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	<title>Creative COW | Emiliano Grimaldi | Activity</title>
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				<title>Emiliano Grimaldi replied to the discussion Select random layers and change some properties in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/select-random-layers-and-change-some-properties/#post-2410954</link>
				<pubDate>Fri, 28 May 2021 15:43:47 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/select-random-layers-and-change-some-properties/#post-2410954"><span class="bb-reply-lable">Reply to</span> Select random layers and change some properties</a></p> <div class="bb-content-inr-wrap"><p>Hi Kevin,</p>
<p>One layout could be something similar to this:</p>
<p><img 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				<guid isPermaLink="false">0034adc8190b71fb99c9c2f295929909</guid>
				<title>Emiliano Grimaldi replied to the discussion Select random layers and change some properties in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/select-random-layers-and-change-some-properties/#post-2410901</link>
				<pubDate>Thu, 27 May 2021 14:31:05 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/select-random-layers-and-change-some-properties/#post-2410901"><span class="bb-reply-lable">Reply to</span> Select random layers and change some properties</a></p> <div class="bb-content-inr-wrap"><p>Kevin,</p>
<p>This is fantastic, it works and you explain each step very clearly. </p>
<p>Now, if I want those layers to be picked up randomly and not sequentially, what do I need to do?</p>
<p>Thank you</p>
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				<title>Emiliano Grimaldi started the discussion Select random layers and change some properties in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/select-random-layers-and-change-some-properties/</link>
				<pubDate>Wed, 26 May 2021 11:43:50 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/select-random-layers-and-change-some-properties/">Select random layers and change some properties</a></p> <div class="bb-content-inr-wrap"><p>Hi all,</p>
<p>I&#8217;m trying to solve this problem.</p>
<p>I would like to make a template with 10 icons and another one with 100 icons, depending on the percentage chosen on a slider I would like to have that percentage chosen from random icons, having those icons changing colour. </p>
<p>How would you approach this?</p>
<p>My approach will be to have a layer with all the grey&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-352539"><a href="https://creativecow.net/forums/thread/select-random-layers-and-change-some-properties/" rel="nofollow"> Read more</a></span></p>
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