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	<title>Creative COW | Henri Yates | Activity</title>
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	<description>Activity feed for Henri Yates.</description>
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				<title>Henri Yates replied to the discussion Fade Out at Marker End in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/fade-out-at-marker-end/#post-2437659</link>
				<pubDate>Fri, 18 Nov 2022 18:43:00 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/fade-out-at-marker-end/#post-2437659"><span class="bb-reply-lable">Reply to</span> Fade Out at Marker End</a></p> <div class="bb-content-inr-wrap"><p>&#x1f44f;&#x1f44f;</p>
<p>Thank you, Dan Ebberts.</p>
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				<title>Henri Yates started the discussion Fade Out at Marker End in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/fade-out-at-marker-end/</link>
				<pubDate>Fri, 18 Nov 2022 18:20:33 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/fade-out-at-marker-end/">Fade Out at Marker End</a></p> <div class="bb-content-inr-wrap"><p>Hello&#8230; I want to add an expression to another expression to add a slight fade (like 5 or 6 frames) out to a text layer. I don&#8217;t want it to disappear abruptly. </p>
<p>Here&#8217;s the expression;</p>
<p></p>
<p>m = thisLayer.marker;</p>
<p><span>n = 0;</span></p>
<p>val = &#8220;&#8221;;</p>
<p>if (m.numKeys &gt; 0){</p>
<p>  n = m.nearestKey(time).index;</p>
<p>  if (m.key(n).time &gt; time) n&#8211;;</p>
<p>}</p>
<p>if (n &gt; 0){</p>
<p>  t = time &#8211; m.key(n).time;</p>
<p>  if (t &lt;&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-376731"><a href="https://creativecow.net/forums/thread/fade-out-at-marker-end/" rel="nofollow"> Read more</a></span></p>
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				<title>Henri Yates replied to the discussion Subtitle To Disappear After Marker End in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/subtitle-to-disappear-after-marker-end/#post-2433344</link>
				<pubDate>Sun, 07 Aug 2022 20:13:38 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/subtitle-to-disappear-after-marker-end/#post-2433344"><span class="bb-reply-lable">Reply to</span> Subtitle To Disappear After Marker End</a></p> <div class="bb-content-inr-wrap"><p>Thank you very much, Mr. Dan Ebberts.
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				<guid isPermaLink="false">b4aaf97c11a1182494c43651a2a32055</guid>
				<title>Henri Yates started the discussion Subtitle To Disappear After Marker End in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/subtitle-to-disappear-after-marker-end/</link>
				<pubDate>Fri, 05 Aug 2022 20:28:19 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/subtitle-to-disappear-after-marker-end/">Subtitle To Disappear After Marker End</a></p> <div class="bb-content-inr-wrap"><p>Hello, </p>
<p>I am working with this expression for subtitles but the subtitle stays on even until the next marker. I want subtitle to disappear when there&#8217;s a gap between markers.</p>
<p>Any help?</p>
<p>Here&#8217;s the expression I am using;</p>
<p>m = thisComp.layer(1).marker;</p>
<p>n = 0;</p>
<p>if (m.numKeys &gt; 0){</p>
<p>n = m.nearestKey(time).index;</p>
<p>if (m.key(n).time &gt; time){</p>
<p>n&#8211;;</p>
<p>}</p>
<p>}</p>
<p>if (n ==&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-372867"><a href="https://creativecow.net/forums/thread/subtitle-to-disappear-after-marker-end/" rel="nofollow"> Read more</a></span></p>
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				<title>Henri Yates replied to the discussion Add Keyframe?? in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/add-keyframe-3/#post-2419865</link>
				<pubDate>Sun, 31 Oct 2021 10:46:33 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/add-keyframe-3/#post-2419865"><span class="bb-reply-lable">Reply to</span> Add Keyframe??</a></p> <div class="bb-content-inr-wrap"><p>Thank you.</p>
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				<title>Henri Yates started the discussion Trigger &#34;position&#34; with markers in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/trigger-position-with-markers/</link>
				<pubDate>Mon, 25 Oct 2021 10:31:22 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/trigger-position-with-markers/">Trigger "position" with markers</a></p> <div class="bb-content-inr-wrap"><p>Hello, I want to animate &#8220;position&#8221; of an item. I want that the marker&#8217;s comment (which will be a number) to add or subtract from the previous keyframe value and place and new keyframe under the marker.</p>
<p>For example; the first keyframe (marker, Y Position) is 50, which I initially set. I want the second keyframe value to be the second marker&#8217;s&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-360428"><a href="https://creativecow.net/forums/thread/trigger-position-with-markers/" rel="nofollow"> Read more</a></span></p>
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				<title>Henri Yates started the discussion Create Markers from External File. in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/create-markers-from-external-file/</link>
				<pubDate>Thu, 21 Oct 2021 22:17:19 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/create-markers-from-external-file/">Create Markers from External File.</a></p> <div class="bb-content-inr-wrap"><p>Hello&#8230;</p>
<p>I was wondering if there was a script or a way to create markers with comment retrieved from an external .txt file?</p>
<p>It would pick the first line from the text file and use it first marker&#8217;s comment and the second line as the second marker&#8217;s comment and so on. It could place all markers one the same or each on its own layer (text, null,&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-360323"><a href="https://creativecow.net/forums/thread/create-markers-from-external-file/" rel="nofollow"> Read more</a></span></p>
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				<title>Henri Yates replied to the discussion Add Keyframe?? in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/add-keyframe-3/#post-2415227</link>
				<pubDate>Sat, 07 Aug 2021 14:11:08 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/add-keyframe-3/#post-2415227"><span class="bb-reply-lable">Reply to</span> Add Keyframe??</a></p> <div class="bb-content-inr-wrap"><p>I know about the Alt + (P, T, S, A, R) but what if you have a property like say trim path, start/end, offset etc?</p>
<p>Thanks for replying though.</p>
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				<guid isPermaLink="false">d021ffc963b949cda47bad1112df8ba7</guid>
				<title>Henri Yates started the discussion Add Keyframe?? in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/add-keyframe-3/</link>
				<pubDate>Sat, 07 Aug 2021 10:13:17 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/add-keyframe-3/">Add Keyframe??</a></p> <div class="bb-content-inr-wrap"><p>Hi everyone!</p>
<p>I am trying to set a shortcut for the &#8220;Add Keyframe&#8221; in After Effects CC 2014.</p>
<p>through the shortcut txt file in <i>AppDataRoamingAdobeAfter Effects13.0  </i>but I can&#8217;t seem to find it there or I am missing something.</p>
<p><img src="https://community.adobe.com/t5/image/serverpage/image-id/291480i96FAA53A8AF9F690/image-size/original?v=1.0&amp;px=-1" /></p>
<p></p>
<p>Any help? Script or something? </p>
<p>I have cc 2014 and cc 2019 but I use cc 2014 because it loads up faster than cc 2019. </p>
<p>Thanks</p>
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				<title>Henri Yates started the discussion Expression error in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/expression-error-3/</link>
				<pubDate>Wed, 23 Jun 2021 18:07:08 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/expression-error-3/">Expression error</a></p> <div class="bb-content-inr-wrap"><p>Help me please&#8230;</p>
<p>I tried this last year and it worked&#8230; but now it doesn&#8217;t (was busy with school I&#8217;ve kinda forgotten)</p>
<p>I don&#8217;t know if I applied the expression on the wrong property but its supposed to animate the text layer using the marker layer above.</p>
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				<title>Henri Yates replied to the discussion Keyframes at in points in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/keyframes-at-in-points/#post-2412062</link>
				<pubDate>Mon, 21 Jun 2021 05:29:44 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/keyframes-at-in-points/#post-2412062"><span class="bb-reply-lable">Reply to</span> Keyframes at in points</a></p> <div class="bb-content-inr-wrap"><p>Thank you<br />I am going to try this out.<br />Cheers</p>
<p></p>
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				<title>Henri Yates started the discussion Keyframes at in points in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/keyframes-at-in-points/</link>
				<pubDate>Fri, 18 Jun 2021 10:44:33 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/keyframes-at-in-points/">Keyframes at in points</a></p> <div class="bb-content-inr-wrap"><p>Hello&#8230;<br />I have a text layer I want to animate with just two keyframes. I have saved the animation as an effect/preset. I have split the text layer into a number of text layers and selected all the double clicked on the animation effect/preset from the EFFECTS &amp; PRESET panel and all the keyframes are not on the In Point of the layers rather the&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-353708"><a href="https://creativecow.net/forums/thread/keyframes-at-in-points/" rel="nofollow"> Read more</a></span></p>
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				<title>Henri Yates replied to the discussion Control keyframes with marker in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/control-keyframes-with-marker/#post-2411238</link>
				<pubDate>Thu, 03 Jun 2021 17:25:29 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/control-keyframes-with-marker/#post-2411238"><span class="bb-reply-lable">Reply to</span> Control keyframes with marker</a></p> <div class="bb-content-inr-wrap"><p>Thanks </p>
<p>I will try it out</p>
<p></p>
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				<title>Henri Yates replied to the discussion Control keyframes with marker in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/control-keyframes-with-marker/#post-2411199</link>
				<pubDate>Thu, 03 Jun 2021 07:02:33 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/control-keyframes-with-marker/#post-2411199"><span class="bb-reply-lable">Reply to</span> Control keyframes with marker</a></p> <div class="bb-content-inr-wrap"><p>Here&#8217;s a screenshot please&#8230;.</p>
<p><img 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" 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				<title>Henri Yates started the discussion Control keyframes with marker in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/control-keyframes-with-marker/</link>
				<pubDate>Wed, 02 Jun 2021 15:20:25 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/control-keyframes-with-marker/">Control keyframes with marker</a></p> <div class="bb-content-inr-wrap"><p>Hello, </p>
<p>I have some keyframe at the end of a comp layer which I will extending very often so I want something which can help move the keyframes around with MARKER so whenever I extend the comp layer to say 20 minutes, I can move the MARKER way to the 19th minute or something.</p>
<p>Any help or suggestion please?</p>
<p><img 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" 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				<title>Henri Yates replied to the discussion Converge animation in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/converge-animation/#post-2402945</link>
				<pubDate>Fri, 05 Feb 2021 07:28:17 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/converge-animation/#post-2402945"><span class="bb-reply-lable">Reply to</span> Converge animation</a></p> <div class="bb-content-inr-wrap"><p>Oh man&#8230; it could work but it wouldn&#8217;t come in from all direction, would it? And what  property would I apply to? Position, scale or rotation?</p>
<p>Thanks</p>
<p></p>
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				<guid isPermaLink="false">213e1227093014357ba0b657ec0ab417</guid>
				<title>Henri Yates replied to the discussion Converge animation in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/converge-animation/#post-2402784</link>
				<pubDate>Thu, 04 Feb 2021 10:23:57 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/converge-animation/#post-2402784"><span class="bb-reply-lable">Reply to</span> Converge animation</a></p> <div class="bb-content-inr-wrap"><p>Thanks for replying but I know of Pastiche. Infact, I just used it and I want to animate it just like the 2, 4 and 8 in the GIF above.</p>
<p>Thanks.</p>
</div>]]></content:encoded>
				
				
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				<guid isPermaLink="false">7b1ab136396bdf94146b8f2f4fb88594</guid>
				<title>Henri Yates started the discussion Converge animation in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/converge-animation/</link>
				<pubDate>Thu, 04 Feb 2021 06:10:53 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/converge-animation/">Converge animation</a></p> <div class="bb-content-inr-wrap"><p>Hello, I am trying to make this animation. Is there a script or any way a can achieve this?</p>
<p>PS the image attached is a GIF.</p>
<p>Thanks</p>
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