<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4026362410403870605</id><updated>2025-09-06T06:17:04.613+04:00</updated><category term="3D панели"/><category term="NMS"/><category term="безопалубочное бетонирование"/><category term="новые технологии для малоэтажного строительства"/><category term="JK-structure"/><category term="3d каркас"/><category term="Геотермия"/><category term="Ремонт железобетона"/><category term="монолитные перекрытия. Карсун"/><category term="полистирол бетон"/><category term="JK"/><category term="Гуренко"/><category term="Испытания"/><category term="Монолитное строительства"/><category term="Обследования"/><category term="СтройинвестИнжиринг"/><category term="ЦНИИС"/><category term="коррозия"/><category term="Водосливная плотина на р. Кубрь"/><category term="Выставка CITY BUILD"/><category term="Карсун"/><category term="Кровля"/><category term="НМС"/><category term="Сборный арматурный каркас"/><category term="СпецИнжиниринг. СТроийинвестинжиниринг"/><category term="Тульский экономический форму"/><category term="бетонирование без опалубки"/><category term="гидроизоляция"/><category term="малоэтажное строительство"/><category term="монолитные перекрытия"/><category term="отопление"/><category term="полимерные добавки в бетон"/><category term="портовые сооружения"/><category term="структурный каркас"/><category term="३द панели"/><title type='text'>СОВРЕМЕННЫЕ ТЕХНОЛОГИИ: ГЕОТЕРМИЯ,  РЕМОНТ, ГИДРОИЗОЛЯЦИИ БЕТОНА,  МАЛОЭТАЖНОЕ СТРОИТЕЛЬСТВО</title><subtitle type='html'>Современные технологии для строительства и эксплуатации зданий и сооружений.&#xa;- Геотермия и тепловые насосы&#xa;- Современная гидроизоляция&#xa;- Ремонт железобетона&#xa;- усиление строиельных конструкций</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://gurenco.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>104</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-1717763186313940529</id><published>2019-03-12T19:24:00.001+04:00</published><updated>2019-03-19T11:41:29.603+04:00</updated><title type='text'>3D печать бетоном</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Тестируем высокопрочную смесь для 3Д принтера применительно к малым архитектурным формам. Оказывается задачи, которые нужно решать в этой сфере, не менее интересны.&lt;/div&gt;
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Совместно с нашими партнерами из Крымского завода ячеистого бетона была протестирована смесь для изготовления малых архитектурных форм. Изготовленные на 3D принтере (ООО &quot;СпецАвиа&quot; https://specavia.pro) опытные образцы показали значительно более высокие характеристики, чем изделия выполненные на основе цементно-песчаной смеси. Количество укладываемых слоев достигло 30-ти, вместо 5-6. Это позволяет значительно повысить скорость изготовления, особенно при низких положительных температура.&lt;br /&gt;
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</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/1717763186313940529'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/1717763186313940529'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2019/03/3d_12.html' title='3D печать бетоном'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEsF79SkaVh92h5K9gixS9QzaIFMsVcSZThLdqjWaQGHwun1wIT_qsiKgEegMYkrCtKRmQQQwkTCRfuxJ8qVUMzOsdXfgA4vZOA3kIsena6K3MkWW2hoOAgwJ-frAjdDKOvsoIL7cJMNCs/s72-c/DSCF8717-739216.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-5889805387873281267</id><published>2019-02-28T14:47:00.003+04:00</published><updated>2019-02-28T14:54:20.909+04:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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Наш сайт&amp;nbsp;&lt;b&gt;https://prolyforce-wharf.com/&lt;/b&gt;&amp;nbsp;применение аддитивных технологий в гидротехническом строительстве&lt;br /&gt;
Статья о&amp;nbsp; технологии 3-D печати бетоном в России.&amp;nbsp; https://3dtoday.ru/blogs/epi4/3d-printing-with-concrete-in-construction-the-situation-in-russia-and-/&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/5889805387873281267'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/5889805387873281267'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2019/02/3-d.html' title=''/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWTasWSDyrfz39o7I4qWpY1AxvIucMZbJ1P-jb7y7YY8vUjPco5NufHWJMPRGBMFUTLSTi3DzO1diVt4gx5r1XPRTumQMZHcVtiRHb69quImCToIubd8HYmhKsOckJBx4mg_MRRGI8xL55/s72-c/%25D0%2591%25D0%25BB%25D0%25BE%25D0%25BA+%25D0%25B2%25D0%25B8%25D0%25B4+%25D1%2581%25D0%25B2%25D0%25B5%25D1%2580%25D1%2585%25D1%2583+2.png" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-1976509997996486756</id><published>2017-09-15T17:41:00.000+04:00</published><updated>2019-02-28T14:46:17.787+04:00</updated><title type='text'>JK System, a New Structural System and Construction Technology (PDF Download Available)</title><content type='html'>&lt;a href=&quot;https://www.researchgate.net/publication/242023978_JK_System_a_New_Structural_System_and_Construction_Technology&quot;&gt;https://www.researchgate.net/publication/242023978_JK_System_a_New_Structural_System_and_Construction_Technology&lt;/a&gt;
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&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/1976509997996486756'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/1976509997996486756'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2017/09/jk-system-new-structural-system-and.html' title='JK System, a New Structural System and Construction Technology (PDF Download Available)'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-3148605414467542877</id><published>2017-07-07T13:44:00.000+04:00</published><updated>2017-07-07T13:45:04.339+04:00</updated><title type='text'></title><content type='html'>&lt;p class=&quot;mobile-photo&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLAy5N-YaaVSzjrsu-t33fafBUZzLJ_jLsfsp26DgR7QaS2yXjNZWaA5h5qHyU1_xFjFYVn_q5ObUpuAAD5xBOPZMV1mk2cfiE_w9CD1znN5U97yY0R33wO_0egVwlLQr7cVDOU3jotd0L/s1600/IMG_1372-704340.JPG&quot;&gt;&lt;img src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLAy5N-YaaVSzjrsu-t33fafBUZzLJ_jLsfsp26DgR7QaS2yXjNZWaA5h5qHyU1_xFjFYVn_q5ObUpuAAD5xBOPZMV1mk2cfiE_w9CD1znN5U97yY0R33wO_0egVwlLQr7cVDOU3jotd0L/s320/IMG_1372-704340.JPG&quot;  border=&quot;0&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_6439962893374604690&quot; /&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/3148605414467542877'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/3148605414467542877'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2017/07/blog-post.html' title=''/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLAy5N-YaaVSzjrsu-t33fafBUZzLJ_jLsfsp26DgR7QaS2yXjNZWaA5h5qHyU1_xFjFYVn_q5ObUpuAAD5xBOPZMV1mk2cfiE_w9CD1znN5U97yY0R33wO_0egVwlLQr7cVDOU3jotd0L/s72-c/IMG_1372-704340.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-1737147158858470623</id><published>2016-10-28T09:08:00.001+04:00</published><updated>2016-10-28T09:08:52.805+04:00</updated><title type='text'>Ксайпекс. </title><content type='html'>&lt;p class=&quot;mobile-photo&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir8h-ARRJ3elR4AgOd0rZIvE6MiXiNrU57zqSvutfRyMRxnG_CvICb_tSy63UfuKgnRFOzQvi199VkGyqyirkUKYksxSepLMEaf_bh8JSYM8kwmGkQEnIDmRw94wpWR6xFi-ECUweIoc6P/s1600/IMG_20161010_160109-732806.jpg&quot;&gt;&lt;img src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir8h-ARRJ3elR4AgOd0rZIvE6MiXiNrU57zqSvutfRyMRxnG_CvICb_tSy63UfuKgnRFOzQvi199VkGyqyirkUKYksxSepLMEaf_bh8JSYM8kwmGkQEnIDmRw94wpWR6xFi-ECUweIoc6P/s320/IMG_20161010_160109-732806.jpg&quot;  border=&quot;0&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_6346378253545618242&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Отправлено&amp;nbsp;с&amp;nbsp;моего&amp;nbsp;смартфона&amp;nbsp;BlackBerry&amp;nbsp;10.&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/1737147158858470623'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/1737147158858470623'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2016/10/blog-post.html' title='Ксайпекс. '/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir8h-ARRJ3elR4AgOd0rZIvE6MiXiNrU57zqSvutfRyMRxnG_CvICb_tSy63UfuKgnRFOzQvi199VkGyqyirkUKYksxSepLMEaf_bh8JSYM8kwmGkQEnIDmRw94wpWR6xFi-ECUweIoc6P/s72-c/IMG_20161010_160109-732806.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-7338999863929665714</id><published>2016-09-22T22:05:00.000+04:00</published><updated>2016-09-22T22:06:35.835+04:00</updated><title type='text'>Тепловой насос 35 кВт</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOhwNLIQ_dnCdKbTs6R9sc5IfFk-TjzfA4XXFUpIFwkPHsHi-duJax9azqY-iDpqAlaX66nnodzWCNWNhmpQhTnWsIZkvaGmqBWhrrP6bfuKNuryVWWi4q3HpI-1v7mO-D-u4HdUnXQGmz/s1600/%25D0%259B%25D0%25B5%25D1%2582%25D0%25BE+2016+-+173.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOhwNLIQ_dnCdKbTs6R9sc5IfFk-TjzfA4XXFUpIFwkPHsHi-duJax9azqY-iDpqAlaX66nnodzWCNWNhmpQhTnWsIZkvaGmqBWhrrP6bfuKNuryVWWi4q3HpI-1v7mO-D-u4HdUnXQGmz/s320/%25D0%259B%25D0%25B5%25D1%2582%25D0%25BE+2016+-+173.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/7338999863929665714'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/7338999863929665714'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2016/09/35.html' title='Тепловой насос 35 кВт'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOhwNLIQ_dnCdKbTs6R9sc5IfFk-TjzfA4XXFUpIFwkPHsHi-duJax9azqY-iDpqAlaX66nnodzWCNWNhmpQhTnWsIZkvaGmqBWhrrP6bfuKNuryVWWi4q3HpI-1v7mO-D-u4HdUnXQGmz/s72-c/%25D0%259B%25D0%25B5%25D1%2582%25D0%25BE+2016+-+173.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-3082159858278758046</id><published>2016-09-21T07:34:00.000+04:00</published><updated>2016-09-21T07:34:33.671+04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Геотермия"/><category scheme="http://www.blogger.com/atom/ns#" term="отопление"/><title type='text'>Система отопления и охлаждения здания промбазы на основе теплового насоса</title><content type='html'>&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;На Тамани завершен монтаж &amp;nbsp;и пуско-наладка системы отопления/охлаждения мощностью 75 кВ на основе двух тепловых насосов.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/3082159858278758046'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/3082159858278758046'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2016/09/blog-post.html' title='Система отопления и охлаждения здания промбазы на основе теплового насоса'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIkothsh0Kx94gLtkhvj7tHLRxhts8oLySKuJ8YEHO7OL_AC3W17Lb2sRlO0vhptPULoamDZGObPEStThKjfrWDjphs6evLktHw6z5GQEMkMv1Jh1ZHGZ9YOJV6EDbXl8DvXtUF_Dm7xBR/s72-c/%25D0%259B%25D0%25B5%25D1%2582%25D0%25BE+2016+-+158.JPG" height="72" width="72"/><georss:featurename>Новороссийск, Краснодарский край, Россия</georss:featurename><georss:point>44.7154014 37.761966900000061</georss:point><georss:box>44.534864899999995 37.439243400000059 44.8959379 38.084690400000063</georss:box></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-1535035146467678931</id><published>2015-02-04T10:17:00.000+04:00</published><updated>2015-02-04T10:18:17.204+04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Обследования"/><category scheme="http://www.blogger.com/atom/ns#" term="Ремонт железобетона"/><category scheme="http://www.blogger.com/atom/ns#" term="коррозия"/><category scheme="http://www.blogger.com/atom/ns#" term="портовые сооружения"/><title type='text'>РЕМОНТ ЖЕЛЕЗОБЕТОННЫХ КОНСТРУКЦИЙ</title><content type='html'>&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;КОМПЛЕКСНАЯ СИСТЕМА РЕМОНТА ЖЕЛЕЗОБЕТОННЫХ КОНСТРУКЦИЙ ПОРТОВЫХ
СООРУЖЕНИЙ &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;В 1998 года нашей
группе специалистов было предложено принять участие в разработке нового подхода
к ремонту железобетонных конструкций морских портовых сооружений
Новороссийского Морского Торгового порта. К этому моменту стало очевидным, что &amp;nbsp;применявшиеся традиционные методы восстановления
повреждений таких конструкций и сооружений (торкретирование, бетонирование и
оштукатуривание поврежденных участков) не давали желаемого результата. Они были
малоэффективны с точки зрения долговечности/надежности, а также с точки зрения
снижения эксплуатационных расходов. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;Проведя анализ
мирового опыта в области ремонта железобетонных конструкций, нашими инженерами была
разработана и внедрена в практику новая технология ремонта, позволившая решить
поставленные задачи. Изначально, при разработке системы ремонта железобетонных
конструкций было уделено большое внимание комплексному подходу к решению
проблемы. В процессе поиска оптимального решения был проведен большой объем
лабораторных и практических исследований, позволивший в конечном итоге получить
гибкую систему ремонта железобетонных конструкций, выработать общие требования
к системе ремонта и применяемым материалам.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 35.4pt;&quot;&gt;
&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;Практическая реализация
концепции комплексного подхода к ремонту железобетона с учетом действующих
коррозионных процессов показала высокую эффективность предлагаемых технических
решений. &amp;nbsp;Добиться этого получилось
обеспечив выполнение следующих условий:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;- снижении скорости деградации/коррозии материалов из которых
выполнена конструкция (бетона и стали);&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;- обеспечение совместности работы ремонтных слоев и материалов конструкции;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;- восстановлении защитных функций слоев конструкции подверженным в
внешним воздействиям (атмосферным, температурным перепадам и т.п.);&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;- снижении проницаемости конструкции для воды, солей и других
агрессивных веществ. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;По мере накопления практического
опыта ремонта данная&amp;nbsp; технология была
адаптирована и оптимизирована к различным условиям производства работ и
применяемому оборудованию, степени повреждения конструкций, требуемой
надежности. В 1999 году, к наработанным техническим решениям было добавлена
возможность восстановления или усиления конструкций с помощью композитных
(углеродных или стеклянных) лент и ламелей. В совокупности с системой ремонта,
это позволило в разы повысить долговечность ремонта и межремонтные интервалы.&amp;nbsp; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;В общем случае, система ремонта
железобетонных сооружений включает следующие этапы:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;·&lt;span style=&quot;font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;!--[endif]--&gt;Мероприятия направленны на снижение воздействия
коррозионных процессов в бетоне и арматуре. В зависимости от агрессивности
среды, степени коррозии это могут быть ингибиторы коррозии, элементы системы
анодной/катодной защиты, картриджи с ингибиторами, полимерные
грунты-преобразователи ржавчины, создающие не проводящий ток защитный слой. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; text-indent: -18pt;&quot;&gt;·&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; font-size: 7pt; font-stretch: normal; text-indent: -18pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; text-indent: -18pt;&quot;&gt;Модификация ремонтных материалов в части
усиления свойств влияющих на долговечность, сопротивление коррозионным
процессам, внешним воздействиям. Как правило применяемые материалы должны иметь
высокую адгезию к основанию, повышенное сопротивление тензорным усилиям,
большую деформативность, водонепроницаемость, морозостойкость, более низкое
водопоглощение.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; text-indent: -18pt;&quot;&gt;·&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; font-size: 7pt; font-stretch: normal; text-indent: -18pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; text-indent: -18pt;&quot;&gt;При необходимости, локальное или общее
восстановление несущей способности конструкции.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; text-indent: -18pt;&quot;&gt;·&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; font-size: 7pt; font-stretch: normal; text-indent: -18pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; text-indent: -18pt;&quot;&gt;В сложных условиях, усиление защитных функций
внешних слоев конструкции может быть выполнено с помощью полимерных покрытий,
дополнительных защитных слоев на основе полимермодифицированных составов.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; text-indent: 18pt;&quot;&gt;Благодаря положительному
опыту, заложенные в систему ремонта технические решения были применены при
ремонте железобетонных сооружений Новороссийского морского порта, сооружений шахт
Соликамского рудоуправления, конструкций нефтеперерабатывающих заводов
Пермского края и Башкирии, гидротехнических сооружений Вилюйской ГЭС -3, и
многих других.&lt;/span&gt;&lt;!--[if !supportLists]--&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;Наши инженеры могут предложить заказчику комплексный подход для решения задач связанных с ремонтом
железобетонных сооружений:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;·&lt;span style=&quot;font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;!--[endif]--&gt;Проведение обследования сооружений с учетом
технологии ремонтных работ, определения степени развития коррозионных
процессов;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;·&lt;span style=&quot;font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;!--[endif]--&gt;Разработку технических решений, адаптации и
подбора ремонтных составов для обеспечения эффективности ремонта с точки зрения
долговечности и затрат.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;·&lt;span style=&quot;font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;!--[endif]--&gt;Дополнительную защиту сооружений от воздействия
действующих на сооружение и элементы конструкции агрессивных факторов.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;·&lt;span style=&quot;font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;!--[endif]--&gt;Проектирование и восстановление/повышение
несущей способности конструкций с помощью композитных материалов. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;·&lt;span style=&quot;font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;!--[endif]--&gt;Роботизированный мониторинг состояния элементов
сооружения с помощью дистанционных систем сбора информации и оповещения о
выходе контролируемых параметров за границы допустимого диапазона.&amp;nbsp;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/1535035146467678931'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/1535035146467678931'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2015/02/blog-post.html' title='РЕМОНТ ЖЕЛЕЗОБЕТОННЫХ КОНСТРУКЦИЙ'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-4379880651398239102</id><published>2014-03-08T16:22:00.000+04:00</published><updated>2014-03-08T16:24:17.673+04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ремонт железобетона"/><category scheme="http://www.blogger.com/atom/ns#" term="коррозия"/><category scheme="http://www.blogger.com/atom/ns#" term="полимерные добавки в бетон"/><title type='text'>Ремонт железобетонных конструкций</title><content type='html'>&lt;br /&gt;
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&lt;span style=&quot;color: #595959; font-family: Arial;&quot;&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;Качественный ремонт железобетонных конструкций требует тщательного&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 15px;&quot;&gt;подбора&lt;/span&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&amp;nbsp;материалов и технологий для ремонта. Это связано с необходимостью обеспечить характеристики&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 15px;&quot;&gt;ремонтных&lt;/span&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 15px;&quot;&gt;материалов&lt;/span&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&amp;nbsp;на уровне не иже&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 15px;&quot;&gt;примененных&lt;/span&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&amp;nbsp;в&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 15px;&quot;&gt;конструкции, но и решить задачи связанные с обеспечением сцепления&amp;nbsp;ремонтного&amp;nbsp;слоя с основанием. Кроме этого условия для развития коррозии металла и бетона в&amp;nbsp;конструкции ремонтируемой&amp;nbsp;конструкции значительно отличаются от тех, которые были приняты во внимание при проектировании сооружения.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; margin-bottom: 6pt; margin-left: 0in; margin-top: 6pt; unicode-bidi: embed; word-break: normal;&quot;&gt;
&lt;span style=&quot;color: #595959; font-family: Arial; font-size: 11.0pt; language: ru; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #595959; mso-style-textfill-fill-colortransforms: &amp;quot;lumm=65000 lumo=35000&amp;quot;; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;&quot;&gt;Предлагаемые нами технологии &lt;/span&gt;&lt;span style=&quot;color: #595959; font-family: Arial; font-size: 11.0pt; language: ru; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #595959; mso-style-textfill-fill-colortransforms: &amp;quot;lumm=65000 lumo=35000&amp;quot;; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;&quot;&gt;и материалы прекрасно адаптированы для ремонта &lt;/span&gt;&lt;span style=&quot;color: #595959; font-family: Arial; font-size: 11.0pt; language: ru; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #595959; mso-style-textfill-fill-colortransforms: &amp;quot;lumm=65000 lumo=35000&amp;quot;; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;&quot;&gt;железобетона,
в том чи&lt;/span&gt;&lt;span style=&quot;color: #595959; font-family: Arial; font-size: 11.0pt; language: ru; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #595959; mso-style-textfill-fill-colortransforms: &amp;quot;lumm=65000 lumo=35000&amp;quot;; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;&quot;&gt;сле при
больших объемах ремонтных работ. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; margin-bottom: 6pt; margin-left: 0in; margin-top: 6pt; unicode-bidi: embed; word-break: normal;&quot;&gt;
&lt;span style=&quot;color: #595959; font-family: Arial; font-size: 11.0pt; language: ru; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #595959; mso-style-textfill-fill-colortransforms: &amp;quot;lumm=65000 lumo=35000&amp;quot;; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;&quot;&gt;Большой &lt;/span&gt;&lt;span style=&quot;color: #595959; font-family: Arial; font-size: 11.0pt; language: ru; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #595959; mso-style-textfill-fill-colortransforms: &amp;quot;lumm=65000 lumo=35000&amp;quot;; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;&quot;&gt;накопленный опыт позволяет подобрать способы
производства работ и материалы для &lt;/span&gt;&lt;span style=&quot;color: #595959; font-family: Arial; font-size: 11.0pt; language: ru; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #595959; mso-style-textfill-fill-colortransforms: &amp;quot;lumm=65000 lumo=35000&amp;quot;; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;&quot;&gt;гидротехнических, подземных, транспортных сооружений,
промышленных &lt;/span&gt;&lt;span style=&quot;color: #595959; font-family: Arial; font-size: 11.0pt; language: ru; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #595959; mso-style-textfill-fill-colortransforms: &amp;quot;lumm=65000 lumo=35000&amp;quot;; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;&quot;&gt;и &lt;/span&gt;&lt;span style=&quot;color: #595959; font-family: Arial; font-size: 11.0pt; language: ru; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #595959; mso-style-textfill-fill-colortransforms: &amp;quot;lumm=65000 lumo=35000&amp;quot;; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;&quot;&gt;гражданских
зданий. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #595959; font-family: Arial; font-size: 11.0pt; language: ru; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #595959; mso-style-textfill-fill-colortransforms: &amp;quot;lumm=65000 lumo=35000&amp;quot;; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;&quot;&gt;Использование современных гидроизоляционных материалов
позволяет выполнять работы в том числе и в обводненных условиях, при наличии
активной фильтрации воды.&lt;/span&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/4379880651398239102'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/4379880651398239102'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2014/03/blog-post.html' title='Ремонт железобетонных конструкций'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrcF5fgWWQBEbUsKlrzcbHpZlV3ZCblJf7DkwQ5TTM-h-S8aFhUKYsXHX8h9xpAEFb6L3OB9puihadc-e7q2YJEu0e9gtskMpGNwhdgIxqyBcdANwLWqSYLjjuzfz_6-Rhe4el6584Ipc2/s72-c/NOVOROS6.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-6228283047327954913</id><published>2013-09-18T14:50:00.001+04:00</published><updated>2013-09-18T14:50:46.932+04:00</updated><title type='text'>Применение смолы Silipox Injection 804 для ремонта трещин облицовки ступеней</title><content type='html'>&lt;div style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;
Для ремонта трещин в облицовке ступеней была использована эпоксидная низковязкая смола Silipox Injection 804. Опыт применения позволяет выделить следующие положительные моменты:&lt;/div&gt;
&lt;ul style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;
&lt;li&gt;хорошую проникаемость в трещины раскрытием более 0,25 мм&lt;/li&gt;
&lt;li&gt;&quot;время жизни&quot; позволяет комфортно работать со смолой. Процесс полимеризации начинается с плавного увеличения вязкости смолы, что хорошо фиксируется визуально.&lt;/li&gt;
&lt;li&gt;Смола хорошо поддается шлифовке, что позволяет удалить ее излишки с поверхности, при необходимости обеспечить хороший внешний вид зоны ремонта.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
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</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/6228283047327954913'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/6228283047327954913'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2013/09/silipox-injection-804.html' title='Применение смолы Silipox Injection 804 для ремонта трещин облицовки ступеней'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWAbdFITMcAmBNEOZ1gmtkSTPtJ9hZoKGdy8HS8yrKD7fM9IAEyy6rUnuLTQZZ7PkgRJG8kQFMwyrd3Tnqa_ZY372i7sd_Tdiq5Dcf_GWXOyjWNTci-nmsEDypFcVbs3gQZkGcXB5ecIA8/s72-c/DSC_0269.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-6730813866017881776</id><published>2013-05-15T16:55:00.000+04:00</published><updated>2013-05-15T16:55:27.944+04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="3D панели"/><category scheme="http://www.blogger.com/atom/ns#" term="JK-structure"/><category scheme="http://www.blogger.com/atom/ns#" term="Гуренко"/><category scheme="http://www.blogger.com/atom/ns#" term="Монолитное строительства"/><category scheme="http://www.blogger.com/atom/ns#" term="новые технологии для малоэтажного строительства"/><title type='text'>ОБЗОР ТЕХНОЛОГИЙ СТРОИТЕЛЬСТВА МАЛОЭТАЖНЫХ ЗДАНИЙ</title><content type='html'>&lt;br /&gt;
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&lt;span style=&quot;font-variant: small-caps; line-height: 115%;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Обзор технологий строительства малоэтажных зданий&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-variant: small-caps; line-height: 115%;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: x-small;&quot;&gt;Автор: Гуренко А. Н.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: 10.0pt; line-height: 115%;&quot;&gt;В данной статье
рассматриваются варианты применения наиболее распространенных технологий для
малоэтажного строительства с учетом современных требований к качеству,
энергоэффективности и экологичности строительства.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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Изменение государственной
концепции в части строительства и смещение фокуса на малоэтажную застройку
предъявляет строительному рынку новые требования как с точки зрения организации
процесса работ, так и энергоэффективности зданий. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
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Повышение энергоэффективности
зданий, другая тенденция нашего времени, направленная на снижение потребления
ресурсов. Наиболее эффективный путь&amp;nbsp; в
этом направлении обеспечение неразрывности теплового контура здания и повышения
термического сопротивления ограждающих конструкций. И если повышению
термического сопротивлению ограждающих конструкций уделяется все большее
внимание, благодаря чему появилось много новых материалов и технологий, то
реализация замкнутого теплового контура здания на практике оставляет желать
лучшего.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
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Традиционные для бывшего
Советского Союза методы строительства, уже не отвечают современным запросам ни по
скорости и качеству строительства, ни по энергоэффективности. Вследствие этого
в последние годы на строительный рынок пробиваются или уже пробились новые
технологии возведения малоэтажных зданий, заявляемые как более эффективные. Ниже
приведено сравнение технологий представленных на рынке для строительства
несущих и самонесущих стен.&amp;nbsp; &lt;span style=&quot;color: #595959; mso-themecolor: text1; mso-themetint: 166;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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Несущие и самонесущие стены, в
том числе для ограждающих конструкций, могут быть выполнены сплошными или
многослойными. &amp;nbsp;Сплошные стены, как
правило, выполнены из однородного материала, обеспечивающего прочность конструкции,
передачу и распределение&amp;nbsp; нагрузок, и
одновременно,&amp;nbsp; изолирующего внутренний
объем здания от неблагоприятных внешний воздействий.&amp;nbsp; Недостатки давно известны. Прочные материалы,
например камень, кирпич, бетон, с разной степенью успешности справляются с
действующими нагрузками, но слишком не эффективны с точки зрения потерь тепла,
требуют мощных фундаментов. Изолирующие материалы – на много более эффективны
для защиты теплового контура, но мало пригодны для устройства силовой структуры
здания. Из этого ряда несколько&amp;nbsp;
выбивается дерево, но оно, по сути, является природным композитным
материалом, что позволяет ему иметь не плохие прочностные и изоляционные
свойства. Понимая это, логично разделить конструкции стен на слои, в которых
каждый материал будет использован максимально эффективно.&amp;nbsp; &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Современная строительная индустрия
предлагает рынку различные варианты реализации принципа разделения материалов
на конструктивные и изоляционные. Наиболее &amp;nbsp;распространенные из них это утепление стен, выполненных
из традиционных строительных материалов (кирпич, цементные блоки), использование
легких несущих каркасов (металлических или деревянных) заполненных утеплителем,
применение строительных материалов объединяющих конструкционные и изолирующие свойства
(поризованные керамические и силикатные блоки). Современная тенденция в малоэтажном
строительстве, это комбинация&amp;nbsp; тонкой
монолитной армированной конструкции из легкого бетона, воспринимающей все
нагрузки от здания и использование эффективного утеплителя. Утепление здания
может быть выполнено в виде вентилируемого фасада, в виде фасадных панелей или
другим традиционным способом. Основные преимущества такой системы это быстрота
возведения несущих конструкций,&amp;nbsp; простота
технологии, возможность обеспечить замкнутый тепловой контур в здании, особенно
в месте сопряжения стен и кровли. Важным аспектом является высокая
огнестойкость конструкций в том числе и для плит покрытия.&amp;nbsp; &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Основные плюсы и минусы
существующих решений&amp;nbsp; сведены в таблицу
№1.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div align=&quot;right&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: right;&quot;&gt;
&lt;b&gt;Таблица №1&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 100%px;&quot;&gt;
 &lt;thead&gt;
&lt;tr style=&quot;height: 70.4pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;
   &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 70.4pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 17.02%;&quot; valign=&quot;top&quot; width=&quot;17%&quot;&gt;
   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;
   &lt;td style=&quot;background: #DAEEF3; border-left: none; border: solid windowtext 1.0pt; height: 70.4pt; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
   &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Однородные конструкции из камня, кирпича и бетона.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
   &lt;td style=&quot;background: #DAEEF3; border-left: none; border: solid windowtext 1.0pt; height: 70.4pt; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
   &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Многослойные стены,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;(каменная кладка или бетон утепленный слоем
   теплоизоляции)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
   &lt;td style=&quot;background: #DAEEF3; border-left: none; border: solid windowtext 1.0pt; height: 70.4pt; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
   &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Многослойные стены по технологи 3D&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
   &lt;td style=&quot;background: #DAEEF3; border-left: none; border: solid windowtext 1.0pt; height: 70.4pt; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
   &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Каркасные стены (стальной или деревянный каркас
   заполненный утеплителем)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
   &lt;td style=&quot;background: #DAEEF3; border-left: none; border: solid windowtext 1.0pt; height: 70.4pt; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.42%;&quot; width=&quot;16%&quot;&gt;
   &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Поризованные материалы (Газо- и пеноблоки, легкие
   бетоны)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;/tr&gt;
&lt;/thead&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;height: 63.15pt; mso-yfti-irow: 1;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 63.15pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 17.02%;&quot; valign=&quot;top&quot; width=&quot;17%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Средняя
  толщина конструкции с учетом нормируемого теплосопротивления стен&amp;nbsp; для Москвы&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 63.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; valign=&quot;top&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;220 см
  сплошной кирпич&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;125 см –
  пустотелый кирпич&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 63.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; valign=&quot;top&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Общая -
  60 см&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;380
  кирпич&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Или 10 см
  утепленный фасад до&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Или &amp;nbsp;утепление + облицовочный кирпич&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 63.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; valign=&quot;top&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Общая &amp;nbsp;- 23-24 см&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;12 см –
  несущие стены&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;+ 11-12
  см утеплитель и отделка&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 63.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; valign=&quot;top&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Общая
  11-15 см&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 63.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.42%;&quot; valign=&quot;top&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Общая - &amp;nbsp;45 см&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;400&amp;nbsp; газоблок&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;+ 3,0-5,0
  см утеплитель&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr&gt;
  &lt;td style=&quot;border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 17.02%;&quot; width=&quot;17%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Преимущества&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Низкая стоимость строительства, &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;большой выбор производителей, &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;огромный строительный опыт&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Меньший вес конструкции за счет
  уменьшения толщины стен, &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;основная часть работ выполняется из
  широко распространенных материалов, &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;снижение трудозатрат&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;доступность материалов и широкий выбор
  производителей&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Высокая скорость работ,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Низкий вес конструкции,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;высокая прочность здания,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;низкие трудозатраты,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;низкие требования к квалификации
  рабочих &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;высокая огнестойкость&amp;nbsp; и защита от проникновения с улицы&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Высокая скорость работ, низкий вес,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.42%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Средняя скорость работ, низкий вес, &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Широкое распространение в центральном
  регионе, &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;средняя защита от проникновения с улицы&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 28.55pt; mso-yfti-irow: 3;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 28.55pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 17.02%;&quot; width=&quot;17%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Недостатки&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 28.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Очень большой объем материалов,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;большой вес стен,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;необходимость устройства мощных
  фундаментов,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;высокие трудозатраты,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;необходимо использовать грузоподъемную
  технику&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 28.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Высокие трудозатраты, большой вес
  конструкции, необходимо использовать грузоподъемную технику, необходимо
  использовать мощные фундаменты&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 28.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Необходимо пройти обучение, &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Малая распространённость технологии на
  сегодняшний день. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Более высокая стоимость металлического
  каркаса&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 28.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Высокие требования к квалификации
  рабочих, &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Высокие требования к качеству
  выполненных работ,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Низкая огнестойкость, &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Низкая защита от проникновения с улицы,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Сложности при устранении выявленных
  дефектов.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 28.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.42%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Высокое влияние на теплоизоляционные
  свойства влажности блоков, большой объем отходов, высокая
  чувствительность&amp;nbsp; стен к неравномерным
  осадкам. Возможно образование мостиков холода в местах сопряжения с
  перекрытиями и кровлей.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 26.25pt; mso-yfti-irow: 4;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 17.02%;&quot; width=&quot;17%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Распространённость
  &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Не
  применяется&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Широко&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Мало&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Широко&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.42%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Широко&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 26.25pt; mso-yfti-irow: 5; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 17.02%;&quot; valign=&quot;top&quot; width=&quot;17%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Скорость
  строительства&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 8.0pt;&quot;&gt; (на примере
  многоквартирного дома площадью 800 м2)/Трудозатраты&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Более 8
  мес/высокие&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;7-9
  мес/высокие&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;3,5-4,5
  мес/низкие&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;6-9
  мес/средние&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.42%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;6-8
  мес./средние&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Одним из узких мест современной
малоэтажной застройки является традиционная конструкция кровли. Часто, ошибки
проектирования и дефекты при монтаже приводят к значительной&amp;nbsp;&amp;nbsp; утечке тепловой энергии через кровлю и ее
сопряжение со стенами, следовательно увеличению затрат на поддержание климата в
помещениях. &amp;nbsp;Кровля, как никакая другая
конструкция, &amp;nbsp;сильно зависит от качества
выполненных работ, квалификации исполнителей, соблюдения влажностного режима
утеплителя. Альтернативой конструкции кровли из дерева является устройство плиты
покрытия (как плоской, так и скатной) из легкого монолитного железобетона
(система ЗD).&amp;nbsp; Это позволяет обеспечить
замкнутый тепловой контур конструкции, в том числе в местах сопряжения стен и
плиты покрытия, значительно уменьшить воздействие влажного теплого воздуха на
утеплитель, улучшить акустический комфорт в мансардных помещениях. Совмещение
легкого бетона и специального арматурного каркаса, собираемого из элементов
заводского изготовления, позволяет выполнить работы быстро и качественно. Существенным
отличием данной технологи является возможность заполнения арматурного каркаса бетонной
смесью без применения опалубки. Быстрота сборки каркаса, а также особенности
его устройства, резко снижают возможные отклонения от технологии. Важно, что
технология и материалы для устройства стен, перекрытий и плит покрытия не
изменяются. Таким образом, несущая структура здания предоставляет собой единую,
однородную структуру, что значительно упрощает реализацию концепции замкнутого
теплового контура.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
Строительство энергоэффективных
зданий &amp;nbsp;дает возможность использовать не только
пассивные системы энергосбережения, но и внедрять в практику активные системы.
Одной из перспективных технологий в этой сфере является геотермальные системы
на основе грунтовых тепловых насосов и зондов, позволяющие значительно снизить
потребление энергии и упростить интеграцию систем отопления в «умный дом». &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-size: 10.0pt; line-height: 115%;&quot;&gt;07.08.2012&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/6730813866017881776'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/6730813866017881776'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2013/05/blog-post_15.html' title='ОБЗОР ТЕХНОЛОГИЙ СТРОИТЕЛЬСТВА МАЛОЭТАЖНЫХ ЗДАНИЙ'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-5991856721197113819</id><published>2013-05-06T07:29:00.002+04:00</published><updated>2013-08-07T16:43:08.830+04:00</updated><title type='text'>Смолы новейшего поколения для устранения фильтрации воды через трещины</title><content type='html'>&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;Примеры работы&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;Устранение протечек через трещины в железобетонных стенах&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
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&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/5991856721197113819'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/5991856721197113819'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2013/05/blog-post.html' title='Смолы новейшего поколения для устранения фильтрации воды через трещины'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOOiwbtchVhO4X5HQ9YgLqmWyTTXQ10cnjTznUXaKTgHgg5Kf_E1O8y6xl6jBctcXjUoDs11AUXATOrIELU5nc-uHrXh7k1HS_nGwHptDWvPFgDqydY1vbHoB9flvaqCC18oBFbs7Kpt8w/s72-c/P1070340.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-4946912102475325818</id><published>2013-02-12T13:10:00.002+04:00</published><updated>2013-02-12T13:10:29.315+04:00</updated><title type='text'>Усиление мостовых пролетных строений композитом на основе углепластика</title><content type='html'>&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;Технологические приемы работ по усилению конструкций углеродной лентой на примере мостовой балки.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&amp;nbsp;&lt;span style=&quot;font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif;&quot;&gt;Очистка поверхности бетона от цементной пленки&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;Нанесение грунтовочного слоя адгезива и укладка ленты&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;Прикатка ленты для выдавливания воздушных полостей, нанесение финишного защитного слоя&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;Готовый слой композитного материала на основе углепластика&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/4946912102475325818'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/4946912102475325818'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2013/02/blog-post_12.html' title='Усиление мостовых пролетных строений композитом на основе углепластика'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8NcvcbzZxxAirgzXOltHj6GqVGZ2A0q-4osEzoD6QZLhYpt_f8lpP8WTlvFhH7hSGAIfdWBAap-lf-M3gqUebPm-OgOvIrZl1pP8JXY-y-orlH9j5FjBXwqoHs9E9UoGc4mo7D7WfciLg/s72-c/DSC_0172.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-3065281064814851294</id><published>2013-02-04T09:01:00.001+04:00</published><updated>2016-09-21T07:37:19.632+04:00</updated><title type='text'>Укладка полстирол бетона без применения опалубки</title><content type='html'>&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Еще одно видео с процессом заполнения каркаса (панели) легким бетоном &amp;nbsp;(D600) без применения опалубки.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/3065281064814851294'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/3065281064814851294'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2013/02/blog-post.html' title='Укладка полстирол бетона без применения опалубки'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWh3SNOUM5hOOKPjkiE0QjOIPrp8qxzMStQH_Qs01dwC43RaYgCU5MVDH-yrF0BnyReXgp_Hlse0cL32yy1AgdvkgQVNPLFWa0WxgzGPuX2B7ycGPlyMEbgQ1Y4R06Ms_zs5e6wCHcdIKi/s72-c/Sony+175.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-1106788180639753</id><published>2013-01-18T17:17:00.000+04:00</published><updated>2013-01-18T17:21:59.946+04:00</updated><title type='text'>Полистирол бетон VS Газоблок.</title><content type='html'>&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;
Полистирол бетон по сравнению с силикатными газоблоками имеет ряд эксплуатационных преимуществ. &lt;/div&gt;
&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;
- низкое водопоглощение&lt;/div&gt;
&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;
- меньшие ограничения&amp;nbsp; при заделке дюбелей и анкеров в стенах. (пример ниже)&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Рядом с каждым грузом показан образец анкера на котором он закреплен. Вес груза 20 кг.&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
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&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/1106788180639753'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/1106788180639753'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2013/01/vs.html' title='Полистирол бетон VS Газоблок.'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi07veGXbf2Sv9SzunicZiWbVZOaU2kr6HWFq2YOmffXhNf0VFSOmt8NQaxbd5X-qtYlhK_F4oksOU2mQBzUNlA42aFq3QS3jRT4r-rAZcbplGsfwAoSXs_umXVZIKxhrxQ5ekbrFGsIE4V/s72-c/DSCN1752.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-2728670809842746351</id><published>2012-12-29T10:48:00.002+04:00</published><updated>2012-12-29T10:48:44.841+04:00</updated><title type='text'>С НОВЫМ ГОДОМ!</title><content type='html'>&lt;div style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;
Поздравляю всех читателей блога с наступающим Новым Годом.&lt;/div&gt;
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&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/2728670809842746351'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/2728670809842746351'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2012/12/blog-post.html' title='С НОВЫМ ГОДОМ!'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_Tqi3B1PpGEcS_DeTSlq4titeXfPUU8sBmjLwJcMzjPYHxA0FRsZBKt35uJkImoEqaZ2yZ-Elsech-b8G4J3l8OnJ-4_c0-Cbvr-xbwpjYGSuttb8-C6YwN4Y9yQSIcW3GBOif8QVMXGN/s72-c/DSCF1025.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-3563764616506523672</id><published>2012-10-09T14:45:00.001+04:00</published><updated>2012-10-09T15:09:06.317+04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Испытания"/><category scheme="http://www.blogger.com/atom/ns#" term="безопалубочное бетонирование"/><title type='text'>ИСПЫТАНИЯ ПЛИТЫ ПЕРЕКРЫТИЯ </title><content type='html'>&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Вчера, в лаборатории ЦНИСС Мосты было проведено испытание образца перекрытия выполненного из легкого, монолитного, армированного пространственной структурой бетона.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;b&gt;Данные образца.&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Длинна пролета - 3,0 метра&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Площадь плиты&amp;nbsp;перекрытия&amp;nbsp;(покрытия) - 4,05 м2.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Схема нагружения - равномерно распределенная нагрузка.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Толщина плиты - 12 см легкий монолитный бетон + 5 см цементно-песчаная стяжка.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Расчетная нагрузка согласна нормативам - 210 кг/м2 или 840 кг на перекрытие.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Нагружение образца проводилось ступенями по 200 кг с выдержкой между ними 10 минут.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Результаты испытаний.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Ступени нагружения: 200 кг, 400 кг, 600 кг, &amp;nbsp;860 кг, (соответствует&amp;nbsp;нормативному значению, прогиб составил около 1,5 мм.) 1000 кг, 1200 кг , 1400 кг&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Trebuchet MS&#39;, sans-serif;&quot;&gt;(начало нелинейных деформаций плиты). &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Фрагмент плиты в течение суток будет находится под действием нагрузки 1400 кг(345 кг/м2) для оценки остаточных деформаций.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Иллюстрация&amp;nbsp;испытаний&amp;nbsp;приведена на прилагающихся фотографиях.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/3563764616506523672'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/3563764616506523672'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2012/10/blog-post_9.html' title='ИСПЫТАНИЯ ПЛИТЫ ПЕРЕКРЫТИЯ '/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjZeownNyMTwRl32S8NnYp7zmF4V8rfMT6CGJ6xPCdug7nQ9DMELHILEA7XD2fjwWxS-afW3QQvWpfzi2jwn_VK0QnhMDNxj47Aj7g9__DGMcq0Z4dp3ijYo8oeHA2qDLXBP-WfL7O1x9Q/s72-c/%D0%98%D1%81%D0%BF%D1%8B%D1%82%D0%B0%D0%BD%D0%B8%D1%8F+%D0%BF%D0%BB%D0%B8%D1%82%D1%8B+%2328.JPG" height="72" width="72"/><georss:featurename>Вересковая ул., 2, Москва, Россия, 129329</georss:featurename><georss:point>55.8586456 37.6402125</georss:point><georss:box>55.8564176 37.635276999999995 55.860873600000005 37.645148</georss:box></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-8248693687092839208</id><published>2012-10-05T14:41:00.000+04:00</published><updated>2016-09-21T07:40:19.814+04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="гидроизоляция"/><title type='text'>ГИДРОИЗОЛЯЦИЯ КОНСТРУКЦИЙ </title><content type='html'>&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;На приведенных ниже фотографиях приведены примеры гидроизоляции подземной части сооружений в сложных гидрологических условиях, а также примеры типичных дефектов бетона возникающий при строительстве.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Трещины и холодные швы (швы перерыва бетонирования в конструкциях) являются причинами протечек.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&amp;nbsp;&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Пример плохой вибрации бетонной смеси при укладке, в следствии чего возникают каналы вдоль арматурных стержней&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Пример гидроизоляции подземного контура с внешней стороны сооружения с помощью полимерцементных водонепроницаемых материалов. Такой способ позволяет более толерантно подходить в к вопросам качества бетона.&lt;/span&gt;&lt;br /&gt;
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</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/8248693687092839208'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/8248693687092839208'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2012/10/blog-post.html' title='ГИДРОИЗОЛЯЦИЯ КОНСТРУКЦИЙ '/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1-p-vPeK-feruuqwPAI3U2lbejySSl3YfvZ1_3U47jeehB_iOm5IV62g8fTbDpHOFW84aDsP-3EB4XrAzAo_jAfEmwa8zJk08e7kJ2z3V4Qe6JWf0EXS1DUziIpPsKwvGINZl9lpMOJ9b/s72-c/IMGP0258.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-7300506917066736481</id><published>2012-09-27T19:21:00.000+04:00</published><updated>2012-09-27T22:17:48.920+04:00</updated><title type='text'>ДЕКОРАТИВНОЕ ОФОРМЛЕНИЕ ДОРОЖЕК И ПЛОЩАДОК</title><content type='html'>&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Новый материал AgloStone предназначен для устройства дорожек и площадок для стоянки автотранспорта. Особенностью материала является то, что на нем не скапливается дождевая вода, и за счет пористой структуры фильтруется в подложку.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Для оценки влияния суровых зимних условий России на AgloStone выполнен&amp;nbsp; опытный участок. По окончании зимнего сезона, мы проанализируем состояние покрытия и оценим возможность его применения в условиях России. &lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/7300506917066736481'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/7300506917066736481'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2012/09/blog-post_27.html' title='ДЕКОРАТИВНОЕ ОФОРМЛЕНИЕ ДОРОЖЕК И ПЛОЩАДОК'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipCxV91jfmMvlg1ftLAwHrRCyQxHlq6gT7CBBayvr90XWugXObv6jdg9g1MneWV7E6pV4It-kVrHjSiPWjAVA1_fazK5fIMvxLjDRxpEWpSFEQzP_P5G9xK9wn0H76qlPg7A0QVACZ6jNp/s72-c/AgloStone+01.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-8908149727273660180</id><published>2012-09-22T07:00:00.000+04:00</published><updated>2012-09-22T07:00:03.235+04:00</updated><title type='text'>ЭСКИЗНЫЙ ПРОЕКТ ТАУНХАУСА</title><content type='html'>&lt;br /&gt;
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&quot; 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&quot; 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&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/8908149727273660180'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/8908149727273660180'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2012/09/blog-post_22.html' title='ЭСКИЗНЫЙ ПРОЕКТ ТАУНХАУСА'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9EcjVA9qxrEidmI2JjTSbtaMohTSGkXj5hRWphncFJkuCSX81zZLth9ZdFG3UKzBMSnOdWo3GlH7M37OcAzpZaf7ApTwIg4qViATAPBEFA1Dl0-zOYucU7h9KWQmrZUd0vZ_cmOsgTfFh/s72-c/%D0%A2%D0%B0%D1%83%D0%BD%D1%85%D0%B0%D1%83%D1%81+4+%D1%81%D0%B5%D0%BA%D1%86%D0%B8%D0%B8+%D0%B2%D0%B8%D0%B4+1.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-256583105132753194</id><published>2012-09-20T12:00:00.003+04:00</published><updated>2012-09-20T12:05:53.651+04:00</updated><title type='text'>ПРОЕКТ ТАУНХАУСА НА ОСНОВЕ ТЕХНОЛОГИИ 3D АРМАТУРНОГО КАРКАСА ИЗ ЛЕГКОГО МОНОЛИТНОГО БЕТОНА</title><content type='html'>&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;Для оценки возможности технологии предлагаем эскизный проект таунхауса на 4 кв. общей площадью 368 м2.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;Технические данные проекта&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;(на картинке приведены две секции здания) &lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;![endif]--&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZmPye4yIRs3aBrxea9OorYzeF1BZd5KKW79p05Cgtz3P3QyiK7pNjpmm4npDaII01uw3Gv4P406biscsSJNpymaC6vAETz4JfOnkOjYMK6x5oQUTHX01vumA4veysAsO5kONKzCdlFLdU/s1600/%D0%9E%D0%B1%D1%89%D0%B8%D0%B9+%D0%B2%D0%B8%D0%B4.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;412&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZmPye4yIRs3aBrxea9OorYzeF1BZd5KKW79p05Cgtz3P3QyiK7pNjpmm4npDaII01uw3Gv4P406biscsSJNpymaC6vAETz4JfOnkOjYMK6x5oQUTHX01vumA4veysAsO5kONKzCdlFLdU/s640/%D0%9E%D0%B1%D1%89%D0%B8%D0%B9+%D0%B2%D0%B8%D0%B4.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;Прогнозируемая площадь участка (может быть больше с учетом
пожарных разрывов между зданиями) – 7 соток;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;Площадь застройки – 240 м&lt;sup&gt;2&lt;/sup&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;/span&gt;Общая площадь квартир – 369,8 м&lt;sup&gt;2&lt;/sup&gt;;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;Площадь одной квартиры – 92,46 м&lt;sup&gt;2&lt;/sup&gt;;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;Количество квартир на блок - 4&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;b&gt;Несущие конструкции&lt;/b&gt; (стены, перекрытия, покрытия кровли) - армированный легкий монолитный железобетон. (на основе пространственного арматурного каркаса)&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;b&gt;Тип кровли&lt;/b&gt; - утепленная монолитная ж/б плита из легкого бетона и пространственного арматурного каркаса.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;b&gt;Перегородки&lt;/b&gt; - легкие блоки&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;b&gt;Утепление&lt;/b&gt; - внешняя теплоизоляция (мокрый фасад, кирпичная кладка с утеплением)&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;b&gt;Толщина теплоизоляции&lt;/b&gt; - 100 мм&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;Планируемый расход металлического сборного каркаса на 4 секции&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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 table.MsoNormalTable
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&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; border: none; margin-left: 4.9pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 552px;&quot;&gt;
 &lt;tbody&gt;
&lt;tr align=&quot;center&quot; style=&quot;height: 29.95pt;&quot;&gt;
  &lt;td style=&quot;border: 1pt solid windowtext; height: 29.95pt; padding: 0cm 5.4pt; text-align: left; width: 251pt;&quot; width=&quot;383&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;Монтаж конструкций стен,
  перекрытий и покрытия кровли&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 29.95pt; padding: 0cm 5.4pt; text-align: center; width: 56pt;&quot; width=&quot;86&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;м2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 29.95pt; padding: 0cm 5.4pt; text-align: center; width: 54pt;&quot; width=&quot;83&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;1 429,2&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr align=&quot;center&quot; style=&quot;height: 20.95pt;&quot;&gt;
  &lt;td style=&quot;-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 20.95pt; padding: 0cm 5.4pt; text-align: left; width: 251pt;&quot; width=&quot;383&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;Панель П80&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 20.95pt; padding: 0cm 5.4pt; text-align: center; width: 56pt;&quot; width=&quot;86&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;м2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 20.95pt; padding: 0cm 5.4pt; text-align: center; width: 54pt;&quot; width=&quot;83&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;1 572,1&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr align=&quot;center&quot; style=&quot;height: 24.05pt;&quot;&gt;
  &lt;td style=&quot;-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 24.05pt; padding: 0cm 5.4pt; text-align: left; width: 251pt;&quot; width=&quot;383&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;Балка Б80&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 24.05pt; padding: 0cm 5.4pt; text-align: center; width: 56pt;&quot; width=&quot;86&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;пог.м&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 24.05pt; padding: 0cm 5.4pt; text-align: center; width: 54pt;&quot; width=&quot;83&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;2 050,0&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr align=&quot;center&quot; style=&quot;height: 20.3pt;&quot;&gt;
  &lt;td style=&quot;-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 20.3pt; padding: 0cm 5.4pt; text-align: left; width: 251pt;&quot; width=&quot;383&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;Балка Б70&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 20.3pt; padding: 0cm 5.4pt; text-align: center; width: 56pt;&quot; width=&quot;86&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;пог.м&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 20.3pt; padding: 0cm 5.4pt; text-align: center; width: 54pt;&quot; width=&quot;83&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;2 118,1&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr align=&quot;center&quot; style=&quot;height: 19.9pt;&quot;&gt;
  &lt;td style=&quot;-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 19.9pt; padding: 0cm 5.4pt; text-align: left; width: 251pt;&quot; width=&quot;383&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;Балка Б60&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 19.9pt; padding: 0cm 5.4pt; text-align: center; width: 56pt;&quot; width=&quot;86&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;пог. м&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 19.9pt; padding: 0cm 5.4pt; text-align: center; width: 54pt;&quot; width=&quot;83&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;25,0&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr align=&quot;center&quot; style=&quot;height: 26.45pt;&quot;&gt;
  &lt;td style=&quot;-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 26.45pt; padding: 0cm 5.4pt; text-align: left; width: 251pt;&quot; width=&quot;383&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;Сетка 25 мм&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 26.45pt; padding: 0cm 5.4pt; text-align: center; width: 56pt;&quot; width=&quot;86&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;пог. м&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 26.45pt; padding: 0cm 5.4pt; text-align: center; width: 54pt;&quot; width=&quot;83&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;2 058,0&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr align=&quot;center&quot; style=&quot;height: 25.35pt;&quot;&gt;
  &lt;td style=&quot;-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 25.35pt; padding: 0cm 5.4pt; text-align: left; width: 251pt;&quot; width=&quot;383&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;Полистиролбетон &lt;/span&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;D600 &lt;/span&gt;&lt;/span&gt;для заполнения арматурного каркаса&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 25.35pt; padding: 0cm 5.4pt; text-align: center; width: 56pt;&quot; width=&quot;86&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;м3&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 25.35pt; padding: 0cm 5.4pt; text-align: center; width: 54pt;&quot; width=&quot;83&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;202,3&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 21.45pt; mso-yfti-irow: 7; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-right: 1pt solid windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 21.45pt; padding: 0cm 5.4pt; text-align: left; width: 251pt;&quot; width=&quot;383&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;Дополнительная
  стальная и пластиковая арматура &lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 21.45pt; padding: 0cm 5.4pt; text-align: center; width: 56pt;&quot; width=&quot;86&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;пог. м&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 21.45pt; padding: 0cm 5.4pt; text-align: center; width: 54pt;&quot; width=&quot;83&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU; mso-hansi-font-family: Calibri; mso-themecolor: text1;&quot;&gt;1 650,7&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&amp;nbsp;Эскиз здания&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;Оборудование необходимое для работы&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;br /&gt;
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</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/256583105132753194'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/256583105132753194'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2012/09/3d.html' title='ПРОЕКТ ТАУНХАУСА НА ОСНОВЕ ТЕХНОЛОГИИ 3D АРМАТУРНОГО КАРКАСА ИЗ ЛЕГКОГО МОНОЛИТНОГО БЕТОНА'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZmPye4yIRs3aBrxea9OorYzeF1BZd5KKW79p05Cgtz3P3QyiK7pNjpmm4npDaII01uw3Gv4P406biscsSJNpymaC6vAETz4JfOnkOjYMK6x5oQUTHX01vumA4veysAsO5kONKzCdlFLdU/s72-c/%D0%9E%D0%B1%D1%89%D0%B8%D0%B9+%D0%B2%D0%B8%D0%B4.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-3567767207184309459</id><published>2012-09-11T16:36:00.002+04:00</published><updated>2012-09-11T16:53:56.823+04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="3d каркас"/><category scheme="http://www.blogger.com/atom/ns#" term="3D панели"/><category scheme="http://www.blogger.com/atom/ns#" term="NMS"/><category scheme="http://www.blogger.com/atom/ns#" term="ЦНИИС"/><category scheme="http://www.blogger.com/atom/ns#" term="безопалубочное бетонирование"/><title type='text'>ИЗГОТОВЛЕНИЕ ОБРАЗЦОВ ДЛЯ ИСПЫТАНИЙ КОНСТРУКЦИЙ ИЗ ЛЕГКОГО МОНОЛИТНОГО ЖЕЛЕЗОБЕТОНА </title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/3567767207184309459'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/3567767207184309459'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2012/09/blog-post.html' title='ИЗГОТОВЛЕНИЕ ОБРАЗЦОВ ДЛЯ ИСПЫТАНИЙ КОНСТРУКЦИЙ ИЗ ЛЕГКОГО МОНОЛИТНОГО ЖЕЛЕЗОБЕТОНА '/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgB8GzW8gdP1USf5I7hq2i7Vj-HTErKSFZQcPybiiYyyL10DT2Z8NJJxLAaFPOjUSM3gFsQAOO1AOFjMPTxSbZNABGWTVpZ8qeB31tpy6Q8QQVDsqpUUP_5HPwRNlK8rOysVsSvD1cJboE/s72-c/P1060434.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-4496168910378363947</id><published>2012-08-08T11:38:00.003+04:00</published><updated>2012-08-08T12:05:10.028+04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Кровля"/><title type='text'>КРОВЛЯ ЗАЩИЩЕННАЯ ОТ ПОЖАРА</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;b&gt;ПРИНЦИПИАЛЬНАЯ СХЕМА КРОВЛИ ЗАЩИЩЕННОЙ ОТ ВОЗДЕЙСТВИЯ ОГНЯ&lt;/b&gt;&lt;/div&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;264&quot; 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&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Благодаря высокой огнестойкости конструкции из 3D каркаса, (около 90 минут), возможно сделать кровлю здания малочувствительную к пожарам. Особенно актуальна такая конструкция для регионов подверженных лесным пожарам, в том числе и верховым.&lt;/span&gt;&lt;br /&gt;
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&lt;img alt=&quot;&quot; height=&quot;75&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/4496168910378363947'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/4496168910378363947'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2012/08/blog-post_8.html' title='КРОВЛЯ ЗАЩИЩЕННАЯ ОТ ПОЖАРА'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-6421123088247966279</id><published>2012-08-07T11:51:00.001+04:00</published><updated>2012-08-07T11:51:38.312+04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="NMS"/><category scheme="http://www.blogger.com/atom/ns#" term="безопалубочное бетонирование"/><category scheme="http://www.blogger.com/atom/ns#" term="новые технологии для малоэтажного строительства"/><title type='text'>СРАВНЕНИЕ РАЗЛИЧНЫХ ТЕХНОЛОГИЙ ДЛЯ ВОЗВЕДЕНИЯ СТЕН ЗДАНИЯ</title><content type='html'>&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;&quot;&gt;
&lt;b&gt;Сравнение преимуществ и недостатков различны технологий для стен зданий&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;

&lt;/div&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: medium none; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; width: 100%px;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;height: 70.4pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 70.4pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.7%;&quot; valign=&quot;top&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: #DAEEF3; border-left: none; border: solid windowtext 1.0pt; height: 70.4pt; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.66%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Однородные конструкции из камня, кирпича и бетона.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: #DAEEF3; border-left: none; border: solid windowtext 1.0pt; height: 70.4pt; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.66%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Многослойные стены,&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;(каменная кладка или бетон утепленный слоем
  теплоизоляции)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: #DAEEF3; border-left: none; border: solid windowtext 1.0pt; height: 70.4pt; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.66%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Многослойные стены по технологи НМС&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: #DAEEF3; border-left: none; border: solid windowtext 1.0pt; height: 70.4pt; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.66%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Каркасные стены (стальной или деревянный каркас
  заполненный утеплителем)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: #DAEEF3; border-left: none; border: solid windowtext 1.0pt; height: 70.4pt; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;Поризованные материалы (Газо- и пеноблоки, легкие
  бетоны)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 63.15pt; mso-yfti-irow: 1;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 63.15pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 15.12%;&quot; valign=&quot;top&quot; width=&quot;15%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Средняя
  толщина конструкции с учетом нормируемого теплосопротивления стен &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;для Москвы&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 63.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; valign=&quot;top&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;220 см
  сплошной кирпич&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;125 см –
  пустотелый кирпич&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 63.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; valign=&quot;top&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Общая -
  60 см&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;380
  кирпич&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Или 10 см
  утепленный фасад до&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Или &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;утепление + облицовочный кирпич&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 63.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; valign=&quot;top&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Общая &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;- 23-24 см&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;12 см –
  несущие стены&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;+ 11-12
  см утеплитель и отделка&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 63.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; valign=&quot;top&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Общая
  11-15 см&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 63.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; valign=&quot;top&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Общая - &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;45 см&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;400&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;газоблок&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;+ 3,0-5,0
  см утеплитель&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 15.12%;&quot; width=&quot;15%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Преимущества&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Низкая стоимость строительства, &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;большой выбор производителей, &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;огромный строительный опыт&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Меньший вес конструкции за счет
  уменьшения толщины стен, &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;основная часть работ выполняется из
  широко распространенных материалов, &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;снижение трудозатрат&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;доступность материалов и широкий выбор
  производителей&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Высокая скорость работ,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Низкий вес конструкции,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;высокая прочность здания,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;низкие трудозатраты,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;низкие требования к квалификации
  рабочих &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;высокая огнестойкость&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;и защита от проникновения с улицы&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Высокая скорость работ, низкий вес,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Средняя скорость работ, низкий вес, &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Широкое распространение в центральном
  регионе, &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;средняя защита от проникновения с улицы&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 28.55pt; mso-yfti-irow: 3;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 28.55pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 15.12%;&quot; width=&quot;15%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Недостатки&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 28.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Очень большой объем материалов,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;большой вес стен,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;необходимость устройства мощных
  фундаментов,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;высокие трудозатраты,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;необходимо использовать грузоподъемную
  технику&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 28.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Высокие трудозатраты, большой вес
  конструкции, необходимо использовать грузоподъемную технику, необходимо
  использовать мощные фундаменты&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 28.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Необходимо пройти обучение, &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Малая распространённость технологии на
  сегодняшний день. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Более высокая стоимость металлического
  каркаса&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 28.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Высокие требования к квалификации
  рабочих, &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Высокие требования к качеству
  выполненных работ,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Низкая огнестойкость, &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Низкая защита от проникновения с улицы,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Сложности при устранении выявленных
  дефектов.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 28.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Высокое влияние на теплоизоляционные
  свойства влажности блоков, большой объем отходов, высокая
  чувствительность&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;стен к неравномерным
  осадкам. Возможно образование мостиков холода в местах сопряжения с
  перекрытиями и кровлей.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 26.25pt; mso-yfti-irow: 4;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 15.12%;&quot; width=&quot;15%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Распространённость
  &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Не
  применяется&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Широко&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Мало&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Широко&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.98%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Широко&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 26.25pt; mso-yfti-irow: 5; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.7%;&quot; valign=&quot;top&quot; width=&quot;16%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Скорость
  строительства&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 8.0pt;&quot;&gt; (на примере многоквартирного
  дома площадью 800 м2)/Трудозатраты&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.66%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;Более 8
  мес/высокие&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.66%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;7-9
  мес/высокие&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.66%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;3,5-4,5
  мес/низкие&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.66%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;6-9
  мес/средние&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 16.64%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 8.0pt;&quot;&gt;6-8
  мес./средние&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/6421123088247966279'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/6421123088247966279'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2012/08/blog-post.html' title='СРАВНЕНИЕ РАЗЛИЧНЫХ ТЕХНОЛОГИЙ ДЛЯ ВОЗВЕДЕНИЯ СТЕН ЗДАНИЯ'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4026362410403870605.post-8710684760130929228</id><published>2012-07-27T16:41:00.000+04:00</published><updated>2016-09-21T07:41:32.622+04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="3d каркас"/><category scheme="http://www.blogger.com/atom/ns#" term="3D панели"/><category scheme="http://www.blogger.com/atom/ns#" term="JK"/><category scheme="http://www.blogger.com/atom/ns#" term="JK-structure"/><category scheme="http://www.blogger.com/atom/ns#" term="NMS"/><title type='text'>ПОЛЕЗНАЯ ПЛОЩАДЬ ЗДАНИЯ В ЗАВИСИМОСТИ ОТ ТЕХНОЛОГИИ СТРОИТЕЛЬСТВА СТЕН</title><content type='html'>&lt;div style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;
На схеме размещенной ниже, приведены изменения полезной площади помещений внутри здания в зависимости от применяемой для строительства стен технологии. Уменьшение или увеличение полезной площади приведено к полезной площади здания построенного из газобетонного блока и удовлетворяющего действующим нормам по теплосопротивлению. &lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Максимальные&amp;nbsp; габариты рассматриваемого здания 9200х6200 мм, и площадь застройки 56,9 м2.&lt;/span&gt;&lt;br /&gt;
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&lt;img alt=&quot;&quot; height=&quot;512&quot; 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&quot; width=&quot;640&quot; /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/8710684760130929228'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4026362410403870605/posts/default/8710684760130929228'/><link rel='alternate' type='text/html' href='http://gurenco.blogspot.com/2012/07/blog-post_27.html' title='ПОЛЕЗНАЯ ПЛОЩАДЬ ЗДАНИЯ В ЗАВИСИМОСТИ ОТ ТЕХНОЛОГИИ СТРОИТЕЛЬСТВА СТЕН'/><author><name>GurenCo</name><uri>http://www.blogger.com/profile/12767091888261860801</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry></feed>