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	<title>Creative COW | Baqer Asad | Activity</title>
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				<title>Baqer Asad replied to the discussion extendscript to pre-compose selected layers, moving all attributes and adjust composition to the time span of the selected layers in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/extendscript-to-pre-compose-selected-layers-moving/#post-2406001</link>
				<pubDate>Mon, 15 Mar 2021 16:55:31 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/extendscript-to-pre-compose-selected-layers-moving/#post-2406001"><span class="bb-reply-lable">Reply to</span> extendscript to pre-compose selected layers, moving all attributes and adjust composition to the time span of the selected layers</a></p> <div class="bb-content-inr-wrap"><p>I edited the code just a little :</p>
<p><code>{</code></p>
<p><code>  app.beginUndoGroup("Pre-Compose to Layer Duration");</code></p>
<p><code>  var myComp = app.project.activeItem;</code></p>
<p><code>  var copySelected = myComp.selectedLayers.slice();</code></p>
<p><code>  if(myComp instanceof CompItem) {</code></p>
<p><code>    var myLayers = myComp.selectedLayers;</code></p>
<p><code>    if(myLayers.length &gt; 0){</code></p>
<p><code>      var newIndex = copySelected[copySelected.length-1].index;</code></p>
<p><code>&hellip;</code></p>
<p><span class="activity-read-more" id="activity-read-more-348110"><a href="https://creativecow.net/forums/thread/extendscript-to-pre-compose-selected-layers-moving/#post-2406001" rel="nofollow"> Read more</a></span></p>
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				<title>Baqer Asad replied to the discussion ExtendScript index in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/extendscript-index/#post-2405691</link>
				<pubDate>Wed, 10 Mar 2021 18:28:02 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/extendscript-index/#post-2405691"><span class="bb-reply-lable">Reply to</span> ExtendScript index</a></p> <div class="bb-content-inr-wrap"><p>Thank you so much!</p>
<p>I would ask 2 more things and I woulf be greatfull if you can answer them.<br />now I made the inPoint and outPoint the same as the selected layer and it works,but if I selected multiple layers and do the changes in photo2, it will give me an error,I think I can&#8217;t change the inPoint value even if I declared it as a variable so how can&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-347802"><a href="https://creativecow.net/forums/thread/extendscript-index/#post-2405691" rel="nofollow"> Read more</a></span></p>
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				<title>Baqer Asad started the discussion ExtendScript index in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/extendscript-index/</link>
				<pubDate>Wed, 10 Mar 2021 16:05:59 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/extendscript-index/">ExtendScript index</a></p> <div class="bb-content-inr-wrap"><p>Hi, is there anyway to change the index of the layer after adding it from a script ?</p>
<p>I tried this way as it&#8217;s shown on line 6 ,but it doesn&#8217;t work.<br /><img 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" 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					<item>
				<guid isPermaLink="false">ea254d347f8f714cae4da14995989aeb</guid>
				<title>Baqer Asad became a registered member</title>
				<link>https://creativecow.net/news-feed/p/347690/</link>
				<pubDate>Tue, 09 Mar 2021 15:11:19 +0000</pubDate>

				
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