<?xml version="1.0" encoding="windows-1251"?>
<rss version="2.0">
	<channel>
		<title>liraland.ua [тема: Нелінійність з ТЗА]</title>
		<link>http://www.liraland.ua</link>
		<description>Нове в темі Нелінійність з ТЗА форума  на сайті liraland.ua [www.liraland.ua]</description>
		<language>ua</language>
		<docs>http://backend.userland.com/rss2</docs>
		<pubDate>Sun, 03 May 2026 11:25:10 +0300</pubDate>
		<item>
			<title>Нелінійність з ТЗА</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum9/topic2612/message16960/">Нелінійність з ТЗА</a></b> <i>Проблема з використанням ТЗА для нелінійності.</i> у форумі <a href="http://www.liraland.ua/forum/forum9/">Работа программы (lira)</a>. <br />
			Розібрався. &nbsp;В програмі &quot;глюк&quot;. Ця версі не сприймає нелінійні жорсткості з складеного ТЗА. <br />
			<i>28.03.2023 19:54:45, GIurii.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum9/topic2612/message16960/</link>
			<guid>http://www.liraland.ua/forum/messages/forum9/topic2612/message16960/</guid>
			<pubDate>Tue, 28 Mar 2023 19:54:45 +0300</pubDate>
			<category>Работа программы (lira)</category>
		</item>
		<item>
			<title>Нелінійність з ТЗА</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum9/topic2612/message16959/">Нелінійність з ТЗА</a></b> <i>Проблема з використанням ТЗА для нелінійності.</i> у форумі <a href="http://www.liraland.ua/forum/forum9/">Работа программы (lira)</a>. <br />
			Допоможіть знайти вирішення проблеми.<img src="data:image/png;base64,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" border="0" /><br /><noindex><a href="https://drive.google.com/file/d/1BbA_7lEKVzZjlg9BS25THUMCVpZ-afu1/view?usp=share_link" target="_blank" rel="nofollow">Задачка</a></noindex> <br />
			<i>27.03.2023 14:18:58, GIurii.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum9/topic2612/message16959/</link>
			<guid>http://www.liraland.ua/forum/messages/forum9/topic2612/message16959/</guid>
			<pubDate>Mon, 27 Mar 2023 14:18:58 +0300</pubDate>
			<category>Работа программы (lira)</category>
		</item>
	</channel>
</rss>
