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		<title>liraland.ua [тема: Помогите, не считает по американским нормам IBC-2000, как правильно задать углы и параметры]</title>
		<link>http://www.liraland.ua</link>
		<description>Нове в темі Помогите, не считает по американским нормам IBC-2000, как правильно задать углы и параметры форума  на сайті liraland.ua [www.liraland.ua]</description>
		<language>ua</language>
		<docs>http://backend.userland.com/rss2</docs>
		<pubDate>Wed, 24 Jun 2026 05:35:19 +0300</pubDate>
		<item>
			<title>Помогите, не считает по американским нормам IBC-2000, как правильно задать углы и параметры</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum10/topic2645/message17102/">Помогите, не считает по американским нормам IBC-2000, как правильно задать углы и параметры</a></b> <i>не считает по IBC-2000 помогите правильно задать углы и параметры</i> у форумі <a href="http://www.liraland.ua/forum/forum10/">Работа программы (ПК МОНОМАХ-САПР)</a>. <br />
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" 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			<i>08.11.2023 22:39:02, Oleg1982.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum10/topic2645/message17102/</link>
			<guid>http://www.liraland.ua/forum/messages/forum10/topic2645/message17102/</guid>
			<pubDate>Wed, 08 Nov 2023 22:39:02 +0200</pubDate>
			<category>Работа программы (ПК МОНОМАХ-САПР)</category>
		</item>
		<item>
			<title>Помогите, не считает по американским нормам IBC-2000, как правильно задать углы и параметры</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum10/topic2645/message17101/">Помогите, не считает по американским нормам IBC-2000, как правильно задать углы и параметры</a></b> <i>не считает по IBC-2000 помогите правильно задать углы и параметры</i> у форумі <a href="http://www.liraland.ua/forum/forum10/">Работа программы (ПК МОНОМАХ-САПР)</a>. <br />
			<img 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" border="0" /> <br />
			<i>08.11.2023 22:36:22, Oleg1982.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum10/topic2645/message17101/</link>
			<guid>http://www.liraland.ua/forum/messages/forum10/topic2645/message17101/</guid>
			<pubDate>Wed, 08 Nov 2023 22:36:22 +0200</pubDate>
			<category>Работа программы (ПК МОНОМАХ-САПР)</category>
		</item>
	</channel>
</rss>
