/meARx7eeB7SAbp+I3fH016d/bjK6fEbvf6adO/txldAUx8Lunfci/BHa3rqWB978RwAAp8z3+R9YeR/MR8h0G7unZAI2htfgy+D54/Ec93f2c8eJ+Dyee72cetz2+ern+I3fH016d/bjK6fEbvj6a9O/txldNiuxS53f07BcfBDa3KIHPGPxB5BVmHHr+Z4U+Q8wSAfMgHwbv6dO6xDaG1uXjL+tjsQBwApIJMnt4ceXtJDAeYIF0/Ebvj6a9O/txldPiN3uPbvXp0P/AN8ZXQbFN0d69PMc5nobN2nXk7zWLx4nDK5++Kvt7+SvdwefweB3c9o51nHqZtId3/YG2j2KGP8A2fh/MEE+Xr+Z9U+Q8+SB7SObO2j0zt7m6gx9P6+7to5SzLirmUebBb3yN01hXmqxGOeMcFC5tgqefPw3/NqyvuUM5/43F/zzJ/8AVrOVSEHaRvToVaizQWxzKOp+0iqN8H9ucOneOcbiAeO0NwR38g8EeR8+eR7QQPR1N2kVZ/eDbYCy+EQcdhwee8Jzx3+a8nnu9naC3PA510z9yhnP/G4v+eZP/q0+5Qzn/jcX/PMn/wBWq9ekX0tfgrj3MG88HlOt0C08fUrmnt+/YkTGUqv3zl4QARULF2AR+FPmORwPWHPU2+JFm3HtSZAwVxaYBlKtwfBPmD5g/wCR8xqE9Kvc+ZLYW/6+8ruWhnirY+1TEIvW7LF5WiIYeMxCgCMjy9vcPzanG/v7T7X+u1/o6xjKM8QnE9ThKnhWplsV/wAXi/QX+Gmlf8Xi/QX+Gmvecxmvzn5Um+vWDrOzn5Tm+vWDrj1/JL9O/h/FH8GmmmsjYDWufbe3ZXaSTAY13YlmZqqEkn5T5a2Oml2DWfBjbP0dxn/CR/y0+DG2fo7jP+Ej/lrZ6aXYsjWfBjbP0dxn/CR/y0+DG2fo7jP+Ej/lrZ6aXYsjVna+2Tx/6u4zy/8Aykf8tco1PcNbx29Ugxe2uomy3pVoxDE1zZ0vjlF8lMjpcAkcjzZwqgtye0c8a7C01pCrOn/VmVSjCr/ZHIX3GvVL/EHp/wDZGx/Wafca9Uv8Qen/ANkbH9Zrr3TV9TV5M9HR4OQvuNeqX+IPT/7I2P6zT7jXql/iD0/+yNj+s117ppqavI0dHg5C+416pf4g9P8A7I2P6zT7jbql/iD0/wDsjY/rNde6aamryNHR4ONbXuTuo2PzGGxV3f2x0jzFiav6Uu0JfAqCOtLOZJ2a8CqEQlARye508gCWGFH7nPJ3JKq4bq5tLMw3HjSK3jOmuUtVD3ztDz6Slkw8K6MX9f1FAZuFZSewNw7R2tu33vG6Nu43LDE3Y8lRF6sk4r2kDBJkDAhXUMeG9o55HB1t+T+fWixkkrNXZlLAQlK6dkcQxe5i6vXo4pcZLhWilkhAlubOWqAjl+5ijZTxV7O1eVaME+Ivb3et24cPuTfdQTXlAm6RQVDFGzyWKlwTBzCGZRHGzqQsvqc945A7wOfV13V8nGn/ANdVeLqFlgaS73OM4Pce9cGHFnd/TBPva8hMBccd/YCR5zjy7uQD8o8+AfVHs3uPOtwVRDu/pg5KuW7tv3F4PZ6oBE58i3IJ+QDnzJ7ddl6ajVVeS2jo8HD933I3uk4RK9HL9IrAV5hGDj7sbOgVfCJ9YgFmL9w5PaFUgv3cKte5j6y0JbC20w00ULyiOeltKGZZI1kREYKcssnLK7OB2eQicEhuxX7f17qVi6i7lXgaT7HFn3NmZiuNSv8AVba9B0LffbfS/Lx1zxZFYcTmx4XLSEFV7+4xnxAOzltfPIe5G3zm8xktpYvqn04urDiaGWhuVdq2ijLYlsrE6OLRjPD1CQVdz7CyqO0v2t7PZ5a1uM27i8NfyGQxqTxNkmWSaH0mRoEYd3JiiLFIixdmbw1XvYlm5YkmzxknG1tyiwEVJO90cibc9yf1N3FgaGci35sGH02BZXhbadhmhfjh42IufhIwKsPkKka2P3GvVL/EHp/9kbH9ZrpfbHfi8/uDbRjk8BZ1y9RhXCRLFbLmRO/+/J6RHZkb5VWaMezjUm1R4mqn3NY4Si12OQvuNeqX+IPT/wCyNj+s0+416pf4g9P/ALI2P6zXXumo1NXknR0eDkL7jXql/iD0/wDsjY/rNPuNeqX+IPT/AOyNj+s117ppqavI0dHg48ue4f33nKc+KzfUTYq1LMTxSNDs2Z3AYcHtDXQAeCeD58fmOuqMdszbGOx9XHrgcdItWFIQ7VI+WCqByfL2njW701SdWdT+zNKdCFLeKNZ8GNs/R3Gf8JH/AC0+DG2fo7jP+Ej/AJa2ems7s1sjWfBjbP0dxn/CR/y0+DG2fo7jP+Ej/lrZ6aXYsj4VKVOhF4FGrDXi5J8OJAi8/n4GvvppoBpppoBqC7+/tPtf67X+jqdag2/f7UbX+u3/AKWt8N5UebGeFlr1/wAXi/QX+Gmlf8Xi/QX+GmuscNmvzn5Um+vWDrOzn5Um+vWDrj1/JL9O/h/FH8GmmmsjYaaaaAaaaaAaaaaAaaaaAaaaaAaaaaAaaaaAaaaaAaaaaAaaaaAaaaaAaaaaAiu7VhxOd29vBvR0FaycNalmlkBWtdaNFCIvqs5tx0hyw9VDJwRyQdJkMxZym/8AN7XzW4L+FrR4+pDhYqbeHNamm8Qy20btPimMqq9nBVArvIpV1InmSx9TL46zishGZK1uNopVV2Ru0gg9rKQynz8mBBB4IIIB1rBs/Fg8+m5z/nt7/wA3UplWmVna65bskq473n2CZ5sykD15Zp/Cr1ZHr+K1aVn4aWQFoUPgqzAzOFjkau6v8q/WHdmPD2E2vJkUyaLZq11mkaOKwa8RkrRWCn3xFnsQqZCvCj0jgDwvDW0Pgdivnmc/57e/83T4HYrjj0zN/wDPb3/m6tePBW0+Su8l1v3Tixds3umF2CtWlmNdjbWR79dVvyRSRJGCV74qlZgH7WBskMAIyxyMp1uy2LsW45On+QnSmXPNcSO0yo06ssY8Mdzt6FdKjyHCw8keMnM8OzsUfbbzf/Pb3/m6fA7FfPM3/wA9vf8Am6XjwP5Fdw9Yd7z7dGcp7Ox9u01e7bONjuguiRVHljiM6d8Hi+N4MRIftKSeLyv/AHQs/buaXcOJjyqUrNVZJJYxHYVQx8ORo+8drMpRuzuRgTyrKfl1ifA7FfLczn/Pb3/m63ccaQxJEhcqihQXcs3kPlY+ZP8AmfPUSa+iYqXds/WmmmqlxpppoBpppoBpppoBqC7+/tRtf67X+jqdagu/v7UbX+u1/o63w3lR5sZ4WWxX/F4v0F/hppX/ABeL9Bf4aa6xw2a/OflSbn8+sHWdnPypN9esHXHr+SX6d/D+KP4NNNNZGw0000A0000A0000A0000A0000A0000A0000A0000A0000A0000A0000A0000A0000A0000A0000A0000A0000A0000A0000A0000A1Bt+/2o2v9dv8A0tTnUF37/aja/wBdr/S1vhvKjzYzwstiv+LxfoL/AA00r/i8X6C/w011jhs1+c/Kk316wdZ2c/Kk316wdcev5Jfp38P4o/g0001kbDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQHjMqgsxAA8yT8mvdafeIjO0c54zukfvbZ72Re4hfCbkgcjny+TkfWNbjz+XT6uL72GmmmgGmsLM35MZi7N6CBJpo0PgxPJ2CWU+SR9wB47mKrzwfb7DqF4TrLty3Bbkz09THNVuTV3MU8k0cUKWpaqzTO0aCNXnrzonPIYR9wPAbtJXIbS7lg6agGO6z7VnkvQ5I2qjUr8VPuanMO5JkqNDIyleY+43669rcNyW8h2v25WO6x9PctaoUcfmpJ7WTj8WtAtSbxHUJWd/Lt8iiXa7MPaqlyeBG5WcrGZE101pdt7wwG7PSveK1NOKZiErPVliX75GJEKl1AYFGVvLnyZT8o1utQ013JvcaaaaAaa0OZ3dVxedobXq0LORy+Srz24q0BRRHXhKK80juyhUDyxJwO5yZAQpCuVx63UfZz4v3zyGex+NMSH0utauwiWnIrRpJFL2Oyh45JY434JAdlHPmNLO1xdXsSbTWkfeu0EeVDuXG90XZ3KLCluWZFVQAfNiZYgFHJ5ljHHrrz+qu8dp3qdW/S3Ni7Fa9J4NaeK2jRzP4Jm7UYHhj4QL+RPqgn2DU2ZF0bnTWjm3vs+thotw29zYytjJ3aOK3PaSOKRlDE9rMQG9VHYEE8qpI5HnrDg6odOLU8lSnvrBWbESJI0EF+KSXh2iVeEUlm5axAoABJaaMDkuoMWuTclGmon8aWxvfati23FQUXKa3K85sII2VpK6BCSR2uxuVO1T5t4ycDzHMnq26t2EWadmKeJiQHjcMpIJB8x5eRBH16lpohNPsfXTTTUEjUF39/afa/12v8AR1OtQXfv9qNr/Xb/ANLW+G8qPNjPCy2K/wCLxfoL/DTSv+LxfoL/AA011jhs1+c/Kk316wdZ2c/Kk316wdcev5Jfp38P4o/g0001kbDTTTQDWr3Rn6W1Nt5Xc2REprYqnNclWJC8jLGhYqigEsx44AHmSQB562n1arvdmfWnHvTdmVymVgwOzKHfJBjpVSeSWKubVhhzwG5ilgVQWA7kf2c86dw3Yh+C3r1b2Tf23t3qLFjLeRy1Cs1y1Be8elGYJEW1MHkSCVpJ1lZhFHG6w+ApPKOzrvrXWHcEBmjn2j6MYI1iedxOw9MWK080aReErSjmvCkZVvvpn5XyUd+kn6nbar2EWVOoaVVumpauvcqrDSX001Fmm5m7ghkVzwqtIAkncilGUMl1R2tjMguMk+MeWwbMFWRI3j5heX3v7e8GQFT/ANp1/U47/VkAUkKG1e/dGKeX7N6Osud8e9U+L60ktWSEAvY4jkDT+DMVZVYt4RhvMxKrysCFQwkB1hYvrbvS36AtzpLkI2nsV6t4x2k7aDze9wUSd4BPBvTghAxBqOBzyG1qq/VvZU9D30N7fsdSGvRnu2GtQmKibRrlI5pFkKBlS3BISrMjL3+G0hjkVfxZ6tbboZ47cyNLqXVuJOtebxLFYxwsZMchLSLMV7R761ySCfKOYebKFaLbdhmfJsj1pzO4MCyptPJ4iWWtSguyJLGZ6012arEj1SBIkwiWxOWPHcJK/b4ZJ4Nj9PsrZzuxsBmrgu+Nex1eyxvCMWT3oG5mEaIgkIILBFVQxIUcAarHJ9R8FRxk+Up1epGTFas96WCpPB4y1Frix4/bJKo4MbIeznxAZEUoC6g21icEMXK04y+Ut96dvZasmRR7DyBx7dRJWVrFo3v3NppppqhoNNNNANNNNAYkmWxMV/3plylRb/hCcVTMolMRfsD9nPPaXIXnjjk8e3UV3L1b2fhIKFfF5jG5rL5oiPFY6rkIQbTFygcyFu2OFXUh5W9VSO0dzlUbY57cuROYi2VsrGx5fdNuETis7lK9CuxIFq5IATFFyGCqAXlZWCKQsjJYPTnppj9hwWchavyZncmWCNl81YQLLZZeSkUa8kQ14+5hHCp4UFmJeR5JH9NDD9T+T7HjxGKVH+Md2UDv7aWArX62I3hHt3qD1E3DibuVWhncu9fbGBxcAjV7C1WinidY5J4QsssDzzPI57o4l7IfNuRYqxgDvnopkMPhMzUykuGy+xJ9yekYXI2EdkEWNmfha0jBO+u8MaRSAsk0Kv60Fodd9x9E7FGXbe/MrLZzePgku1cbhJLkuYhDxOnesWPdbIjdWZG5KxuCVY8eyRdIdwdJLOFO2OlmbqyxYstJax7zym/XkmdpGktx2D6Sskjs7lph3OSWJPPOuj04uOW2xylWqKWa+5Atr9VNjbrx1i7VztenPjn8HKUL8qQXMZMEZ2hsxM3MbBEdvP1WRS6lk4YywEEcggg+wg+R1++p/SSzncieoPTy5Vw++asCwiWcMKWYgTkinfVASU8z2TKDJAx7lDqZIZYftrqNjcvQyg3BTm25mtuIWz+IyLKs+O4Ut4hYErJAwVmjnQlHVTwQVZV5tag6buux18PiVWVn3Pnl3k3HulqNDDV7w2yYpWsNm56qLblRyYHiiRg5SMwy8SDgGWJ1HcoYaCv0gw0EKV22DjLUcdH3t7bu6L9oND9//C8aNu9wLdgCRuXCyEd3HAEx2NRvVdvRXcvDPFk8tI+TvRWPCMteWY9wrs0Xqv4CdkAbz5WFeSfbqQaxvbZHoy33ZXNfppWrW616PZWLaevZFxnl3JdkNmcN3RyWe6I+kmNgDGZu/wAMqhTt7V48n6ZULBZpOn2ABawbQZM5aUo5/DCEQAojglXReFdCyMCpK6sfTTMxkXYi+w9n09nVLtWnhY6Hpk8diZxlrOQksSLDHCHklsAP3eHDEvPJ57eT58kyjTTVW7lkrbIaaaxslkaeHxtvL5GYQ1KMElmxIQT2RopZm4Hn5AE+Wg7EC3VhczubfMdvaWTymJubfrxQXLlW3XihuRzP4jUpFmq2Oe0RRuWQRuonXtf1m4jt3ofmLkW44Dlr8abmr3alsJm4eY4rL2pCImbHkoUktllbksfBh7y4UhrJ2RjbdHBLcytcQ5TLStksgpA7knl8/CJH4XhJ2QhvlWJfq1v9WzW2RTLfcpPMdAVz1K/RytRLKW5700HjZWKVaQtyzSzpFG9Bo2VnnLffVkPMcXn6g188p7nmLKWcvbkheGTNpcjtvFm072Fhbinl2oFn8MXpRH3lu1VVfNO5WvDTTO7WHTV7lW3+l2Ryez6Gz7ePpFMcLEsN2LJRwT+lzQzRPb7IqCwibmxLICsQUSHu7fIDUZrdCdz5nby0N6vXa5JJalYUMzGsdUTTtOIYJPe1ZPDSVakg58y1OBW7kDo98aaZ2rsdNdil06FWFWJHaZkq2ILFQe/aD0UpeguyhOKA5EstWAMW7mVYwsRi1Y+wduy7Q2hitpGFEgwtOGhWYWvSHkiijVVeRvCjHeeOTwoHPJ+XgSHTUOTexKgk7jTTTUFhqC7+/tPtf67X+jqdagu/v7T7X+u1/o63w3lR5sZ4WWxX/F4v0F/hppX/ABeL9Bf4aa6xw2a/OflOb69YOs7OflSb69YOuPX8kv07+H8UfwaaaayNhpppoD4X79LFUbGTyVqKrUpxPPYnlbhIo0BZnY/IAASf8hrQ7HxMke0KgzdCJLeT8TJ3q7jvWOxYkM8kfn+EEZ+0E/Ig18uoU0dihjtq+OI5dz5GLG8PWM0ctcK09uNx7ED1YLEYc+QZ09pIGpVp9Ed2Reh032jj9xZDcyYirJcvkcCSpB21h99LiIqgYeI9iw7lmYs00h54YjWwrbO2jTjSKptbEQJG/iIsdGJQrd3d3DhfI93rc/n8/brcfn4+Qc6hOX6hdOtk7qvUd1dTMHi7l6GGePG5LLQxSxhAVZ443cMEI7OeFA55PJLECVdjZG2x/T3YGJlefFbHwFKWRIY3evjYYyyxRrHECVUchI0RFH91UUDgAayodpbUrUocfW2ziYq1fw/CgSlEscZjcPH2qBwO1gGHHsIBHB1rsx1R6Z7exbZvPdRNs47HrXr2zbtZaCKEQT8+BJ3swXsk4PY3PDcHgnjVf7590LiY6grdNcri8nPYgE8GSfmejIrK7KY2RgJB2xyHv7u0CKZh3pXtNBaMJzdkZzqU6azSZO4Ol2yK2eqZ6DAUYjj67QVKkdOBa9dmlikaZFCciQmvB63dwPCTgAjnW6t5lqmdx2E96b8q5CGzMbscJatW8Lw/Vlf+6z+J6g+Xsf8ANria/wC6E6mbiTJUl6sCjTpwRzSZOfFrRpyJKV8CZJFeH0eFy6COzZtRQzsHSFbHAZrP211J6kbdxeSyV7clPdGXwtCL0HbWQlo4ma4888MKsLFqX0rsJJ8IvCDMx4PaGhd99NNrvc8+tp37NXOnNNcb5v3YnVyxJcx+I2ftTbuQjhgPoOVktTW6M0nACW4pBVMClnjUPIELsyist0sBqLWvdJe6H3lkL+JwW5YaPjNHSMuKwKqmLsckM8plFiSPzDD0dkkssVCyR0HdUbONCbdjaWJppXO3NybnwW0cYcxuHIJUqq4TvKljz7SeFBPAUMzN7ERXdiqqzCl73uxdm0LFOKbp5vnwb0skMU0dKtOxePxfE/2eCeSyRH4L+IwhIjPAYgnjVN7m6i5SviI5cxdze+tzTpGq15kjriRpVDxd6RcJAsvaRBBD3TWGjbwBKF9LnqYSR7Imv51pqG3a2YjYTxp4Qpv4DNF4TUfxSZIpHIdA3ZE4QWLNFQtUbrDwiv57s8ssXUnvTVkdxbb9050mzNSta3DmpNlm9y9EbpQY2O/F6vbLWmkPgzqwdSAjlgD6yqeRrb4bqRH1dt2dudCspTy0laQQZPcfhNNi8UGRXBVxwlyZkdWSKJivBDSOile/kbpXuW71msZHZ+PxVbL5KSjZzWRxsEnpay1YXRGntV5VkdJuZYlCSJZtdxAhrwxhJWvXpx11v9EcQNu5DFUodv4+1NDNWmVopILJLyzqrgySSWCRNI1fut2Tx3TGtyeNI4Wm3f6Mp42qo5WtzrDYewNv9PMQ+LwizzTWZPSchkLb+LcyNkgBp7EnA73IVQAAFRVVEVEVVFXe6P8AdCv00lq7B2jDLLuvLQw2JrrVvEq4KhLMYVuTFiEeR3SRIK4PfNIhVVbgqdPvf3T8tvDKNkY25jppF8Oea9GpsQTnt7a6RxiYGV+8GPtEzzAq1eGxG3iLz/k8hkL+VsNYXcZvN6T4GVXamby9YSAhCWmx0M/rEgq6JOZmVOya2O01F9V1HY8P8pb9zbw9ft29MsHPT25gNn7fxOQSZMnktwPPcy2UzEknhd0jqR6VO55+9tF40XqJNXqx9mvvu3rjvfdlmvvbI9MrOL3BhpY0wWSx9OvVzlFHZhNG8JvTJdiLpHFJRLRmR5VjRksxgR07ndj7hQ39wWt3X7UsGKlpoW6PbthJr9hDRGRY4jXgKll9GrtBWYHmaOXluZJtbad/Dv25fdWdtY6KJgcZF0a3RBFZkMfYXHFV4apCARhYK6wmNnWWGZWZSzx+mTklwdpe5y90Rtn3QO2bdmgvom4MC8VfO40xyp6PJIpaKaMTIkhgmQGSMuiv2+TKrBlGZ1v6JVOrVClYx2Qgwm4sc/bWzBrGcisSGlqTQhlFmtKVVZIXYKQe4FXVWHM3RTqQ+2N1tvHA4u7fGZSPF5OO3VsVbSCGaXiK1BL98gsRu0/DOG7gXJaZBJNU6Xv+6T6SU8Hby1fdEF2ejCJrNGGWMT1lYSdjTl2WOvG5icJNK6ROQOx27l5bSRCbi7/ZWa9ddrbRyUmzet+TxfT/AHXThM0sGVurBQvQhgos0bcvZHYhYkerysqc8SRo3kfvvHrxs3a+MjyWHgu7uEqGWKPASVpTNGFdnMLyyxxzsgjJeOJnkQMjMqqwbVW9Zeo2S635WngLO14iuIvv6DWWlI9iCw0J5B70EwlevI58Bo1laPv4pXIvX1Qu9d+Yjp9u7I9Mt45vE7WzVCevi7UuRydOCV3EUc0IAjNhkjCyJJG86RwL3feXosrR68ksLBO99j3xxtWSypb8nV2C91Z0zyeZXb+bo7j25fsNB6CL+N9IgyEUoUrPXs0mnryQgtwZPEABDc+QJ1b9O5VyFSG/QsxWK1hFlhmicOkiMAVZWHkVIIII8jr+cWBmq7VaK3PhnzNbP22loubPiTWi0vc8lKxZkkW5MSElaKrfuM8iR9scEiJPFZ4yvVCsWPTzNbj281OiUNZJa9XHTc/fJFNa1DJ6FZjH4aNDAe6RFd4PESaznLDRkrwZrHFyg7VUdqaa4joe6V6/bYavDubcODkNmBaVWHObbFS7Yuo3bIvatyGo8oPKvDWs2Jlf1fAVlZNSDH+7Z3n75zYaz0/2zk8owMFfGY7L3xeN0c81Xp+gyX4X4SQ909SFB2/hEHuGHRn9HqWIh3OksJvqbNb73JshtmbkoR7dWqy5m5RMeOyXjRLJxVm5++lO7sfyHDKR8mv1vDnK5HC7PQjtyM5v3AfEX/YqrI7AMo7SWmetGyOR3RyS8A9p1zvR66bnu5zdO6aW7qdOC96IhwLjBWX2+iwRq0kt2jbsTdkkrKTNYrtFH4ijkIC66HE+6S6iYXqHuCpYqpuHI1atOpap+9kdW5Tjj72jSxDJfjMcjyzSL4kUEkUrS11SR2aKM6aafcx1lPsdnaaq/B+6L6YS7agzu+t04XZFliY56Wdy1auY3Duh7JC4SVe6ORe5T5MjowWRHRbEGYxBW04ytMrSUPaInU+ApXuDP5+qO3z5PyeevO4yTs0epTjJXTMz8/lpqoF90J0K3TmMacf1YxEQwliS9aMt2KrGqmF4FEwnKN2E2AQVB9ZF8wPbbsckcsayxSK6OO5WVgQR8hBHyaNNEqSfY/WmmmoJGmmmgGmmmgGoLv7+1G1/rt/6Op1qC7+/tPtf67X+jrfDeVHmxnhZbFf8Xi/QX+Gmlf8AF4v0F/hprrHDZr85+U5vr1g6zs5+VJvr1g649fyS/Tv4fxR/Br8ySRwxtLK6oiKWZmPAAHmST8g1+tavc+Cj3LgruCmsyRQXoJK8yqqESxujK0bd6t6pDcHjg/mOsluzZ9tiA9R/dIdLunVIPJnaucyMknhRYvFXaz2CeCeW75FVF5AHLMCzMqKGdlU1ve92LnJb0OPwvR6zFNbiMcUGUygjuRXe1XNV61aKctMEYsYo3eSJQGsLWRhJqO5/3NvW6LaFCapcwN3OUzWEtahkrcHe3aI5ZI51asyr2NITHyneD29y/Lp8d7kjrPbN6CzFsjEwPVjo1ZZ7PvgzVRwxglgFKKDw1YsyVVAoowBNWaQ+OPTkpR7O541OtLurGBnPdhdTp8/V3FFS2bg6S4SetAGypu1zalmi75RIXghsJGazp4/fHWRnkRLE0gMTfGz7pXrrfs1KdreUNC3PGlCaDE7dEYW4yiSLtFlJpkldVYiJomnkVvVpxIBZFhYj3He8VZzmupuFHh2Vu15K2DstMtgKqeKZZLhkEwQMq2QwtICFhnhhHgHdUPcTbRjjsVsz1I3bkKs6eF6IsePr11iZw0sAjjrAejykcyV+PCkY+I6vKFkDNSQyVn3OfbvVjqtuzASPnOre62q3MdKRPXno0RYjRlV7SGk0SiNDyTIlhKsRJEt2Y8VhP+ifTLpnuno9hhnOg2AwFnc8OSqV4s7erSCwkrvLWkQSmWaadYfB4LKr8mVj/dZrzxvuU+iWNs3b3vBl7lzIWK9ue3e3HkrFjx4AVilWWScusioTGHBDeGTHz2Errlar02nm6hdQ9h5XCbJxtLBZe3S2ymWd6MO36t1iILVICNo5T22wWjXs7HeqQwPPEqUZq0diHCUN5blXdPt07CyzT5LH0NtYss82OTHY8+pHXeVo44T5wdySAIGCiCGXlRaszyEVVnCbU6lzWo3g2r1MyVasZII42w+Skhn9IaBmn77MIjZAa8P30xFVaNTFRiKJaHUvuM6GSw3S69iLm4ZMxSiy7W8VYmUrKtK3Vr20VwT+F3WHY8eQ7uB7NXz7OeD/AOz5aSruLaRMMOpxTbOCafue+t11IzP05z0kla/NZHp2ap1kleaN45Z5VhtNJKzpIVcNIZZFbma1YUGsLE6fdA+pWzsBuDY93CYGrf3JVdMRJSyUs2MpRrNEbSzlKsEkDzRsq8VDBG4i7Vjh7FkbrJiqAu7BQPaSeNVh1E629O+n+boXdydWMJi6NWjelt4t5qzy3HURmMLy/iiReJAsaKTIXIPBUc1jWnf+JaeHp5f5Mo7PdEOuCZKTE09n42bE4oPHjbVHIRKzRunY0Vfh6z4yJkPayV/Zx65sjkvMOlnuetz4iGCtncdjcPRrBY4UWyLM6oqKgJjCGHv4VQB3NGoRQEMaQQ15h0790PU6r0JctsOlgsnXgVnmpQbgE2SgVWClHhiheESckcDxyhBB7wp7tWFtLeuI3rDYt4KtkvQ4W7VsW6E1VJTywYIJVVm7SpB9UeZHmdWliKpSGFo3ut0QCp7lPopBZS5dwmZyk0dm1ZDZLceRshjZbusI6POUkjlYAyI6lXIBcMQOJJtroT0T2bkoc1tPpDs3EZGv3CG5SwdaGxEGHDBZFQMoI8uAeONTrTXnc5Puz1qnFdkRHd/SjYW/L2Nu7rwKX1xkFmrHWeV1qzwTtE8kU8CkR2Iy9eF+yQMoeNGA7lBEau+5j6KzZEZbFbHxmDuLGI458VTgrvBwXZWgYITXcNI7eJCY37m5LE6tPTRTlHsyHThLuivqnRDZUN5btx8jkAqSp4FqZfBIlPM4KIqjtmPnKg9SVgDIrkAiwFVUUIgAUDgAeQA+rXumolKUv7MmMIw/qrGBnsc+YweRxMcgje7Umrq7exS6FQT+vWdwOOONe6agsQHf/Q3pn1KvxZfdG16NjJQxvAttqsMrmJu3uVllR43B7EHLKSAoAI8+YknuU9nVJaYwu8904Wnj7XplWjivQKlavIVKt4KR1QYAwYh/CKeICfE7wxBuvTV1VnHZMylQpzd3Er+PoH0ffCxYDK9P8JmacI4ijylGK0sA557YUdSkC8+YSJUQHzAGtvs7prtLY1TKUcHTsvDmL5yVv0+5Ldd5jDFAOHnZ2CLFBEipz2qqBQAAAJTpqHOT7suqcF2RW7+5u6BlGir9INqUo5AwlSjjY6qzqVKlZViCiVeCeFfkDnkDUUn9y1tnaOKSPo5byGEsQVlppSyOcyNuhJAr98ahZJnaBo2LlJIe118STtIL9wvPTUxqSg7plZ0oTVpI4ez/AEV6zs88mX6b35alGuolOHmoxpkqcQZfQpoxYkFiPgho4XqPGnBVFiTiMSvAdBt/7g2y8GHwWK27Umqqlelkqz1K5XksscleMmbsR+WETMvgP61eYIewdJ773tQ6f4KTcuZo2HxlYj0y1HPWhjpxkgeLI1iWMBQSB6vJ8/ZqvN9dc8h012m3UfecePp4efzq0JKds2SSQiQtYiEsRkZuWBVe0qfVLKviHdYipLstzzPCUo927I5xfoN1HyeYyG2JumC3N1YmXx83n601anQywnqp4aVZxBC8wVWaOQXEtLyG5RixbWPR6LddcRbwrRdLdx49qkMgp1IruONOoXCiREhjmlrguCUZohjEkUujEryrXP0s91V003RvHN5vOe6CwkGFytShLidv5OGrjkxcorp6QI7MjJPZ7pO9u6SNBx+ByvB10Nic7gs9XW5gszQyMDgMJalhJkI9o81JGkqs0/5ImnQptWiz+feVz3VHE7dFPIdJ97iXJzds7x7fyMJWNP8AvRYWKs6xR+EiRhYXtgxKUczQRpAlRWpenm6NrJh5cxsbHenQCqMxbxsMkEKyMI2kVBHMtGJWk54FbGlTy3LngH+t/H+X+f1//wC5OqO92piH3H7nbcm2q8BnvZhq9KggPDPbaZWgUH/OVUB/OCR8uixDm0miHhVTi3Flc7vi2BuHZtOXfG2tiblzm3tu1qOZs1srXbIY+/fsQQ2XSGSICJlnDqspnUoRIp7TzqnenG9OrWzdpx0cL1gzNGtg8LTxllYZKl2vjWgi7FMsVhJ69Qjg8ixNjOOFDoxRmP63x0m27umDZ3TDC7/2tm8VHkY9t15MbF2SrQkmikRLrA+EzRmdAkcSqHlMsjlpIXGuu877lHohuHI4jL3cBmo7m32dsRNV3PlK7Y5W7QY63h2F8CMBQFSPtVQOFAGjlGC3CjKbvEoXF+6d69V4U789tG3FZoizTtZHb1lfSQkbs8qlJ4EmTjtJFH08rxz588LvD7sDqTUvX3tbf2TPWoU/EtV1vWI7FOUle0yhBK0EZBbl70dEKSh548jY973IHTn0CbGbY3Ju3bVWzclu2q1DIRzVr7yBg4uwWoporwPcPOysrDtUBgPLUJu+4my8GSxVvBdVIHhoxtH4WUwXjeh+ztOPlgnhsY1fI90dOaFCT5BQO01zU2Xcay7MzKfuyNxOcVZv9HEgpZOD73Im5YjJNZ7ARHUEkKR5BSeQGpyzN5D1OeQLj6SdYdqdXtp0tyYawlO1O0sVrFWJlFylPFK8Ukcsf4SkMh4DKDxweBzxrm/Ie5S6ubd8b0PK0c/Bk7LpkjiOMfZtwjkxmxHLIte3z+A5yAyDEE8A9zEZG2PcjdUsXtjp/g2yu3abbcvYTIXLEVgiaBqs8M04hj9GeNnPY4HrBSxHPq8jU5KUl3sV6laLta52Hpr8r3ceZB8z8nHlr9a8x7BqC7+/tRtf67f+jqdagu/v7UbX+u1/o63w3lR5sZ4WWxX/ABeL9Bf4aaV/xeL9Bf4aa6xw2a/OflSb69YOs7OflSb69YOuPX8kv07+H8UfwaaaayNhrXXNybdx1+HFZDPY6rdsFRDWmtRpLIWPACoTyeT5Dgaj/UvJ7poYqrU2zEyvlbtfFPaWNGNY2po66SAtNGVIeZWDBZPwDyvsOq13Xt7H4bp1vTAY7CZeCkcVnprL161Q0Z76NZLF3DS2Ulilj4T76QnbGA7EeWkad45jKVW0sn/0vazarU4Hs3LMUEMY7nklcIqj85J8hqAZ/wB0T0K20JFyvVraqzRKWavBk4rE/AHJPhRFnPA8/JfIeZ8tcx5r3FPTXcHUHIWMxnuq24K8VYZWr400kElaImBxAJb1QV5eD5lvSFlUcoyEoz63n3NvQXCMkXTro5tOxlaGUxUOQr5/dpktRvJeihkWavFNJD/3ElgqWYt3hVEUnPbqyhBd2V6lR9kSrP8A/pE/c04h3XE5fO7jCdylsXiZAO8f3B6QYu4n2DjkHkefmOYXtzOJv/bdzrvvPE7djms7Wx+57KVb9gRYfLU/JjPCsscsYlgMRERkcP6AD2lkUN0t052v01q0vffZ/T/b2AswyzUbAx+NggKSQyFHUMiKWTleVby7lKtwOeNbaz056e3Lc1+3sPbs1mx4nizSYuBpH8Tnv7mK8nu5PPPt589RmjHZIZJy3kzlrd1De1XOZHNdEN3itvDL5fHDE4jCZdb+FqVfQ6lWc2qoKxdkZWYq4RWIjUkBUU6yj0E93NvrErQ397qetgPMtzgKoSZz3KQHeCKsQAO8cK/sK+YIJPSuyZPexbmxrEnM2AKCqD2hnx0hY1X4Vie1Qj1+X4Zmqu/HDAnJ3xi83ntt3dvYSaCs+Wrz0ZrkkrK9OOSGRRPGqqfEdXKcIWjBBJ7wQAXUaHSTV22cX0vcg7F6k0Jx1N61dVN+XMbblqJJSo2BC5APaoNg2UfuR4pFlaQIytG/ytreYL3JXuYKVyhS3Zse1TqVqAZcln848EmSDpGFSWzBIlcnhi4WoHBKAvJGWMcl7zy7rh3TgKY2FljekjnpLfnuL70YyZe1xOIYPKVDCJljeVVkDQQRHwvHeQWLg9r4vBM9uBHsZKdAtrJWe17dngk+u4A8uSSEUBF9iKo4GrSqy5IjSjwVltjbm1OnmQxmQwmXwI2pk5ruO9GxKJWoQxqlm1DLMRI4mkEYsLK7txI8qydqdoAsHYGJxOE24tHb+2xgMUbNienjxXWDwo5JWct4Y/7vxHZ5ewhWUSAMqsGUZFvZGzb+Yg3Bc2riZslWlWeK29RGlWVQQsncRz3qCe1vavJ445PO7/8ArrJyubRjYaaaaqWGmmmgGmmmgGmmmgGmmmgGmmmgGmmmgI7v3HZnKbbaDBFjZhu0bbwqVDWYILcU09dS5C8yxRyRjuIXl/MqOSK73PU6dbzykoy+7MRjtu4uvTgWnchqeitMZHM9SxXtoyKOyCqOxVjlj7W4ZSTxc3s1gx4PDRZaXPx4ikuTnhWvLdWugneJSSqGQDuKgkkAngc6tGViso3OZ929Cfczb9z1SPF9M9qZCZoplnoYjJtjq5hX2SFKskbrIYlHLGFo2KhGdOFfVd719xh0MivHeuJ2D1U25AJq0UIxN7GXIYZJJU4lWPxpbTcl0LcMWCDyCgeXbuXw2KztQ0cvRjtQ9wdQ/wCEjj2Oje1HHtVlIZT5gg6gUGKz2K3fkTBsFrd814TDuerbgqJkxye2K+oIfvjEKIziKYdsndGE7mjXSNVrszKdGL+ii63uReu2HlXLdOPdkbmehJCr0q94Tzwle0mM93pDRuCWDFvC5IAA8vI69dh9eBfoJ1g3xbv5vB70o7gN4YbswtrHVZKrRQG5DB3RScJK3JQR8tIGXvKtrqrp9t/cG1dtV9u7hy9DKPQAhrWqdN6oaEfgh42kk4YAccqwU+XCoBxqSf8AvOo6r+yVRj9HHW+sntiDb2B3xsufaez6205spuC9FseClkTdeASxVgvfX7V5gew5nlhAXxAEPc4IzMR/6RzptVp0a3UDp/vbBZaSGP0pFx0csKzeYcKPF8Tt5BbzXkLxz/n1XdwWDyMVeDIYahaipusldJqyOsLqQVZAR6pBA4I9nGtB1Q3Fs3bG0Z7u+RhpMfYmiqRV8vLFHWsWJGAijZpeVA7vMkg9qqzcHtOilGWzQcJJ3TsV1t73bHuYtxJCYuqtDGvKAPDy8E1Eo3YHKlpUVCQrDnhiAeRq1Nvb92Nu5Vbam88HmQ45X3vyMNgn9hjrnvcXRPp7kp8lR3B096SbkmXOrSqVcHRs4K3SDKkvh2p6XpDSSqtiAhWSFe0o7H1wdQ5PcQdGd87lwt27sjK7Sx9e548uOx97KWhkYIzIoFmW5BE1QeIH8lZmdG5QqGDickH2bIz1E7bM6zbqDsJcjNiH3tgVvV5TBLWbIwiVJB7UKd3IYezjjnW/551zvt/C7gn6Z7Mwe2Nu7mxVGoMVFlaUjY5sbPCMhEMlTsRO7zeIYzaViFCcg9zOOQ086ajqpHu/cFDJy7WXp7irV/F4OKulhsqJK914lErsfBESRoUAVSxIHJHae6rp2jmTLRq3nkt9XLN0001majUF37/aja/12v8AS1OtQXf39p9r/Xa/0db4byo82M8LLYr/AIvF+gv8NNK/4vF+gv8ADTXWOGzX5z8qTfXrB1nZz8qTfXrB1x6/kl+nfw/ij+DTTTWRsYWZxNfN4yfGWJZYhKFKTQkCSGRWDRyoSCA6OqspIPBUHg6geT2X1AOHg2Ji8phvee5ZeXI5pg8V5YjP40imt2PFZln5dJZTJCvMruI28kNk6alSaIcU3ciw6a7SmBlytKfK3CBzev2Xlsq3ytG/I8Hn28RBFBJ4A1iXdn7oqWsbBtzcteTER2DLaq52u+SkjKwt4LwytIJCVnEbkSMx8vVdO3taaaaXYcUzQ7Q2XgdlUp62Fx9eGW/YkvXp44VRrNiVi7u3H+bEAf3VAUeQGt9ppqCUrEY3mzYaShvaIsEw5ePIAFuGx8vb4z9vcF5jKRzd3BbtikVeDIdbHdG46e1MOczeikkj9JrU0jj47nmsTpBEg5IHLSSoPM/LraPHHKjRSoro4KsrDkEH2gj5RquLGJ3JRpYvbcu2cxk6e3r8dijZpXKaJZghJNeOZZ27j2KUBPAJeIOCOfKUszVyrur2JfY3fgMfaahmMrRoWRL4Sxz24lL+p38jk+Xqhm4PB4RjxwOdfGt1A2RarSW4tz0VjgHMwmk8KSLiMSEOj8MjBDyVYAj5QDqs890+sbhzFrN29lb2insXIsjHHDmceIa9uOWpKkyxs5VmVqEHHiBwF71ACsRrIm2Q9rOTZ+9083ZatTsrSCXL48o4BpllK+J5h/QIAwPtBcewgCyS2v8A7/v+8EXkr2LCsdRNiVK81ufd2KENfjxmSyr+H+HyWC8kACKVieOFWN2PAUkZlHdm2cnkJcVQztOe7BNJXlrpIPFSWOOOR1Ke0cJNCx/ylQ/3hzTsXSWlWmxlqp053VHaxAUVLEmQxdiSMiKNCw8dnAdjGJDIAH8R5G7h4jg7m3s1MhkMflL/AEr3BZsY221yBpshjnYSGWtKPWaQuO1qcABDA9qdpJHlpljf/wAIzSLCv752hi8kcPkdx0ILg4BheYBlYvCoVvkVibMHCnzPiqeODrVSdVtox5ixjmylNaVSJTPlXvQCos5Hd6Nz3lvG8MrJ2soBRuVZu1wsKubAqW9xZbdS9Kc/Wyeas1rNyxXv42N5Ggeu0YZhJ3OAakPBYsU9bwyncdaO90tylSpg8XtjppnIaVLKUrk/pGXod0Aq14I45oFJZWm/2Ksh7xx4bTgFe8goxjtcSlLexcb7/wBkRwR2Jd2YqNJEeRRJaRW7VEpb1SeQQK9gkHzHgS/7jcfd96bQitCpLuXGpL6vKNZQMO6RY1BBPkS7qoHt5IHt1UuR6W1Mmk8Fjp3vD0edbBaD35oNGZZ6UlOaZg0h73eKV+S/cO5mYAd8nf8ArH9NJqM4uS7F3bJY9ItWAyZeioDzT3JQ3nMWLKb8vDE+1Ub2jTKuSc0uC3sBubb266CZTbWZp5Oo6RSLLWmWQdssKTRk8ezuiljcA+ZV1PsI1s9Qbp3jp9trNiYtk5XGQWpPSZ7duzTcPIsUcQ9WB/L1IkACqFUKAAqhVE51WSSexaLbW40001BI0000A0000A0000A0000A0000A0000A1gZvDUc/jpMbfRijlXR0PbJFIpDJIjf3XVgGU/IQDrP00BDKmx89buZAbw3vczGMsWBJWx8UC1EWLw0Tw52jPdLyUZiAURvFcMhHAGa3TPp528Q7JwlZx/3ctWjHBNEf8AejkjCujfmZSCPkOpNpqczIyor+Hp3uapishtWtvKCTb2Rs2pJVt43x74gtFmmhWbxAncJHkZZHic9rhWVive0ywmHq4HGxYym80iI0kjyzyGSWaWR2kkkdj+E7uzMx+UsdZ2mjk3sFFJ3GmmmoJGoLv7+1G1/rtf6Wp1qC7+/tPtf67X+jrfDeVHmxnhZbFf8Xi/QX+Gmlf8Xi/QX+GmuscNmq3Pbq4/ISyXbMcCH2NIwA/XqOneW1FJB3Fjxx/+Ov8APVk7h27jsunFuMNz+cc6iD9MtslifRU/YGvLPCRnJyb7ntp42UIqKXY0vwz2n9Isf+/X+enwz2n9Isf+/XW4+LLbPzVP2Bp8WW2fmqfsDVdHHkv8hPg0/wAM9p/SLH/v1/nrz4Z7T+kWP/fr/PW5+LLbPzVP2Bp8WW2fmqfsDTRx5HyE+DT/AAz2n9Isf+/X+enwz2n9Isf+/XW4+LLbPzVP2Bp8WW2fmqfsDTRx5HyE+DTfDPaf0ix/79f569+Ge0/pFj/36/z1uPiy2z81T9gafFltn5qn7A00ceR8hPg0/wAM9p/SLH/v1/nrz4Z7T+kWP/fr/PW6+LLbPzVP2Brz4sts/NU/YGmjjyPkJ8Gn+Ge0/pFj/wB+unwz2n9Isf8Av1/nrcfFltn5qn7A0+LLbPzVP2Bpo48j5CfBpvhntP6RY/8Afr/PT4Z7T+kWP/fr/PW5+LLbPzVP2Bp8WW2fmqfsDTRx5HyE+DT/AAz2n9Isf+/X+enwz2n9Isf+/X+etx8WW2fmqfsDT4sts/NU/YGmijyPkJ8Gn+Ge0/pFj/36/wA9PhntP6RY/wDfr/PW4+LLbPzVP2Bp8WW2fmqfsDTRx5HyE+DT/DPaf0ix/wC/X+evPhntP6RY/wDfr/PW5+LLbPzVP2Bp8WW2fmqfsDTRx5HyE+DT/DPaf0ix/wC/X+enwz2n9Isf+/XW4+LLbPzVP2Bp8WW2fmqfsDTRx5HyE+DT/DPaf0ix/wC/X+evPhntP6RY/wDfr/PW5+LLbPzVP2Bp8WW2fmqfsDTRx5HyE+DT/DPaf0ix/wC/X+enwz2n9Isf+/XW4+LLbPzVP2Bp8WW2fmqfsDTRx5HyE+DT/DPaf0ix/wC/X+evPhntP6R4/wDfr/PW5+LLbPzVP2Bp8WW2fmqfsDTRx5HyE+DT/DPaf0ix/wC/X+enwz2n9Isf+/XW4+LLbPzVP2Bp8WW2fmqfsDTRx5HyE+DTfDPaf0ix/wC/X+enwz2n9Isf+/X+etz8WW2fmqfsDT4sts/NU/YGmjjyPkJ8Gn+Ge0/pFj/36/z0+Ge0/pFj/wB+utz8WW2fmqfsDXnxZbZ+ap+wNNHHkfIT4NP8M9p/SLH/AL9f568+Ge0/pFj/AN+v89bn4sts/NU/YGnxZbZ+ap+wNNHHkfIT4NP8M9p/SLH/AL9dPhntP6RY/wDfr/PW4+LLbPzVP2Bp8WW2fmqfsDTRx5HyE+DTfDPaf0jx/wC/X+evfhntP6RY/wDfr/PW4+LLbPzVP2Bp8WW2fmqfsDTRx5HyE+DT/DPaf0ix/wC/XT4Z7T+kWP8A36/z1uPiy2z81T9gafFltn5qn7A00ceR8hPg03wz2n9Isf8Av11G9y2qO4Nx7emw12G4tY2PFMLhuzu8Pjnj2c8H9Wp78WW2fmqfsDW1wuwsDj5hLXgVWHn5KNXp4WNOSkmZ1cZKrFwa7mbXicQRgr7EH8NNSdacIUAD2D82mvSeM//Z" width="306px" alt="гасители вибрации вл"><br />Гасители вибрации проводов многочастотные с доставкой по России и в страны СНГ. 
 Гасители вибрации VORTX™ превосходят по своим техническим характеристикам классические гасители вибрации Стокбриджа. 
 Это достигается за счет несимметричной конструкции - различная длина плеч демпфирующего троса и различные веса грузов. 
 VSD - гасители вибрации VORTX™ превосходят по своим техническим характеристикам классические гасители вибрации Стокбриджа. 
 ГВП -в конструкции гасителя вибрации ГВП сохранены два типа изгибных колебаний, присущих базовому варианту гасителя Стокбриджа, и для увеличения числа степеней свободы введена новая концепция энергопоглощения – деформация кручения. 
 Для установки на проводах ВЛ применяются гасители вибрации типов ГВ, ГВП, ГВУ, ГПГ, VSD, спиральные гасители.<br /></p><h2>Гаситель Вибрации Гву-0, 6-0, 8
</h2>
<p><br />Не превышает значения, определяемого уравнением (П1. 13). <br /> Таким образом, срок службы провода определяется не только амплитудами его колебаний или уровнями циклических изгибных напряжений, но также и накопленным числом циклов таких колебаний, т. е. <br /> Продолжительностью и частотой вибрации определенного уровня. <br /> Линии электропередачи с расщепленными фазами из трех проводов, расположенных по вершинам треугольника, рекомендуется оборудовать группами из трех дистанционных распорок. <br /> Парные распорки группы связывают попарно составляющие расщепленной фазы и устанавливаются в трех поперечных сечениях фазы на расстояниях 1 м одна от другой.<br />Работа основана на большом объеме экспериментальных данных, полученных сотрудниками «Форэнерго» в результате проведенных испытаний. <br /> Для дополнительной защиты участков проводов расположенных в поддерживающих зажимах можно использовать спиральные многопроволочные протекторы. <br /> Выбор марок гасителей вибрации ГВП и ГВУ производится в соответствии с таблицами 8 и 9. <br /> Распорки, применяемые на ВЛ, должны выдерживать действие 10 циклов нагрузок, определяемых формулами (П2. 3), (П2. 4).<br />Устройство монтируется на фазный провод, грозотрос или линию ВОЛС. <br /> В изделиях типа ГВ от компании МАЛИЕН грузы выполнены в форме петли, что увеличивает угол охвата гасителя. <br /> Непосредственное опрессование стальных «подковообразных» грузов на тросе демпфера (без применения втулок) многократно повысило прочность заделки грузов и исключило случаи их отрыва в процессе эксплуатации гасителей вибрации. <br /> Значительно повышена прочность заделки гасителя вибрации на проводе, что исключает его «уход» к центру пролета. <br /> Спиральные виброгасители разработаны для гашения эоловой вибрации на проводах, тросах, кабелях малых диаметров (до 19, 3 мм).</p>
<ul><li>ERSO присоединился к организованной БФ «Система» акции «Новогоднее чудо»Целью онлайн-мероприятия является сбор средств на оплату занятий детей-сирот с репетиторами для подготовки... 
</li><li>Спиральные виброгасители разработаны для гашения эоловой вибрации на проводах, тросах, кабелях малых диаметров (до 19, 3 мм). 
</li><li>Это специальное устройство, поглощающее колебательную энергию, защищающее линии от скручивания, повреждений в результате изгибов или высокой вибрации. 
</li><li>Опасными считаются субколебания, создающие угловые отклонения провода у мест его подвеса либо у мест выхода из зажимов распорок более 10-20’. 
</li><li>Гасители вибрации типа ГВ-03П/03МП, оснащенные спиральным протектором, предназначены для защиты неизолированного провода. 
</li></ul>
<p><br />Крайние в пролетах группы распорок должны устанавливаться на расстоянии 20 м от поддерживающих (натяжных) зажимов. <br /> Распорки сосредоточенные пятилучевые типа 5РГ - для пучка из пяти проводов диаметром от 21, 6 до 46, 5 мы и шага расщепления 300, 400 и 600 мм. <br /> Распорки сосредоточенные четырехлучевые типа 4РГ - для пучка из четырех проводов диаметром от 27, 5 до 37, 7 мм и шага расщепления 400 и 600 мм. <br /> Кроме того, сильная вибрация может приводить к обрыву проволок провода в местах некачественной заводской сварки проводов.<br />Являются, например, замена двухпроводного горизонтального пучка трехпроводным с проводами меньшего диаметра, использование ромбовидного пучка из четырех составляющих вместо пучка из трех проводов. <br /> Частотой называется число циклов колебаний провода в подпролете в течение 1 с. <br /> Проверить наличие и правильность установки отбойных щитов на роликовых поддерживающих устройствах промежуточных переходных опор согласно монтажным чертежам. <br /> Обратить внимание на крепление щитов и правильное расположение прорези щита относительно провода. <br /> Может быть установлено в результате усталостных испытаний провода (построения кривой Веллера) либо с использованием пограничной кривой безопасных напряжений, описываемой уравнением  (П1. 13).<br />Об опасности совместного действия вибрации и растягивающего статического напряжения, обусловленного тяжением провода, обычно судят по значению среднеэксплуатационных напряжений. <br /> Исключения должны быть сделаны при оценке вибрации проводов ВЛ, сооружаемых и эксплуатируемых в северных районах и особенно в районах Крайнего Севера, где длительное действие низких температур сочетается с частыми и продолжительными ветрами. <br /> Применительно к этим районам опасность повреждения проводов вибрацией должна оцениваться при напряжениях, обусловленных тяжением провода, соответствующим среднемесячным температурам самого холодного месяца года. <br /> ГПГ-А представляет из себя усовершенствованный гаситель вибрации, который разработан взамен устаревших гасителей ГПГ. <br /> Данное изделие монтируют на проводах больших переходов ВЛ с целью предупреждения повреждения их от усталостных напряжений, вызываемых вибрацией. <br /> Результаты определения характеристик гасителей показывают, что количество резонансных частот не является определяющим фактором, обеспечивающим их эффективность.<br />Пневматический гаситель вибрации на испытательном стенде Зависимость мощности рассеивания гасителя от частоты (рис. 7) показывает отсутствие ярко выраженных резонансных частот у ГВПБ. <br /> Следует отметить, что представленная конструкция обеспечивает надежную защиту от вибрации в широком частотном диапазоне. <br /> Среднее значение мощности пневматического гасителя составляет 2, 6 Вт.<br />Условия работы проводов при вибрации в основном характеризуются их тяжением при средних эксплуатационных условиях, т. е. <br /> При отсутствии гололеда, слабых ветрах и при среднегодовых температурах. <br /> Максимальные расчетные тяжения, соответствующие условиям работы при наибольших внешних нагрузках (гололед, ветер) или минимальных температурах, относительно кратковременны, поэтому обычно не характеризуют условий работы провода при вибрации.</p>
<h3>Гаситель Ветровых Колебаний Универсальный (варианты)
</h3>
<p><br />Потому очень важно минимизировать вероятность колебаний, для чего были созданы простые, но при этом эффективные устройства – виброгасители. <br /> Колебания с высокой частотой, вызванные воздействием воздушных масс, являются опасным явлением, которое вызывает серьезные последствия для целостности и работоспособности линий ЛЭП. <br /> Подобные колебания оказывают дополнительные нагрузки, они накладываются на статическое напряжение при изгибе и натяжении провода, что может привести к негативным последствиям. <br /> Предлагаемая нашей компанией продукция изготавливается из надёжных комплектующих, поэтому главной эксплуатационной характеристикой гасителей вибрации является долговечность.<br /><br />Факторами увеличивающими вероятность появления вибрации являются большая длина пролёта, большое тяжение провода, открытость полосы местности по которой проходит трасса ВЛ и др. <br /> Применение этих гасителей допускается на всех типах воздушных линий электропередачи. <br /> Обычный диапазон скоростей ветра, вызывающий вибрацию, составляет 0, 6-7 м/с, а при некоторых условиях до 9 м/с. <br /> Верхний предел скорости ветра принимается несколько пониженным, так как при более высоких скоростях ветра поток становится турбулентным и поступающая к проводу энергия ветра значительно снижается. <br /> Самодемпфирование провода возрастает за счет повышения частоты колебаний провода.</p>
]]></description>
	<dc:creator>Jessen Larsson</dc:creator>
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	<pubDate>Fri, 22 Mar 2024 23:54:55 +0000</pubDate>
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	<title><![CDATA[Комплект Для Сборки И Установки Быстромонтируемых Опор При Проведении Аварийно-восстановительных Работ На Вл 220-500 Кв: От Разработки К Эксплуатации Тема Научной Статьи По Энергетике И Рациональному Природопользованию Читайте Бесплатно Текст Научно-исследовательской Работы В Электронной Библиотеке Киберленинка]]></title>
	<description><![CDATA[<p><img style="margin-left: auto; margin-right: auto;" 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" width="304px" alt="изолирующие траверсы"><br />Изоляторы более высоких классов напряжения снабжаются защитной арматурой для выравнивания распределения напряжения. 
 Однако в некоторых случаях эта арматура может сильно повреждаться от действия силовой дуги. 
 Если такое кольцо не заменить сразу после его повреждения, это может привести в очень короткое время к серьезным “коронным “ повреждениям в изоляторе. 
 Кроме того в таких случаях возникают сильные радио- и телевизионные помехи.<br /><img style="margin-left: auto; margin-right: auto;" 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width="302px" alt="изолирующие траверсы"><br />В настоящее время всё чаще стали использоваться самонесущие изолирующие траверсы, применяемые в сетях до 165 кВ, благодаря которым заметно снижается коридор прохождения линии, что особенно выгодно для линий в городах. 
 Комплекты траверс типа ТИ—35У1 с полимерными изоляторами предназначены для одноцепных линий электропередачи напряжением 35 кВ, сооружаемых в ненаселенной и населенной местности на базе стоек марок СВ 110–5 или С112. 
 Траверсы разработаны на основании технического проекта АО «РОСЭП» арх. №ЛЭП98. 16 по техническому заданию согласованному с РАО «ЕЭС России».<br />Когда опрессовка производится равномерно по окружности оконцевателя, изолятор имеет лучшие характеристики, чем при использовании клееного конического оконцевателя (имеет большую разрывную прочность на единицу поперечного сечения сердечника). 
 Однако, если обжимающая пресс- форма изношена или используется только двухсторонняя опрессовка шестигранной матрицей, может произойти излом стержня изолятора. 
 Наиболее хорошая заделка стержня изолятора в оконцевателях происходит при опрессовке круглой матрицей методом вытяжки. 
 Эти трещины, как правило, не могут быть обнаружены при приемочных испытаниях, а дефект проявляется уже в эксплуатации. 
 Такую заделку используют в России фирмы (ЗАО «ПромАрматура», ЗАО «Арматурно-изоляторный завод», ЗАО «НПО «Изолятор»). 
 В клиновых, редко применяемых, конструкциях оконцевателей создаются механические нагрузки, передающиеся к центру стержня.<br /></p><h2>Спецификация Траверсы Тм-24
</h2>
<p><br />При таком решении ОПН устанавливается ниже и параллельно консольному изолятору траверсы. <br /> Используется специальный ОПН с усиленной заделкой нижнего фланца. <br /> Свободный конец ОПН соединяется через отделитель с проводом (отделитель устанавливается у провода). <br /> Траверсы крепятся на стойке СВ105 при помощи хомутов крепёжных марки Х-1, а на стойках СВ110 – крепёжными хомутами марки Х-42. <br /> ТраверсаТМ-80б, ТМ-80бМизготавливается из особой стали, свойства которой позволяют применять готовые изделия в условиях с расчётными температурами ниже -40°С.</p>
<ul><li>Каждая траверса имеет антикоррозийное покрытие, которое выполнено специальным лаком на битумной основе БТ-577. 
</li><li>Либо при сохранении габаритного пролета линии (расстояния между опорами) остается возможность значительно сократить габариты стойки. 
</li><li>Также в наличии имеются оголовки, накладки, надставки ТС и кронштейны. 
</li><li>Несмотря на внешнюю простоту, композитные изоляторы представляют собой достаточно сложную составную конструкцию, подвергаемую комбинированным механическим и электрическим нагрузкам и воздействиям окружающей среды. 
</li><li>Эти изделия успешно эксплуатируются в ОАО «Тюменьэнерго» и ОАО «Томская распределительная компания» с 2008 года. 
</li></ul>
<p><br />Соблюдение особых требований по газоплотности обеспечивает конструктивное решение и цикл технологических испытаний. <br /> Новое поколение материалов позволило заменять фарфоровые покрышки на  маломасляных выключателях ВМТ 110 и 220 кВ нашей продукцией ППВМ УХЛ1. <br />  <a href="https://garnet-orange-hpghm2.mystrikingly.com/blog/add-a-blog-post-title">https://zaoinsta.ru/katalog-produkcii/izolyatory-linejnye-podvesnye-polimernye-tipa-lk-70-20-i</a> Эти изделия успешно эксплуатируются в ОАО «Тюменьэнерго» и ОАО «Томская распределительная компания» с 2008 года.<br />За содержание новостей,  объявлений и комментариев, размещенных пользователями сайта, редакция журнала ответственности не несет. <br /> Вся информация носит справочный характер и не является публичной офертой. <br /> Траверса по п. 1, отличающаяся тем, что концы изоляторов соединены между собой посредством тарельчатого изолятора. <br /> Особенно положительный экономический эффект проявляется при строительстве ВЛ на земле с высокой стоимостью, где велика плата за площадь отчуждаемой территории. <br /> Понятно, что площадь землеотвода под ВЛ согласно современных нормативов значительно сократилась.</p>
<h3>Прокладка Изолирующая Для Траверсы
</h3>
<p><br />Для увеличения эластичности в материал добавлялись различные виды пластификаторов, что приводило к гидролизу, из-за которого происходила деполимеризация смолы. <br /> В настоящее время изоляторы из циклоалифатических смол различной модификации применяются за рубежом в распределительных сетях напряжением до 69 кВ ( вводы аппаратов, изоляторы шинопроводов, корпуса трансформаторов тока ). <br /> В обычных условиях их характеристики в целом вполне удовлетворительны, но они не пригодны для эксплуатации в условиях загрязнения. <br /> Предназначенные для изоляции и крепления проводов и грозозащитных тросов воздушных линий электропередачи (далее - ВЛ) и ошиновки распределительных устройств электростанций и подстанций переменного тока.</p>
<h2>Спецификация Траверсы Тм-73а, Тм-73ам
</h2>
<p><br />При использовании стоек железобетонных СВ105 используется хомут серии Х-1, стоек СВ110 – хомут марки Х-42. <br /> Установка опор при строительстве воздушной ЛЭП 10кВ требует применения такой металлической конструкции, как траверса ТМ-102, которая предназначается для крепления провода, необходимых изоляторов. <br /> Траверсу ТМ-73, которая предназначается для выполнения крепления проводов (изолированных) при помощи специальных натяжных изолирующих подвесок, применяют при проведении установки  опор анкерных воздушной ЛЭП 10кВ. <br /> При креплении траверсы к стойкам применяются хомуты различных серий. <br /> Хомут серии Х-1 применяют для крепления на стойке СВ105, крепёжный хомут серии Х-42 – для крепления на стойке СВ110.<br />Рекомендуется для стоек СВ105 применять хомут марки Х-1, для стоек СВ110 - хомут марки Х-42. <br /> На определённой стойке траверса крепится при помощи хомута крепёжного, который поставляется отдельно. <br /> На стойке СВ105 крепление производится хомутом серии Х-1, на стойке СВ110 - выполняется хомутом серии Х-42. <br />  <a href="https://etextpad.com/w7x3v5tuae">https://zaoinsta.ru/katalog-produkcii/izolyatory-linejnye-podvesnye-polimernye-tipa-lk-70-220-i</a> Крепится траверса на стойках, требует применения хомута крепёжного соответствующей серии. <br /> Для стоек СВ105 подходит хомут крепёжный серии Х-1, для стоек СВ110 – хомут крепёжный серии Х-42. <br /> При помощи специальных крепёжных хомутов выполняется крепление данной траверсы к соответствующим стойкам.</p>
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	<dc:creator>Jessen Larsson</dc:creator>
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