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		<title>liraland.ua [тема: Ноды - работа с этажами]</title>
		<link>http://www.liraland.ua</link>
		<description>Нове в темі Ноды - работа с этажами форума  на сайті liraland.ua [www.liraland.ua]</description>
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		<pubDate>Wed, 11 Nov 2026 06:39:53 +0200</pubDate>
		<item>
			<title>Ноды - работа с этажами</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum16/topic2604/message16921/">Ноды - работа с этажами</a></b> <i>Формирование объектов на заданных этажах. </i> у форумі <a href="http://www.liraland.ua/forum/forum16/">Работа программы (Сапфир)</a>. <br />
			Добрый день.<br /><br />====quote====<br /> написал:<br />Добрый день, &nbsp;vorobetz !<br /><br />Не совсем понятен вопрос, что именно Вы имели ввиду. См. вложение.<br />Или для удобства можно создать блок из двух нодов. На один вход контура, но второй - уровни.<br /><br />С уважением, Алексей Тищенко<br />=============<br /><br />Спасибо, то что надо. <br />В моем случае вариант следующий. &nbsp; <br />
			<img src="https://www.liraland.ua/bitrix/components/bitrix/forum.interface/show_file.php?fid=35105&" width="1205" height="463" /><br /><i>24.01.2023 18:39:15, vorobetz.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum16/topic2604/message16921/</link>
			<guid>http://www.liraland.ua/forum/messages/forum16/topic2604/message16921/</guid>
			<pubDate>Tue, 24 Jan 2023 18:39:15 +0200</pubDate>
			<category>Работа программы (Сапфир)</category>
		</item>
		<item>
			<title>Ноды - работа с этажами</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum16/topic2604/message16920/">Ноды - работа с этажами</a></b> <i>Формирование объектов на заданных этажах. </i> у форумі <a href="http://www.liraland.ua/forum/forum16/">Работа программы (Сапфир)</a>. <br />
			Добрый день, <B>vorobetz</B>!<br /><br />Не совсем понятен вопрос, что именно Вы имели ввиду. См. вложение.<br />Или для удобства можно создать блок из двух нодов. На один вход контура, но второй - уровни.<br /><br />С уважением, Алексей Тищенко <br />
			<img src="https://www.liraland.ua/bitrix/components/bitrix/forum.interface/show_file.php?fid=35103&" width="1379" height="587" /><br /><img src="https://www.liraland.ua/bitrix/components/bitrix/forum.interface/show_file.php?fid=35104&" width="790" height="255" /><br /><i>24.01.2023 17:28:38, alekstish.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum16/topic2604/message16920/</link>
			<guid>http://www.liraland.ua/forum/messages/forum16/topic2604/message16920/</guid>
			<pubDate>Tue, 24 Jan 2023 17:28:38 +0200</pubDate>
			<category>Работа программы (Сапфир)</category>
		</item>
		<item>
			<title>Ноды - работа с этажами</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum16/topic2604/message16919/">Ноды - работа с этажами</a></b> <i>Формирование объектов на заданных этажах. </i> у форумі <a href="http://www.liraland.ua/forum/forum16/">Работа программы (Сапфир)</a>. <br />
			Добрый день. <br />Прошу подтолкнуть в нужном направлении, если вопрос ранее задавался направить в нужно е русло (не смог найти нужный мне ответ). <br />Задача простая формирование расчетной модели на основе dxf подложек, но требуется изменение габарита вертикальных конструкций в соответствии с уровнями. <br /><br /><br />Алгоритм работы простой но не работает.<br />Вот и возникает вопрос как из вне получить доступ к отображению на нужных этажах, так что бы при изменение количество менялась и зависимость, сейчас либо на выбранных ранее либо на всех, и не важно какой это уровень.<br />Спросите зачем это нужно, для оптимизации и расхода, для определения мест перехода сечений бетона, можно за короткое время сгенерировать много различных схем и найти оптимальную схему по смену сечений. <br /><img 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" border="0" /> <br />
			<i>23.01.2023 08:35:17, vorobetz.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum16/topic2604/message16919/</link>
			<guid>http://www.liraland.ua/forum/messages/forum16/topic2604/message16919/</guid>
			<pubDate>Mon, 23 Jan 2023 08:35:17 +0200</pubDate>
			<category>Работа программы (Сапфир)</category>
		</item>
	</channel>
</rss>
