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	<title>Creative COW | Ralph Moreau | Favorites</title>
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				<title>Walter Soyka replied to the discussion With two compositions windows open, is there a way to hotkey preview main comp? in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/two-compositions-windows-open-is-there-a-way-to-hotkey-preview-main-comp-2/#post-2416703</link>
				<pubDate>Thu, 02 Sep 2021 01:48:11 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/with-two-compositions-windows-open-is-there-a-way-to-hotkey-preview-main-comp-2/#post-2416703"><span class="bb-reply-lable">Reply to</span> With two compositions windows open, is there a way to hotkey preview main comp?</a></p> <div class="bb-content-inr-wrap"><p>Click the hamburger menu on the locked comp viewer, then enable &#8220;Always preview this view.&#8221;</p>
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				<title>Dan Ebberts replied to the discussion Targeting Arbitrary Layers in ExtendScript in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/targeting-arbitrary-layers-in-extendscript/#post-2404816</link>
				<pubDate>Fri, 26 Feb 2021 15:47:11 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/targeting-arbitrary-layers-in-extendscript/#post-2404816"><span class="bb-reply-lable">Reply to</span> Targeting Arbitrary Layers in ExtendScript</a></p> <div class="bb-content-inr-wrap"><p>Something like this should give you the first selected layer:</p>
<pre><p>var selectedLayers = app.project.activeItem.selectedLayers;</p><p>if (selectedLayers.length &gt; 0){</p><p>	var myLayer = selectedLayers[0];</p><p>}else{</p><p>	alert("No layers selected.");</p><p>}</p></pre>
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				<title>Ralph Moreau became a registered member</title>
				<link>https://creativecow.net/news-feed/p/346947/</link>
				<pubDate>Fri, 26 Feb 2021 13:23:13 +0000</pubDate>

				
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