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<title><![CDATA[SolidCAM Ltd.]]></title>
<link><![CDATA[https://integratedcam.com/]]></link>
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<title><![CDATA[3d milling - Registry parameter for enabling 3d milling]]></title>
<link><![CDATA[https://integratedcam.com/index.php?/Knowledgebase/Article/View/3d-milling]]></link>
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<pubDate><![CDATA[Mon, 28 Oct 2024 13:40:01 +0100]]></pubDate>
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<description><![CDATA[Registry parameter for enabling 3d milling. Changing from 1 to 0.
]]></description>
<content:encoded><![CDATA[<p>Registry parameter for enabling 3d milling. Changing from 1 to 0.</p>
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</item>
<item>
<title><![CDATA[Chamfer Milling with a Taper Tool]]></title>
<link><![CDATA[https://integratedcam.com/index.php?/Knowledgebase/Article/View/]]></link>
<guid isPermaLink="false"><![CDATA[a87ff679a2f3e71d9181a67b7542122c]]></guid>
<pubDate><![CDATA[Mon, 14 Apr 2008 12:14:49 +0200]]></pubDate>
<dc:creator><![CDATA[- NA -]]></dc:creator>
<description><![CDATA[The Chamfer feature in the Profile and Pocket operations enables you to use a Taper tool to add a chamfer to the edge of a part as well as a drill tool.]]></description>
<content:encoded><![CDATA[The Chamfer feature in the Profile and Pocket operations enables you to use a Taper tool to add a chamfer to the edge of a part as well as a drill tool.]]></content:encoded>
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