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		<title>liraland.ua [тема: Нод с округлением координат массива точек]</title>
		<link>http://www.liraland.ua</link>
		<description>Нове в темі Нод с округлением координат массива точек форума  на сайті liraland.ua [www.liraland.ua]</description>
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		<pubDate>Wed, 11 Nov 2026 07:09:44 +0200</pubDate>
		<item>
			<title>Нод с округлением координат массива точек</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum16/topic2534/message16671/">Нод с округлением координат массива точек</a></b> <i>кто-нибудь может помочь написать?</i> у форумі <a href="http://www.liraland.ua/forum/forum16/">Работа программы (Сапфир)</a>. <br />
			Большое спасибо! <br />
			<i>03.09.2021 09:49:51, Орлянский Евгений.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum16/topic2534/message16671/</link>
			<guid>http://www.liraland.ua/forum/messages/forum16/topic2534/message16671/</guid>
			<pubDate>Fri, 03 Sep 2021 09:49:51 +0300</pubDate>
			<category>Работа программы (Сапфир)</category>
		</item>
		<item>
			<title>Нод с округлением координат массива точек</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum16/topic2534/message16670/">Нод с округлением координат массива точек</a></b> <i>кто-нибудь может помочь написать?</i> у форумі <a href="http://www.liraland.ua/forum/forum16/">Работа программы (Сапфир)</a>. <br />
			. <br />
			<i>02.09.2021 23:54:48, vibo.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum16/topic2534/message16670/</link>
			<guid>http://www.liraland.ua/forum/messages/forum16/topic2534/message16670/</guid>
			<pubDate>Thu, 02 Sep 2021 23:54:48 +0300</pubDate>
			<category>Работа программы (Сапфир)</category>
		</item>
		<item>
			<title>Нод с округлением координат массива точек</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum16/topic2534/message16669/">Нод с округлением координат массива точек</a></b> <i>кто-нибудь может помочь написать?</i> у форумі <a href="http://www.liraland.ua/forum/forum16/">Работа программы (Сапфир)</a>. <br />
			Вот нод на JS. Файл скопировать<br />- Для Сапфир2021 &nbsp;в папку &nbsp;C:\Users\Public\Documents\SAPFIR\Sapfir 2021\Service\NodeComponents\JScript<br /> - для остальных версий в папку C:\Users\Public\Documents\SAPFIR\Sapfir 2020\Service\NodeComponents<br />Нод появится в закладке &quot;Сервисы&quot; &nbsp;на панели &quot;Math&quot;<br /><img 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" 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			<a "data-viewer="" data-viewer-type="code" data-src="/bitrix/components/bitrix/forum.interface/show_file.php?fid=31244" " href="https://www.liraland.ua/bitrix/components/bitrix/forum.interface/show_file.php?fid=31244">SPNodesRoundPoint.js</a><br /><i>02.09.2021 23:35:50, vibo.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum16/topic2534/message16669/</link>
			<guid>http://www.liraland.ua/forum/messages/forum16/topic2534/message16669/</guid>
			<pubDate>Thu, 02 Sep 2021 23:35:50 +0300</pubDate>
			<category>Работа программы (Сапфир)</category>
		</item>
		<item>
			<title>Нод с округлением координат массива точек</title>
			<description><![CDATA[<b><a href="http://www.liraland.ua/forum/messages/forum16/topic2534/message16659/">Нод с округлением координат массива точек</a></b> <i>кто-нибудь может помочь написать?</i> у форумі <a href="http://www.liraland.ua/forum/forum16/">Работа программы (Сапфир)</a>. <br />
			Добрый день коллеги. <br />Ни в питоне, ни в JS пока не разбираюсь, примеров тоже маловато. Может кто-нибудь написать Нод, который получал бы на вход массив точек, а на выход выдавал бы аналогичный массив, но с округленными координатами, до требуемой точности. <br />
			<i>30.08.2021 11:08:41, Орлянский Евгений.</i>]]></description>
			<link>http://www.liraland.ua/forum/messages/forum16/topic2534/message16659/</link>
			<guid>http://www.liraland.ua/forum/messages/forum16/topic2534/message16659/</guid>
			<pubDate>Mon, 30 Aug 2021 11:08:41 +0300</pubDate>
			<category>Работа программы (Сапфир)</category>
		</item>
	</channel>
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