<?xml version='1.0'?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:atom="http://www.w3.org/2005/Atom"  xmlns:media="http://search.yahoo.com/mrss/">
<channel>
	<title><![CDATA[0xbt: В Подмосковье На Лэп Установлено 9000 Устройств Для Защиты Птиц От Поражения Электрическим Током]]></title>
	<link>https://0xbt.net/blog/view/23227317/%D0%B2-%D0%BF%D0%BE%D0%B4%D0%BC%D0%BE%D1%81%D0%BA%D0%BE%D0%B2%D1%8C%D0%B5-%D0%BD%D0%B0-%D0%BB%D1%8D%D0%BF-%D1%83%D1%81%D1%82%D0%B0%D0%BD%D0%BE%D0%B2%D0%BB%D0%B5%D0%BD%D0%BE-9000-%D1%83%D1%81%D1%82%D1%80%D0%BE%D0%B9%D1%81%D1%82%D0%B2-%D0%B4%D0%BB%D1%8F-%D0%B7%D0%B0%D1%89%D0%B8%D1%82%D1%8B-%D0%BF%D1%82%D0%B8%D1%86-%D0%BE%D1%82-%D0%BF%D0%BE%D1%80%D0%B0%D0%B6%D0%B5%D0%BD%D0%B8%D1%8F-%D1%8D%D0%BB%D0%B5%D0%BA%D1%82%D1%80%D0%B8%D1%87%D0%B5%D1%81%D0%BA%D0%B8%D0%BC-%D1%82%D0%BE%D0%BA%D0%BE%D0%BC</link>
	<atom:link href="https://0xbt.net/blog/view/23227317/%D0%B2-%D0%BF%D0%BE%D0%B4%D0%BC%D0%BE%D1%81%D0%BA%D0%BE%D0%B2%D1%8C%D0%B5-%D0%BD%D0%B0-%D0%BB%D1%8D%D0%BF-%D1%83%D1%81%D1%82%D0%B0%D0%BD%D0%BE%D0%B2%D0%BB%D0%B5%D0%BD%D0%BE-9000-%D1%83%D1%81%D1%82%D1%80%D0%BE%D0%B9%D1%81%D1%82%D0%B2-%D0%B4%D0%BB%D1%8F-%D0%B7%D0%B0%D1%89%D0%B8%D1%82%D1%8B-%D0%BF%D1%82%D0%B8%D1%86-%D0%BE%D1%82-%D0%BF%D0%BE%D1%80%D0%B0%D0%B6%D0%B5%D0%BD%D0%B8%D1%8F-%D1%8D%D0%BB%D0%B5%D0%BA%D1%82%D1%80%D0%B8%D1%87%D0%B5%D1%81%D0%BA%D0%B8%D0%BC-%D1%82%D0%BE%D0%BA%D0%BE%D0%BC" rel="self" type="application/rss+xml" />
	<description><![CDATA[]]></description>
	
	<item>
	<guid isPermaLink="true">https://0xbt.net/blog/view/23227317/%D0%B2-%D0%BF%D0%BE%D0%B4%D0%BC%D0%BE%D1%81%D0%BA%D0%BE%D0%B2%D1%8C%D0%B5-%D0%BD%D0%B0-%D0%BB%D1%8D%D0%BF-%D1%83%D1%81%D1%82%D0%B0%D0%BD%D0%BE%D0%B2%D0%BB%D0%B5%D0%BD%D0%BE-9000-%D1%83%D1%81%D1%82%D1%80%D0%BE%D0%B9%D1%81%D1%82%D0%B2-%D0%B4%D0%BB%D1%8F-%D0%B7%D0%B0%D1%89%D0%B8%D1%82%D1%8B-%D0%BF%D1%82%D0%B8%D1%86-%D0%BE%D1%82-%D0%BF%D0%BE%D1%80%D0%B0%D0%B6%D0%B5%D0%BD%D0%B8%D1%8F-%D1%8D%D0%BB%D0%B5%D0%BA%D1%82%D1%80%D0%B8%D1%87%D0%B5%D1%81%D0%BA%D0%B8%D0%BC-%D1%82%D0%BE%D0%BA%D0%BE%D0%BC</guid>
	<pubDate>Sat, 30 Mar 2024 01:39:02 +0000</pubDate>
	<link>https://0xbt.net/blog/view/23227317/%D0%B2-%D0%BF%D0%BE%D0%B4%D0%BC%D0%BE%D1%81%D0%BA%D0%BE%D0%B2%D1%8C%D0%B5-%D0%BD%D0%B0-%D0%BB%D1%8D%D0%BF-%D1%83%D1%81%D1%82%D0%B0%D0%BD%D0%BE%D0%B2%D0%BB%D0%B5%D0%BD%D0%BE-9000-%D1%83%D1%81%D1%82%D1%80%D0%BE%D0%B9%D1%81%D1%82%D0%B2-%D0%B4%D0%BB%D1%8F-%D0%B7%D0%B0%D1%89%D0%B8%D1%82%D1%8B-%D0%BF%D1%82%D0%B8%D1%86-%D0%BE%D1%82-%D0%BF%D0%BE%D1%80%D0%B0%D0%B6%D0%B5%D0%BD%D0%B8%D1%8F-%D1%8D%D0%BB%D0%B5%D0%BA%D1%82%D1%80%D0%B8%D1%87%D0%B5%D1%81%D0%BA%D0%B8%D0%BC-%D1%82%D0%BE%D0%BA%D0%BE%D0%BC</link>
	<title><![CDATA[В Подмосковье На Лэп Установлено 9000 Устройств Для Защиты Птиц От Поражения Электрическим Током]]></title>
	<description><![CDATA[<p><img style="margin-left: auto; margin-right: auto;" src="denied:data:image/jpeg;base64,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" width="300px" alt="защита птиц от поражения электрическим током"><br />Для создания препятствий к гнездованию птиц в наиболее критичных частях конструкций опор ЛЭП рекомендуется контурная защита металлической сеткой участков горизонтальных траверс, расположенных непосредственно над гирляндами изоляторов. 
 Уменьшение численности ряда видов животных, прежде всего птиц, в зоне расположения ВЛЭ, снижает число опасных контактов объектов животного мира с электрооборудованием. 
 В настоящее время создано много типов моделей для угловых и промежуточных опор, изоляторов с креплением провода на основе зажимов и т. д.<br /><img style="margin-left: auto; margin-right: auto;" src="denied:data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gIoSUNDX1BST0ZJTEUAAQEAAAIYAAAAAAQwAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAAHRyWFlaAAABZAAAABRnWFlaAAABeAAAABRiWFlaAAABjAAAABRyVFJDAAABoAAAAChnVFJDAAABoAAAAChiVFJDAAABoAAAACh3dHB0AAAByAAAABRjcHJ0AAAB3AAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAFgAAAAcAHMAUgBHAEIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFhZWiAAAAAAAABvogAAOPUAAAOQWFlaIAAAAAAAAGKZAAC3hQAAGNpYWVogAAAAAAAAJKAAAA+EAAC2z3BhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABYWVogAAAAAAAA9tYAAQAAAADTLW1sdWMAAAAAAAAAAQAAAAxlblVTAAAAIAAAABwARwBvAG8AZwBsAGUAIABJAG4AYwAuACAAMgAwADEANv/bAEMAAwICAgICAwICAgMDAwMEBgQEBAQECAYGBQYJCAoKCQgJCQoMDwwKCw4LCQkNEQ0ODxAQERAKDBITEhATDxAQEP/bAEMBAwMDBAMECAQECBALCQsQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEP/AABEIAOkBXgMBIgACEQEDEQH/xAAdAAEAAgIDAQEAAAAAAAAAAAAABQYEBwECAwgJ/8QAVhAAAQQBAgIEBggTBQcDBQAAAQACAwQFBhESIQcTMUEUFiJRYZEIFSMyVVZx0TM0NTZCUnN1gZOUobGys8HS0+FicnSD8CRDkpWitPEmU4JjwsPi4//EABUBAQEAAAAAAAAAAAAAAAAAAAAB/8QAFhEBAQEAAAAAAAAAAAAAAAAAAAER/9oADAMBAAIRAxEAPwD9U0REBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQERYGfvTYzBZHJVw0y1Kk07A4bjiawkb+jcIM9Fp/oRi1LqHT2Sm1Fr3PZGzBlJ42zvdBGS07O24Y4mtABcdgANhsOwBbE8WZfjRm/x7P4EE4ig/FmX40Zv8ez+BPFmX40Zv8ez+BBOIoPxZl+NGb/Hs/gTxZl+NGb/Hs/gQTiKD8WZfjRm/x7P4E8WZfjRm/wAez+BBOIoPxZl+NGb/AB7P4E8WZfjRm/x7P4EE4irOEgzFHWGVx8+UmuYxmNozQeESh0rJ3S2hLyDAOEtZFtzPMO5DvsyAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAojWH1pZv73Wf2TlLqI1h9aWb+91n9k5BQvY+fW5mfvvL+oxbUWq/Y+fW5mfvvL+oxbUQEREBERARcEgDckAelY8uSowfRLLN/MDufzIMlFGOz1MHaNkr/kauvtzO/6DjJnev5kw11q/XbkvvdR/a2lLqrVrmVdqjIPjx4DjQpgtcewdZZ2P5z6lK+EZ7bfwOAD5f8A9kEoihq2QzFphkgrQOaDse7n616+F5tvvsfGfkP9UTUoii/bW6z6LipR6Ruf3LkZ2Acpa8zPwIupNFhxZfHynYWA0/2hsspsjHjdj2uHoO6DsiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAojWH1pZv73Wf2TlLrR3sqOl7TmjOi/UGFo6vgh1HabFSbQo2oTkAyUgycLHE9WTD1nC94ABLee5CCd9j59bmZ++8v6jFs8Wqxk6oTs499uHfnuviH2F3TFoHSuW1PpW9rbU9HCW7Ni9Rl1vm47J4hPI0NbYe8lpELIuJr38JdzbueJfVI1nombJw3aGrMLLVkLJGzR5CJ0bgRvxBwdsRz7UF4e9kbS+Rwa0dpPYujbVZ7XPZOwtZ74g8gqxm9b6RlqCGvqrDyF7hxcF6I7AfI7z7LwOq9GQYd0cWqcOZ5Q3jaL0Rdvv2bcXcqmrYLtUz+DCdvWfarxuvmaeEXoa4d2bt3P51VbGpNFw0oXwarwz7LXBzi2/ET+svfM6v0ZagidHqnDvlDgDw34jsO/ccSCXixkdxxMuTdPt2hpWbFicfD2Vw4+d3NVfxp0ZSvVpKeq8Q5h5SEX4iB8vlKUs680ayvI6HV2Fe8NPCG34iSe7lxIJuFtdzA6BrOHs3AXqqxitbaNioxsm1bhmPG+4dfiB7T/aU1i8ziM3FJPhspUvxQydVJJWmbI1r+EO4SWkjfZzTt6QorFq/XbkvvdR/a2lLO96fkUTV+u3Jfe6j+1tKWd70/IgjNP/AEpJ90P6ApRRen/pST7of0BSitILgta7k5oPyhcooMeTH0pff1oz6QNj+ZYj8FADxVppYT6DuFIveyNhkkeGtaNy4nYAKrZfXdeOQUsHCbtl54Q4DyAfR3uQSNmbI4eIzz3IZIG9plOxHrXWDPSXGsk6vwSu7sle0kyelre4ek+pYeL03cvTMyuqJzYnHOOufocf4OxWWSGKVnVyRNc3zEckCKWOVgdFIHjzg7ruoyTD9U7rsdO6F4+x38krrFlpK8vg2Tj4Hdz28wURKourHskaHscHNPMEFdkUREQEREBERAREQEREBERAREQEREBQ2o9W4LS0URylp5sWXdXVp14nTWrL/tYomAvf5yQNmgEuIAJGPrmDWlnBOg0Jdp1ci+VofLYA4mw7Hj6oua5jZezhL2PYO9ruxa0w+tdJQ5B+iNFwvq9Itwtr3hm3Ce7UY4PJszShzmys9zeWNifwOeOAcADuEJWrl+kDpO1bZxMDvFnSWGJgyhgf1mQu2i1rhWbMPIgaxrgZDFxu3IYJGODwNkYTA4bTePZisDjK1CoxzniKCMNBe47uedvfOcSSXHckkkkkrrp/B0tN4arhMfxmGqzh45Du+R5Jc+R573OcXOce8uKkHODQXOIAHMkoInS31Mm++OQ/7uVa51fgM7o1x1J0X1qrPBbbpbWDewircjHlPEIb9Bm3JILQWk77tJII2Do+ds+LsOb70ZK/sfODalI/Suk/vKsx+ytOd/1f0RKqtfpFxmoH0YchXfirV2BstSOeRrorbXDi3hlHkyeTz4eTwOZaAr/PV62vFDxANjcwu37wFqbUs2A0DHbk1RFCzROUsvsEyQuljoT77uYWgEiOR27m8uUhLR79jVLaA8ZZ8mLOKkmraGvQvNWpmZ+uvcRA4H1nBxdHCRuermc543AAiA4FRdstK23JBQgcHuc/d23MALtlwHT0oB2GT5l4+DNxGRrmJznRz+QeLtH+twvTJwG5kq9UPLPILuId3b8yDm5/tOYrwx8+pHE7buXtl/dWRVAecz9z/dHMrHx7Dj8k+k8h4kbxNftz/wBdq7y2IPbV5nla1sMXC3c7bkoPXBnfHM9DnfpUXpOhVo5jVzqzC02s22xLu4nd5o1ATz7OQHIclJYA70PkeVgYmw2pc1ZbeyR7Yci2QtjbxOcBRrHYDvPLkFKsZVX67cl97qP7W0pZ3vT8ip2jdWUdW6lzlrH07kMVatUga6zGGiYNmtASM2J3Ydtxvsdu0BXF3vT8iCM0/wDSkn3Q/oClFF6f+lJPuh/QFxmdS4rCMPhU4dL9jCzm8/N+FWkRE9nWN3W+TxFHIUqOKp4uhYge+r10ks8stpsu/lt4WhsMW3buS5Rub1Hm8QXQx6spWrDf93HjOQPpd1vJVPJ6wyWW1XkjC41YX4+mwsYebgJLO25/CVmYPAOycgltz+DVh2vIJc70NH71BiOPSPrO0KjdQVzH2ljKBbGwec+6fpVzwehc9hGiSHUlJ1gjZ0jsXud/R7ryCmKFvE4quKmLpvLR3hvNx85PaVkeG5ezyr0hED9k/wDqmGsf2t1gO3VVH/lf/wDVYdmTUdbcO1fRe4dzcXv/APlUPd1HkMvkX4TSsbs5ciJbanDzHQpn7WSfYhz/AP6UYc4cuLgBDjkUujFt+Y3dcZqfMvcBw4+Levj4PkiaeOU9m5me8bjdrWb7IIS/0g347r8PW1bBfvt24qeLw8lyzGD2GRkL3GJp+2fwt9K7Mh6UrTuOhhYw5w5uyrYoRv6eqllPqBWycdjMbiKjaOJx9alWZuWw14mxsG/bsGgBZSDVZwXT7XjdYqat0fjRuSYPaexkQB5+Lr6/6qkhR6TJ8PZt2OkrGCWGB7j4Fp4QkODSeySeVbCUDqSjJDj7t2j5LvB5BIwdjhwnnsiISjhuk6TGVLVTpHx75ZYI3u8OwAmZuWg9kU0R/OsivX6X6LuO1ldHZsf+1Hj7WLI/+Zmtb/8ACrBp2xHYwdF8Z7K8bSPMQ0KRRVWOo9Y0/ql0fyyhvvnYzIwzg/IJeqJ/CAuaHSTpG5eZiLmQkxGSkPDHSy0D6U0pHb1QlDRMB3uiL2+lWhY97H0MpVfRyVKC3WlGz4Z4w9jvlaeRQe4IIBB3B7CuVUJdAyYmZlzQmds4ORhJfSfvZx848zoHu3j79nQujO/vuIDZK2uZ8TejxGvcY3DTzENrX2S9Zj7bj9i2U7GN/wDYkDd9/IL9jsFvRO1EBERAREQERcOc1o4nOAHnJQYeZzGO0/ibecy9jqKVGJ09iXgc7gjaNy7ZoJOw8wVWra01Jq2GCzoHTcZx1hokbmMvN1MD4yOToYWcUs3yP6lpHMPPYsk9J2mLcstbTT7OpJoHFkvtPCbEMTx2sfYG0LHDva54d6FqqKHXWs9R9f0MYvH6Ixz7pky+cbN4VBZId7sI6rAK0s5IIMoc8B24eeJnAgt+rqF2zNFp7LagvamzdpolgwlWQ4+i1u+3XWjD7p1A5gtke5r9i0McezVXRjrRjOmS90UHoruYazg9RRyWNQeC9RWyZFGXgbEwMDWRta48DGucGtHPm4udviLon0M6PiyuGZlrkjzJPevEy2J3kAFz3cu5oAA2a0AAABSOE0DovTd45PB6Yx9O4YzF4RHCOtDCQS0OPMNJAJAOx2G/YEE+ovLzySPjxsB8qU+UfMFKKIxY8Kv2bz+ex4Wegf8AhB5aVa2thJgNtor18b+fhtSj9y6X2lmKpkdoO/4SvPEsty4SeGo0EvyORa7c/Y+FzLONG3PUrw2GtBjkG+x+wCIwMrh8fl4q+AytOK3TswOjsQSt4mSMcDxAjzHmtbHRlLo/z9ag/KXcVVmc1lHN1ZAwbk8LYrsZBill961s72Fzhyc4P5v2mauWdfbcMbN2+SOY2Df9Fe2dxceSrOimpQXIZYnwWK08YfHPE8bOY5p5OBBIIPaCqKplZ9f4a5UZYgp6mgY7j2qNFO7tv3Nkf1MhO3e+ID0qQ0rrLCavzt9mMknbYxjRDbrTxFkleQ/YPHZv29hPn7CFrrV2i+kvCSVr2m+vzumK7DHY0/Jdmr242/YmKzGTI+MDl1Tg4kDYEg7CX0trTG4nBVreK0zPjMKGGOOTG0vCKlcNcQ5hbAC6HhcHB3GxvCQeLhIKDY0zgc9H5o493ejkVzSoVr8b7lmMudK9zh5RGw3UXhLtPUWM9utOZzHZeK5u3wmnZZNGW9hAe0kb78vQpepFk69F0IZHxs2EY37u/dBEz5m1gNL28pSxM2TnhmYxteIkE8b2ML3EAkMYHF7iGuIa1xDXHYHG0dlLeZx2oss3Evhs2rTJW05ZOE8ZoVtmF23IE9+wOx32HYsbWekcxqTSF3TUdLH2BdnquLLjpOqAbYie556t7HEta0uADhu5oB5EhOjaB+m8RmKuZr0ca6pkGMfFXkJhjHgdbYNLuZG23zdyixE9Denb+m8tqOpdw17GtnbWngiu5Hw2URGSy1gMnE7fZrW9rieZ3JO5OxMnlsfioDNfssiBB2B5ud8g7StfZTpA4dT5FuDZvxUKjDNIOzaSx70fh71XbVuzendZtzvlld2ucdygnbOtMg2u+njf9nje4kyfZn5PMq+TLPJuS6R7z8pJXRetazPUmbYrSGORvvXDtCCd0hogTaqvz5tjm8OPpSNg84Mlnbi/4TyWyYsTjoQAyqzl2b8/0rSlbUufGqMhIMrY4nUKbSeLtAks7fpKlRqjUROwy1kn+8g26RBXjdI7q4mMBc5x2aGgdpJ7gqOJL/SiH+DWp6GjneSJYXOjsZgd5Y8EOir9wcPKkBJBazYvqxxmrOkDMu0hfzVmth68LLOZaRu+xG/fqq39kP4XOce3haG7bP3G4K1dtWBldj3uDBsC47lB0o0KOLpxY/GUoKlWBoZFBBGI442jsDWtAAHoCyERAREQFhZr6j3v8NL+qVmrCzX1Hv8A+Gl/UKCJw++Lgx7gSK9qtFv5g7hCsahmQCfTFQbc2VYnj8DApDHTGxSikcdzw7H5QiMlERFF42qlW9Wkp3q0ViCZpZJFKwPY9p7QQeRC9kQUN7Mj0XCN8DrWR0e0uErHv6yxhmcyHtcfKlrA8i0kvjBG27Bsy8wzRWIWWK8rZIpWh7HsO7XNI3BB7wQu61V0S5SXB5vMaCtv4KDr+Rn07GG7MhqwWerlqt25NbEXxFjftJNm8ozsG1UREBERBw5zWgucQABuSe4LUXSW7D6xyuPdo2p405/F8YFDYzYiSJ2xdHdkO8MR5NLXeVMNt2se3jadVdLXT/pe3qp2idU4vU5kz+GylvS0FZrW0CyBr2MuWAJAZ+Mt61gLXtjYY3cIeXFv1bVqVaMDKtKtFXhjGzI4mBjWj0Acggp9fRGUz/A7XN2D2vjYGQYDGgx0YwOzrncn2D3beRHt/uyRxK5QQQVYY61aFkUUTQyONjQ1rGgbAADkAPMvREBERB1kJEbiPtSoHGT5GKFwqVGyNLiS4nv9anyNwQe/kovBng8Iqu5OjkPL837lURem7eXbjphHQY4eH3jvv3+FS7jt8+6lPDM38HM9f9V10t9TJvvjkP8Au5VLqKivDM38HM9f9U8Mzfwcz1/1UqiCK8Mzfwcz1/1VazWkbt29JncEyTA5p5a596kG+7kbDhniduyZpADTxDiA965hAIvSINJ6hx2ag1VQ1RrfTdfHUsdIyeTJ4OF29uccm+GPb7tHA3fi4ebNx5cgaC12zcbqCxmKrb2J8Du13+9lrzNkYfwtcQp9VbO9H+MvTnM6ff7Q55hL4shTZw9Y77WxGCG2Izz3a/ftJaWu2cAlPDM38HM9f9VA4tty1k9QdfiIJz7ZMc4PAPC7wOsPP5gPWprSOcn1BgoL92s2vcY+StbhYd2ssRPdHIGnvbxNO3ftsvLTkkcmW1R1b2u4MsxrtjvsfAavI+lBEV6TvGa//wCn6hPgFTdvVjYDrLHP8PP1KTNF+x305T/Fj51l1frtyX3uo/tbS89Q6px+CiLHuE1kjyYWnn8p8wQRMYp0aUlmbGUnQtcd5JGDkfMFVM7qKG+ww1cfVqQN5ue2MBzh6T3BYzpMtqCyIYmSTHfdsbPet/151ZGdG8bsNc9tpGyTS1ZWtiERlY0lhA4mDnJ/dHb2IKLpvD3NRalyEmKDZoW0agdK1wLR7pY5b95Wx8Tp44FjrT8ayaSMF7pZefCB5hvyVQ9j5ToU5s83HZG/dhdDT91v1J4J9xJZBDhOGvO22w3A27O5XnpTs5er0c6lmwMoivtxNs15S0O6t4hcQQDyJ3HLcEb7cj2II3o9Zl4cE/NuoiW1qGzJl7Mrj5TjLt1TO3sjhbFEP7MY357k2fwzN/BzPX/VfHOkOlTpHyWsbXR7hekK9HdxmPxrnUpYZmirHNs2Hjc6lwNDusiHFxc9xzPdsDLYD2YEFqSKhrfCMYGtLBPbDnc+3ctrAfgQfQ3hmb+Dmev+qeGZv4OZ6/6r5tbp72bIqTTS640yHxO4TtYdw/8Ab7nuXo3Tvs1eFkLtb6a8IceHZts8G+wPb4Nv2FB9HeGZv4OZ6/6p4Zm/g5nr/qvlzNUPZx4IxeF6rwE/Xb8LaTLVpw223JEVN3COY7VQuiLpR9lF0vyXYtC9KGnb7Yrtmvx2Ir1dvWxcJkiDpqTQHND2+RvuAewbFB9weGZv4OZ6/wCqjtR5m5QwV+zko61Wu2vIHyzSBjW7tI7SdlozE6R9muLg9vdY6bdV4Dv4JfIkDuW3vqpG3atAezw6OPZWZbo1oSWbd7OYerebJkamNtCWR0Ox4h5EDS0klhDiCOFsjd/L4JA+79P5mxk9PVJsc2rbrOrMaJYZQ9pHAO8HZS+BJNAb9zyF+dvsEej72TeE0JnLlKbJ6f03ZuiShTytoMlERLi0N44XcWzSAXBrAd27AbbN+iMj0e+y8u2m29M9KlXF0HQtaKrjXl90BcXScTq2/MFo2328n0lBtbWnSVo7o61RdyHSFq+tg8O6liqtaS1OY4zbs2bUbWt2+ydwtB8wbudgCVf68pfuxz2v2aHNeOxzT2FfGHSF7F/2TPSPHVdrPVulNRyVp65Z7ZYqhYLGMma/kZKp2A8p2wPPmNjvsp3B9BfsttMh8enOk3BYuOUNEjKdCnCHcPvd+GqN9tzt8qD65RfLLejP2bY336bqZ3O43iq8vR9LIOjP2bgJ36baRBPL3GtyH5Mg+ploPO9JGhNJSRYnLano1NTRaly+dxuOe/8A2izVrTyC4WDv9wkl2Ha4ghu5B2r2M6OfZn1bsM+R6YKl6sxzjJBtWiLwQdhxNq7jYkHs58O3fuqvrH2OPSLlNQt17qjA6NvWaVa1NayVqOnJO0cLSXF7qfFvs13P9CD7DY9kjGyRvDmPAc1zTuCD2ELsqL0Gvyr+iHSZzRf4UMXC0tk2L2MA2Yx5Ha5rQ1pPeQSr0gIiINWy+x60tPPUkm1ZrKSGhHFFWqOzL3VYo4wwMYISOAtHVsPCQQS0E7nmrZ4l2vj1qb8oh/lKzIgrPiXa+PWpvyiH+UniXa+PWpvyiH+UrKAANgNguUFZ8S7Xx61N+UQ/yk8S7Xx61N+UQ/ylZkQVnxLtfHrU35RD/KVV19gsxpnTeazeK1nqAWYcbamikMsJPXMic5m46vY8wOWy2gtedLV7L5zB5PQOj8bZv5i7THXvhdExtOCR3AXF8vkdY5vWcDdnHkSRttuEX0e4HK5C1qilPrvUfU47OWYIA2aEbNceM7+5cyXPcfwq4+Jdr49am/KIf5S0j0PZjpP6N8tnMr0sGV2nMo6N9i0/wU+1+QbYninleYQ3atwNr7uIIYRI8kM3I+lEFZ8S7Xx61N+UQ/ylD6m05nMZUqTYvWWoppJb9aCRr7ULQInyBr3D3LtDSSAr8qFqnVGTbq+npb2in8BMtScZDwe0YzIZOcfGIepBAAPOUdu22/JBL+Jdr49am/KIf5SeJdr49am/KIf5SsyIKz4l2vj1qb8oh/lJ4l2vj1qb8oh/lKwTW6sA3mnY30E8/UsN+epg7RNkkPobsgjMRoiLC1X1aepM2Wyzy2Xuknjc50kjy95953ucVl6f0zitKjKz05JC7LXTkrkszhu+bqo4i4kAD3sLPUvDJaq9roOvmq9W0+94yd3H0BV18mqNbksjYK1EH0ta75ftv0IMbNa4I1Tka2APG6SjTjM22/MSWPejv7e1emH0Nksm83szI+Fj/LIcd5Hn079iysHpE4zU15sEkfXsoVHGVw3POSx2ebsVpOPymxLsmezzFB5aWp1qlF7K8LWeXsSBzPIdp71NKKwB2pyHbfZ5/QF5HKX/ACpCxvCHDyQ3sHPkT5+X51ajrT+vbLfevH/tra51nDx6Xy8okc0x46zyHY4dU7kQoutkbL9X5R7YzDx4+i3ie3cNAfaIG3nJJXOrMlc8V8u2Ru4dQsB4az3g4HDb5dt/zKKpkuLq4Wjm9OzVYhcxuZxDKtngAkmxs16J0AJHPaNzpogCT9CDuXEtqS4uOZ8j5JnnrNg4cuwdy1x0l4/MW/AdU4pofJj56xvwNicXWqMdiOdwYB/vI3RBzTz3Bkbtu8EXSpnpr9aO9UnhmrTsEsU0XlscC3cBpHI77hESU+ODonsiednO4+A9hd6T27JHj3xTwTCbj4C7i3A7+0hYxydviDuAhpa7yerJPEB866HKXnsBjjALW+US3cOO4A29aCVmiLy2RhAkZuWnz+cH0H9w8yrMunRHqvC5DF4aCnWruvz3DExjA6aZrfLPD75znAkntPepD20vgOAaCWcXF5G3IcguZcpdALmNHf5PAeTeWzj8qKmlhZrnh7/+Gl/UK64l4fHLs1w2edtwez8K8dS3YqmGuB3N8leRrW+fySgwY5HWcbi8ZCebq8Ln+gcAVhjY2NjY2jYNGwUNpWiYcXVtT85ZII9t+4cIU2gIiICIiAql0nht/S7tKjcv1RM3ChoPMxzB3X7eYiBszt+7h3VotWq1GtLdu2I4K8DDJLLI4NYxoG5cSeQAHeqfpSvJqzNnpGyNOeGDqDVwFewx0b4qryDJYdG7YsfNws5OAc1jGghpc8IJvRwA03TAGwAf+u5TShtH/W5T/wAz9dymUBERAREQEREBERAVCZqjG4LpA1JBdrZeV0leg8GniLdtoHDIOboY3gH0Egq+r4x9lZa1zU6dNHM0houjnaORydGjm3zafZfdXrFrnh7nuieerDGT7xsLXEuad9gg3Z0ra0wVzok1kJa+fsTtw2WMcjtNX4YwOrl4WOe6ANaGjZrnOIA4SSRzWz6uQlryCnkhwvHJsnc5fBPsgG5apq2tiNA9F2LZofIYPUj8ncGj2x+BzxG4fLe6DiBc10Ajc1zRGY3l2+/L7sfoTRT2Fg0lh2b97KMTT6w1BOAgjcKva3yMWNx9GWSGaXiydNnDE0OcA6Zo4iNx5I7SfMFHWdB4CiHmDSuGsRu57ux8TnN/6UxWidDT7GXBYt0m+/VmnG0b+rmqmp5+afM4x4+q+U/bEclx4FlbnO3b6pp+wZ/ReR0Rot3N2kMKT2bmhEf/ALV5y6M0LAwyS6RwbWjv9r4v4VFZ8OEpRc5Guld53FR+RzkdaY43AUW27vYQweRF/eP7lHTaB03liWeKWHo0/wCzj4RNJ/0+QPz/ACKRr9H+hasDa8OjsLwM7OKjE4+stQeNDSBms+2eo7Ju2TzDD9DZ6Nu9WRjGRtDGNDWgbAAbAKF8RtE/E/Cf8vh/hTxG0T8T8J/y+H+FB51Lodr7K44Vp92YfHzGYs9yPFNbAaDvzd5JJG3YR51Pu96fkWDjMBgsK6R+HwtCg6YNEhrVmRF4G+2/CBvtudt/OVnO96fkQRmn/pST7of0BSew8yjNP/Skn3Q/oClFaRBVnMj1plnvcGgYvH7k/dra51fZrHSeaAmYS7HWdufb7m4Lw8GdZ1lk2tk4S3G453Mbg7TXFi6moWI9OZppf5EONnDXFnvtmOcdlBaBZrFwaJmcW/Dtvz38ypN2lf0NbtZrSEDL+Jnk6+/g4yBIx5PlzVNyGhx5l0R2DiN2lriQ6ze0h60TeFHi33ceH0dy5Zhnt2BsgtBaduDt23270DC6mwOoaYv4fJRTxcXA7cFj43favY4BzHedrgCO8LO8Kqjl10fr9KqOb6P61i4zN42zPRyzGNj8Mp7NfI0bkNlafJlYCSQHg8JJI2J3WCy5rLBzPrakwMmSpMaGsyOIi4nkb8R62u53E07nbeMyA7EkM7EF+E8BAcJGEOdwg79p8y77DzKnYTUOlctO+PGanryWajg+ek8GOzCD2GSF+0jCd+RLRupp9+9kHGLHRFkfYZHf65IMq/k4aY6tgEkx7GDu+VRtzHyyYy/eyB4pDWlLWn7HySpKli4ah6xx6yU9r3fuXOa+o9//AA0v6hQML9RqH+Fi/UCzVhYX6jUP8LF+oFmoCIobPay0tpmWGtnM5VrWrIJr1C/is2Nu3q4W7ySbf2WlBMqPzefw2nKRyObyEVSDiDGueeb3Hsa1o5vce5rQSfMq/LqHWWoJGV9J6cOMrOJ63KZthZwN7jDVaeslPn6x0QHIgv5tWbhtEUMfkvGDK3bWazPAY23brgeoYe1sEY2jhB5b8DQ52w4i7YbBFV8VmOkCeDJ6qpT4zAwv66phZH7TWnA+RLcDeQA24mwAkc2l+7hwMu4AA2C5RBDaP+tyn/mfruUyobR/1uU/8z9dymUBERAREQEREBERAXw/7OXowt6z6YuifUFDo+nzlXF6ig8YLUUDXtZiwzrHxSb9oPAX7eaN/n2P2xerTW6klevfnpSP22ngbGZGcweQka5vPs5tPb5+a+edX6fyWjM/n81qP2QueuAzC3Tw16TEVPJlgnibHC9tUTEgygAh55b7DfbYNE9OvQ9pPPeyM0LrDou6P6d3SGO09l7OcvY+lG2p4S+KaxTcS1oaTEZC/l2CSMc9th+gi+PKVDF5DTep8HiukTJaLydfAcToWWsfJanDqkrWRMjs1X7t2b2tG5bKDuHb7fUWidM5nSuFgxeb11mdVWIY2sddykVVkshG+7iK8UY3O/Plty5bILCsS1i6lslz2cL/ALdvIrLRBFdTmKP0GRtmMfYu7dly3MVS9ouV3wyN7OJu+ylF0kiilHDLG149I3QdYrNecbwzMf8AIV6qPmwlKQ8UYdE7zsK8va3Iw/S2Sdt3B4/8oJVFF9bnYeToIZh5wdj+5ce2t5n0XGSD5N/mQSq4d70/Ioz29aPf0pm/gQ56sWkGCYcvtR86Jpp/6Uk+6H9AUoq/islDSgdHJFI4l/F5IWYc9Efe1Zj+BWmoubCanq6yyOo8Xepy1MhjqVMVbTngQyQSWXOe3hH2YsNB+5rG1c7WXipmuOLC8PtdZ32fLvt1bvQpz25sP+hY2U/L/wCFF6qtZabS+YBotjjNCxxFx5gdW7fvUVncWtP/AGsJ+Ml+ZdXzaxjHFIME0DvMso/csjwTNT/RrzYwe5n9FyzBQk8VmxLKfSdgiImbOamiOzG4aV3mY+b9OyNta+vNAiq4uBp7XF0n7wrHDSq1/oUDG+nbmvdFUbJaJyObdG7PYrT+TdEeOJ1nrHGN32zDw7tPpBBWINA6qqjbC6gnxe3Nohyk8zWn+7YbI0/hBWxEQa1mwPT/AFXhuG6QdKTQ7+V7c4OSzJt6HVpazR/wlSElPpklxk9S5f0bammhfHxxVLVdoJaR2GST9KvSqWp+kjEaW1DR0zbx9+xbyFSe3C6FsYj2iY55aXve0cRDHbD0ebcgMapR6XY6FaozJaQqOhhZGXupWbPMADsEsfm869YMB0n2XcGa6RsXFD58Np7waX/is2LLf+hemj+kvB60uto4ypdhc/G1smx07WAGOZjX8JDXEtc0SMB4gASTwl3C7a2oKt4hQ2fqxqrUmS398JMga7Xf/Gu2No/AApPA6S0zpcTeL+CpUH2SHWJYYQJZ3D7KR/vpHelxJUsiAiIgIiIIbR/1uU/8z9dymVDaP+tyn/mfruUygIiICIiAiIgIiICisrpTS+dlbPm9N4vISMcx7X26ccxa5h3aQXA7EHsPcpVEEJkNEaOylizcv6Wxctq3XNSa0arBO+Eggs60DjA2J7Dy35KbREBERAREQEREBERBxsD2hOFv2o9S5RBxwt+1HqTYeYLlEBeF6lUydKfHZCvHYrWo3QzRSDdsjHDZzSO8EEr3RBW8f0daKxdRlGhgIYoGFxawPedi5xce079pKyfErS3wPD63fOptEEJ4laW+B4fW7508StLfA8Prd86m0QQniVpb4Hh9bvnTxK0t8Dw+t3zqbRBCeJWlvgeH1u+deUugdHTOD5tP1ZHAFoLgSQD2jmVYEQQEWgtHQkuh0/VjJaGktBHkjsHI9gXp4laW+B4fW751NoghPErS3wPD63fOniVpb4Hh9bvnU2iCE8StLfA8Prd86eJWlvgeH1u+dTaIITxK0t8Dw+t3zrHvdHmjMlUko3sDDLBKAHsL3jcb79x37lY0QY2NxtDD0YcZjKkdarXbwRRRjZrB5gFkoiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiD/2Q==" width="308px" alt="защита птиц от поражения электрическим током"><br />Антропогенного происхождения – зернотока, элеваторы, животноводческие комплексы, открытые свалки бытовых отходов, объекты по производству органических удобрений с площадками открытого хранения сырья животного и растительного происхождения и др. 
 Большого количества птиц или любого числа особей редких и охраняемых видов птиц. 
 ERSO присоединился к организованной БФ «Система» акции «Новогоднее чудо»Целью онлайн-мероприятия является сбор средств на оплату занятий детей-сирот с репетиторами для подготовки... 
 Сайт не является публичной офертой, определяемой положениями Статьи 437 ГК РФ. 
 Информация о цене и наличии представлена в ознакомительном характере. 
 Воздушные ЛЭП весьма уязвимы для всевозможных воздействий.<br /></p><h2>Птицезащитные Устройства Для Вл 6 Кв - 35 Кв: Что Лучше Использовать? 
</h2>
<p><br />Территории Калмыкии (составляют около 80% от общей протяжённости ВЛ 6—10 кВ). <br /> В дальнейшем, при обработке учётных данных о количестве погибших птиц, их экстраполяция выполнялась только на общую протяжённость ВЛ 6—10 кВ, оборудованных ж/б опорами. <br /> Протяжённость электросетей, укомплектованных деревянными опорами, составляет около 20% в их общем объёме, и в целом они характеризуются значительно меньшей опасностью электропоражения птиц. <br /> Установка устройств обеспечивает снижение количества аварийных отключений ЛЭП и продлевает срок службы изоляторов. <br /> Использование изолированного провода СИП-3, покрытого специальной полимерной оболочкой, обеспечивает надежную защиту птиц при эксплуатации ЛЭП 6-10 кВ.</p>
<ul><li>Подбор рекомендации по кооперации с другими участниками Инновационного кластера при заполнении подробной информации об организации. 
</li><li>Наибольший защитный эффект достигается при установке комплектов ПЗУ КП-1Б на оголовках ж/б опор ВЛ 6-10 кВ с металлическими траверсами. 
</li><li>Мацыне (Орнитологическая лаборатория НРОО Экоцентр «Дронт») за помощь в обработке картографических материалов и выполнении пространственного анализа результатов исследования в среде ЄІБ. 
</li><li>Экранирующее птицезащитное устройство ЭПЗУ-470 предназначено для защиты гирлянды тарельчатых изоляторов или полимерных изоляторов от загрязнения продуктами жизнедеятельности птиц, а также, ржавчиной и другими загрязнениями, стекающими с траверсы на изоляторы. 
</li></ul>
<p><br />При использовании материалов гиперссылка на сайт resbash. ru обязательна. <br /> До терминала любой транспортной компании в Москве доставка бесплатная. <br /> Подбор рекомендации по кооперации с другими участниками Инновационного кластера при заполнении подробной информации об организации. <br /> Подбор научной организации, поставщика или производителя для участия в совместных проектах. <br /> Рекомендации по взаимодействию доступны в Личном кабинете.</p>
<h3>Гост Р (проект, Первая Редакция) Устройства Защиты Птиц От Поражения Электрическим Током На Объектах
</h3>
<p><br />Программа защиты птиц от поражения током заработала в 2017 году, всего установлено больше 9000 ПЗУ. <br /> Применяется на ВЛ 6-20 кВ для защиты птиц от поражения электрическим током, устанавливается на штыревые и опорные линейные изоляторы с диаметром оголовков не более 90 мм, с головным креплением провода. <br /> На изолятор ОЛК с головным и боковым креплением провода. <br /> Крепится на проводе ВЛ с помощью внутренних клипс ЗМИ-2. <br /> Применяется на ВЛ 6-20 кВ для защиты птиц от поражения электрическим током, устанавливается на штыревые и опорные линейные изоляторы с диаметром оголовков от 90 до 120 мм, с головным креплением провода. <br /> На изолятор ШСК-12, (исполнение 2-3) с головным и боковым креплением провода.<br /> <a href="https://canvas.instructure.com/eportfolios/2824081/Home/____">зажим прокалывающий для сип 3 1х50</a></p>
<h2>Изолирующего Типа
</h2>
<p><br />Вот уже несколько лет на заводе реализуется специальная программа по созданию устройств для охраны птиц, снижению их гибели на воздушных линиях электропередачи. <br /> Одним из недавно освоенных в серийном производстве на ЗАО «МЗВА» изделий является устройство защиты птиц от поражения электрическим током антиприсадочного типа ЗПК-1 (рис. 1). <br /> Изделие предназначено для защиты гирлянд изоляторов от загрязнения продуктами жизнедеятельности птиц и самих птиц от поражения электротоком. <br /> Устройство препятствует посадке пернатых в местах крепления гирлянд изоляторов, а также обладает отпугивающим эффектом за счет колебания, вызываемого ветром. <br /> При разработке данной конструкции были учтены и меры безопасности – специальная конфигурация концов лучей «ежа» исключает возможность травмирования птиц. <br /> В сообщении приводятся результаты обследования воздушных линий электропередачи средней мощности (6–20 кВ), выполненных самонесущим изолированным проводом (СИП), на предмет выявления фактов гибели хищных птиц в Актюбинской области летом 2017 г.<br />Конструкция устройства и упругость материала позволяют открывать (отгибать) капот путем вращения всего кожуха вдоль продольной оси, что обеспечивает возможность контроля целостности изолятора и вязки провода при проведении верхового осмотра, не прибегая к демонтажу самого устройства. <br /> Установка ПЗУ не требует  предварительного выполнения сложных подготовительных работ (сварка, сверление траверс и пр. ). <br /> А изоляция токонесущего провода обеспечивает исключение опасных замыканий с участием птиц. <br /> Если погибшая птица застрянет между траверсой и проводом, то произойдет замыкание, которое выведет из строя линию электропередачи. <br /> Устройства птицезащиты призваны обеспечить стабильную работу линий и сохранить жизни птиц. <br /> Универсальный узел крепления типа «струбцина» обеспечивает крепление устройства к горизонтальной или вертикальной полке траверсы во всем диапазоне применяемых сечений траверсы.<br />Их общая протяжённость на территории республики составляет около 1, 5 тыс. <br /> Граждающих элементов из металлических прутьев, стержней, а также конструкций из дополнительных, так называемых, «холостых» изоляторов, предназначенных для создания препятствий к посадке птиц на траверсу в районе оголовка опоры. <br /> К огромному сожалению, эти мероприятия, последовательно и в значительных объёмах реализованные энергетиками в Калмыкии, не оказали существенного влияния на повышение электробезопасности ВЁ 6-10 кВ. <br /> Детальная характеристика влияния различных видов заграждений, встречающихся на опорах ВЁ 6-10 кВ в Калмыкии, дана в отдельной публикации (Мацына и др., наст. сб. ).<br />Комплект птицезащитный ПЗУ КП-1Б состоит из колпака сферической формы (1 шт. ), гибких кожухов (4 шт. ) и крепе</p>
]]></description>
	<dc:creator>Clarke Lange</dc:creator>
</item>

</channel>
</rss>