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	<title>Creative COW | Adam Lewen | Activity</title>
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				<title>Adam Lewen replied to the discussion MatchGrain alternative that works in 32bit AE? in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/matchgrain-alternative-that-works-in-32bit-ae/#post-2459858</link>
				<pubDate>Tue, 28 May 2024 10:38:42 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/matchgrain-alternative-that-works-in-32bit-ae/#post-2459858"><span class="bb-reply-lable">Reply to</span> MatchGrain alternative that works in 32bit AE?</a></p> <div class="bb-content-inr-wrap"><p>Thanks for replying Hector.<br />I am trying to make sure, going through the documentation of the plugin as well as some online tutorials, are you sure flicker free has grain possibilities?<br />I have used that plugin a couple of years back with someone, for flicker reduction.<br />Not sure I understand where the grain related capabilities there.<br />Thanks!</p>
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				<title>Adam Lewen started the discussion MatchGrain alternative that works in 32bit AE? in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/matchgrain-alternative-that-works-in-32bit-ae/</link>
				<pubDate>Fri, 24 May 2024 16:07:00 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/matchgrain-alternative-that-works-in-32bit-ae/">MatchGrain alternative that works in 32bit AE?</a></p> <div class="bb-content-inr-wrap"><p>Hello!<br />I am looking for a solution!<br />I did vfx work in AE and the studio has bright clamping issues duo to the fact I have used<br />MatchGrain to finish and polish the shots. (delivered as EXR sequences) <br />MatchGrain supports 8 bits&#8230; So my rendered files are not as expected (32bit or at least 16)<br />What is my alternative? I need a to get the grain back.<br />Any&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-397902"><a href="https://creativecow.net/forums/thread/matchgrain-alternative-that-works-in-32bit-ae/" rel="nofollow"> Read more</a></span></p>
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				<title>Adam Lewen replied to the discussion Map coordinates pulled from excel? in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/page/2/#post-2453413</link>
				<pubDate>Wed, 13 Dec 2023 20:37:56 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/page/2/#post-2453413"><span class="bb-reply-lable">Reply to</span> Map coordinates pulled from excel?</a></p> <div class="bb-content-inr-wrap"><p>This is the script Locations by Fabian Moron Zirfas.<br /><a target='_blank' href="https://aescripts.com/locations/" rel="nofollow">https://aescripts.com/locations/</a></p>
<p>Your kind of replies is the reason I get help on these forums for so many years. This forum rocks!</p>
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				<title>Adam Lewen replied to the discussion Map coordinates pulled from excel? in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/page/2/#post-2453412</link>
				<pubDate>Wed, 13 Dec 2023 20:34:21 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/page/2/#post-2453412"><span class="bb-reply-lable">Reply to</span> Map coordinates pulled from excel?</a></p> <div class="bb-content-inr-wrap"><p class="">Dear Tom, Appreciate your replies very much!<br />I will look into it more, right now, due to deadline issues I swept into, I ended up using a pretty neat script that actually does what I needed in a simple clean manner.<br />But since I was trying to figure this out for so long, I am still curious what went wrong with my formatting.<br />I wanna slowly go over it&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-391632"><a href="https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/page/2/#post-2453412" rel="nofollow"> Read more</a></span></p>
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				<title>Adam Lewen replied to the discussion Map coordinates pulled from excel? in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/#post-2453400</link>
				<pubDate>Wed, 13 Dec 2023 12:33:51 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/page/2/#post-2453400"><span class="bb-reply-lable">Reply to</span> Map coordinates pulled from excel?</a></p> <div class="bb-content-inr-wrap"><p class="">Tom, I really appreciate your time with this and the step by guidance.<br />I am embarrassed to admit that although all this, I am still have issues, not I have been working with AE for a good few years and I do follow all your steps and my csv is similar to yours now&#8230;<br />You have an idea what am I doing wrong?</p>
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				<title>Adam Lewen replied to the discussion Map coordinates pulled from excel? in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/#post-2453360</link>
				<pubDate>Tue, 12 Dec 2023 12:20:28 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/#post-2453360"><span class="bb-reply-lable">Reply to</span> Map coordinates pulled from excel?</a></p> <div class="bb-content-inr-wrap"><p>My I ask how does your afxtest.csv look? I guess the formatting is the issue.<br />Appreciate your time and help Tom</p>
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				<title>Adam Lewen replied to the discussion Map coordinates pulled from excel? in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/#post-2453359</link>
				<pubDate>Tue, 12 Dec 2023 11:25:28 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/#post-2453359"><span class="bb-reply-lable">Reply to</span> Map coordinates pulled from excel?</a></p> <div class="bb-content-inr-wrap"><p>Maybe its the CSV file? </p>
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				<title>Adam Lewen replied to the discussion Map coordinates pulled from excel? in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/#post-2453357</link>
				<pubDate>Tue, 12 Dec 2023 11:13:42 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/#post-2453357"><span class="bb-reply-lable">Reply to</span> Map coordinates pulled from excel?</a></p> <div class="bb-content-inr-wrap"><p>WOW, Tom thanks so much for the investigation 🙂<br />I am trying to do what you have described (the attached img of you work space is a bit fuzzy, but I think I understand)<br />Do you mind explaining the steps once more in a bit more detailed way?<br />As I try to follow your steps (by marker you mean a shape layer dot for example?)<br />I have a 1080 comp with a map&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-391556"><a href="https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/#post-2453357" rel="nofollow"> Read more</a></span></p>
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				<title>Adam Lewen replied to the discussion Map coordinates pulled from excel? in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/#post-2453312</link>
				<pubDate>Mon, 11 Dec 2023 12:44:06 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/#post-2453312"><span class="bb-reply-lable">Reply to</span> Map coordinates pulled from excel?</a></p> <div class="bb-content-inr-wrap"><p>Thanks for replying Tom.<br />Sure,<br />I have a long list of locations (370 Hospital) around the world, in a spread sheet:<br />Name | Location<br />here are some of the locations:</p>
<p>40.2053040516947, 44.5313374967476</p>
<p>-37.79305806827382, 144.94968784081559</p>
<p>-27.484088336469163, 153.0263611816673</p>
<p>-33.8016024265893, 150.9921414713299</p>
<p>How would such thing can be achieved, putting&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-391511"><a href="https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/#post-2453312" rel="nofollow"> Read more</a></span></p>
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				<title>Adam Lewen started the discussion Map coordinates pulled from excel? in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/</link>
				<pubDate>Sun, 10 Dec 2023 15:41:15 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/map-coordinates-pulled-from-excel/">Map coordinates pulled from excel?</a></p> <div class="bb-content-inr-wrap"><p class="">Hi.<br />I have an excel sheet with a column of hundreds of coordinates. <br />I would like to &#8220;pop&#8221; dots of those coordinates on a map of the world.<br />How should I approach this?<br />Thank you so much!</p>
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				<title>Adam Lewen started the discussion Save 1st frame from each layer on my timeline as a jpg file? in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/save-1st-frame-from-each-layer-on-my-timeline-as-a-jpg-file/</link>
				<pubDate>Tue, 17 Jan 2023 13:44:28 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/save-1st-frame-from-each-layer-on-my-timeline-as-a-jpg-file/">Save 1st frame from each layer on my timeline as a jpg file?</a></p> <div class="bb-content-inr-wrap"><p>Hey there forum<br />I am in need for a script that will automatically save a jpg from the 1st frame of each of my 200 layers&#8230;<br />I have many layers and I want the script to save a tedious task.<br />I have asked chatGPT to help, but the script does not execute (it&#8217;s not a &#8220;permissions&#8221; issue)<br />Does anyone know what is not right here?<br />&#8212;&#8212;-</p>
<p>var comp =&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-378750"><a href="https://creativecow.net/forums/thread/save-1st-frame-from-each-layer-on-my-timeline-as-a-jpg-file/" rel="nofollow"> Read more</a></span></p>
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				<title>Adam Lewen replied to the discussion VFX Delivery from Sony RAW in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/vfx-delivery-from-sony-raw/#post-2433609</link>
				<pubDate>Sat, 13 Aug 2022 17:58:11 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/vfx-delivery-from-sony-raw/#post-2433609"><span class="bb-reply-lable">Reply to</span> VFX Delivery from Sony RAW</a></p> <div class="bb-content-inr-wrap"><p>Mainly file size&#8230;<br />Rendering to Prores4444XQ will render a bit more than double the original.<br />I have many files.</p>
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				<title>Adam Lewen replied to the discussion VFX Delivery from Sony RAW in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/vfx-delivery-from-sony-raw/#post-2433550</link>
				<pubDate>Thu, 11 Aug 2022 22:57:53 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/vfx-delivery-from-sony-raw/#post-2433550"><span class="bb-reply-lable">Reply to</span> VFX Delivery from Sony RAW</a></p> <div class="bb-content-inr-wrap"><p>Thank you Benjamin.<br />I wonder if there is a way to render back to sony&#8217;s somehow&#8230;<br />Thanks for the reply, that&#8217;s what i&#8217;ll do for now</p>
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				<title>Adam Lewen started the discussion VFX Delivery from Sony RAW in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/vfx-delivery-from-sony-raw/</link>
				<pubDate>Sun, 07 Aug 2022 20:46:03 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/vfx-delivery-from-sony-raw/">VFX Delivery from Sony RAW</a></p> <div class="bb-content-inr-wrap"><p>Hello forum</p>
<p>I am about to do some VFX on footage from Sony Venice,  6K 6048X4032 using Sony Raw.</p>
<p>I have native MXF files that I open in After Effects (interpreting to S Gamut3/S-Log3)</p>
<p>I would automatically deliver ProRes4444XQ files, but I was wondering if I should consider a different approach.</p>
<p>Mainly because the QT ProRes will be double the size of&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-372919"><a href="https://creativecow.net/forums/thread/vfx-delivery-from-sony-raw/" rel="nofollow"> Read more</a></span></p>
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				<title>Adam Lewen replied to the discussion Predictive text T9 old texting method script? in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/predictive-text-t9-old-texting-method-script/#post-2429093</link>
				<pubDate>Sun, 08 May 2022 05:53:40 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/predictive-text-t9-old-texting-method-script/#post-2429093"><span class="bb-reply-lable">Reply to</span> Predictive text T9 old texting method script?</a></p> <div class="bb-content-inr-wrap"><p>O my!<br />I am speechless. A quick test showed it also works in Hebrew!<br />If in English you would want to differentiate upper and lower letters, this would have to be via &#8220;cont message.toUpperCase and lower?&#8221;<br />for example &#8220;Good morning Filip!, this is very NICE&#8221;.<br />//Thank you!</p>
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				<title>Adam Lewen replied to the discussion Predictive text T9 old texting method script? in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/predictive-text-t9-old-texting-method-script/#post-2429081</link>
				<pubDate>Sat, 07 May 2022 15:11:54 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/predictive-text-t9-old-texting-method-script/#post-2429081"><span class="bb-reply-lable">Reply to</span> Predictive text T9 old texting method script?</a></p> <div class="bb-content-inr-wrap"><p>Dear Fillip, I appreciate your reply very much! I am trying to understand how to implement in and how to start. Should I save it as a script and manipulate my way with a text layer?<br />I am sorry I am asking a very basic question&#8230;<br />Regards and thank you.</p>
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				<title>Adam Lewen replied to the discussion Predictive text T9 old texting method script? in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/predictive-text-t9-old-texting-method-script/#post-2428929</link>
				<pubDate>Wed, 04 May 2022 10:19:47 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/predictive-text-t9-old-texting-method-script/#post-2428929"><span class="bb-reply-lable">Reply to</span> Predictive text T9 old texting method script?</a></p> <div class="bb-content-inr-wrap"><p>Thanks for the reply Tomas!<br />I imagine when pressing &#8220;C&#8221; for example, &#8220;A&#8221; will show for 4 frames- a blank ONE frame-&#8220;B&#8221; will show for 4 frame &#8211; One blank frame &#8211; &#8220;C&#8221; will show, and stay<br />But if A or B will be pressed, they will have to have a shorter cycle. <br />And that is true to all 9 controllers.<br />I understand the idea, but due to my scripting&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-368971"><a href="https://creativecow.net/forums/thread/predictive-text-t9-old-texting-method-script/#post-2428929" rel="nofollow"> Read more</a></span></p>
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				<title>Adam Lewen started the discussion Predictive text T9 old texting method script? in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/predictive-text-t9-old-texting-method-script/</link>
				<pubDate>Tue, 03 May 2022 21:37:20 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/predictive-text-t9-old-texting-method-script/">Predictive text T9 old texting method script?</a></p> <div class="bb-content-inr-wrap"><p>Hello forum, before I delve into a tedious hand made imitation of old Nokia 9pad texting, i thought asking here might be of help.<br />I need to create some lines of text messages as they were written on pre-smart phone.<br />So pressing the letter &#8220;C&#8221; will cycle through a couple of frames of &#8220;A&#8221; and a couple &#8220;B&#8221; and then &#8220;C&#8221;&#8230;etc&#8230;<br />Any ideas or thoughts on&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-368954"><a href="https://creativecow.net/forums/thread/predictive-text-t9-old-texting-method-script/" rel="nofollow"> Read more</a></span></p>
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				<title>Adam Lewen replied to the discussion Particles to be move/sucked to a point on the comp (form). in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/particles-to-be-move-sucked-to-a-point-on-the-comp-form/#post-2412041</link>
				<pubDate>Sun, 20 Jun 2021 11:34:11 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/particles-to-be-move-sucked-to-a-point-on-the-comp-form/#post-2412041"><span class="bb-reply-lable">Reply to</span> Particles to be move/sucked to a point on the comp (form).</a></p> <div class="bb-content-inr-wrap"><p>Thanks for the reply.<br />Right now I am using form. I am aware of the other methods in what you have mention, and might change. But I am intersted to know if it&#8217;s possible in a simple manner, due to this fact&#8230;<br />I am using form because of a couple of things before I get to this stage.<br />Thank you!</p>
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				<title>Adam Lewen started the discussion Particles to be move/sucked to a point on the comp (form). in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/particles-to-be-move-sucked-to-a-point-on-the-comp-form/</link>
				<pubDate>Sun, 20 Jun 2021 11:24:25 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/particles-to-be-move-sucked-to-a-point-on-the-comp-form/">Particles to be move/sucked to a point on the comp (form).</a></p> <div class="bb-content-inr-wrap"><p>Hi forum.<br />A simple question;<br />I will end an animation have a starry night look of particles, and wanted to simply have those particle to animate on a slow (few seconds) move/push, toward the yellow square in the attached image<br /><a target='_blank' href="https://www.dropbox.com/s/j3ql5fjzws0zoxu/starry1.jpg?dl=0" rel="nofollow">https://www.dropbox.com/s/j3ql5fjzws0zoxu/starry1.jpg?dl=0</a>.<br />right now those particles are via form.<br />I anyone could shed light,&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-353756"><a href="https://creativecow.net/forums/thread/particles-to-be-move-sucked-to-a-point-on-the-comp-form/" rel="nofollow"> Read more</a></span></p>
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				<title>Adam Lewen started the discussion Form particles to a shape in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/form-particles-to-a-shape/</link>
				<pubDate>Thu, 22 Apr 2021 21:27:12 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/form-particles-to-a-shape/">Form particles to a shape</a></p> <div class="bb-content-inr-wrap"><p>Hello again forum!</p>
<p>Another question, this time regarding particles.</p>
<p>I am trying to achieve a starry night sky video</p>
<p>where at a certain point in time, most of the stars (a seperated layer of particles?) are making a slow move (hopefully a customized path in a way)  and form a shape of a ship&#8230; (made out of stars.</p>
<p>I made a rough sketch (not so&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-350607"><a href="https://creativecow.net/forums/thread/form-particles-to-a-shape/" rel="nofollow"> Read more</a></span></p>
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				<title>Adam Lewen replied to the discussion Looking for direction(s) in getting an effect. in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/looking-for-directions-in-getting-an-effect/#post-2408660</link>
				<pubDate>Thu, 22 Apr 2021 21:11:41 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/looking-for-directions-in-getting-an-effect/#post-2408660"><span class="bb-reply-lable">Reply to</span> Looking for direction(s) in getting an effect.</a></p> <div class="bb-content-inr-wrap"><p>Thanks for the reply Graham, it is actually a similar image, the forum gave me hard time pasting an image&#8230;<br />I got it to work. in a similar way.<br />Thanks again!</p>
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				<title>Adam Lewen started the discussion Looking for direction(s) in getting an effect. in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/looking-for-directions-in-getting-an-effect/</link>
				<pubDate>Wed, 21 Apr 2021 06:33:28 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/looking-for-directions-in-getting-an-effect/">Looking for direction(s) in getting an effect.</a></p> <div class="bb-content-inr-wrap"><p>Hello.<br />I&#8217;m in early stages of mock up for a video piece, in which I will have slowly moving figures, with some kind of an extra layer that will effect the image (water, waves, drapes, tiles (such as glass piece that we can see through&#8230;)<br />In any case, I have a ref image I love (by American photographer Erwin Blumenfeld)<br /><img src="image/png;base64,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alt="" /><br />I am looking for ideas in&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-350424"><a href="https://creativecow.net/forums/thread/looking-for-directions-in-getting-an-effect/" rel="nofollow"> Read more</a></span></p>
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				<title>Adam Lewen replied to the discussion Looking for assets for a realistic contemporary damaged car in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/looking-for-assets-for-a-realistic-contemporary-damaged-car/#post-2404301</link>
				<pubDate>Sat, 20 Feb 2021 07:18:06 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/looking-for-assets-for-a-realistic-contemporary-damaged-car/#post-2404301"><span class="bb-reply-lable">Reply to</span> Looking for assets for a realistic contemporary damaged car</a></p> <div class="bb-content-inr-wrap"><p>Thank you Brendon!</p>
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				<guid isPermaLink="false">aa80a61ab3e194f936dcda0ed2cc2da8</guid>
				<title>Adam Lewen started the discussion Looking for assets for a realistic contemporary damaged car in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/looking-for-assets-for-a-realistic-contemporary-damaged-car/</link>
				<pubDate>Fri, 19 Feb 2021 16:02:48 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/looking-for-assets-for-a-realistic-contemporary-damaged-car/">Looking for assets for a realistic contemporary damaged car</a></p> <div class="bb-content-inr-wrap"><p>Hello,<br />I guess this question is more for the Matte painters and designers around here:<br />I am on the lookout for assets for designing a matte painted wrecked car (based on real unharmed cars we have.)<br />So crasheddamaged cars, car parts, good digital quality&#8230;<br />Where can I find assets?<br />Any tip will be appreciated! <br />Thank you so much.</p>
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				<guid isPermaLink="false">4b437bc8c7a9b90f5de84a1c65540b00</guid>
				<title>Adam Lewen replied to the discussion VFX forum? Here? Looking for movies that accrues in the 1970&#039;s (VFX) in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/vfx-forum-here-looking-for-movies-that-accrues-in-the-1970s-vfx/#post-2336591</link>
				<pubDate>Mon, 05 Oct 2020 14:43:31 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/vfx-forum-here-looking-for-movies-that-accrues-in-the-1970s-vfx/#post-2336591"><span class="bb-reply-lable">Reply to</span> VFX forum? Here? Looking for movies that accrues in the 1970's (VFX)</a></p> <div class="bb-content-inr-wrap"><p>Thanks! :-)&#8230;.<br />I didn&#8217;t think of that!</p>
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				<guid isPermaLink="false">4f7e47aa71c331f093c7f177a5c63261</guid>
				<title>Adam Lewen started the discussion VFX forum? Here? Looking for movies that accrues in the 1970&#039;s (VFX) in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/vfx-forum-here-looking-for-movies-that-accrues-in-the-1970s-vfx/</link>
				<pubDate>Sun, 04 Oct 2020 10:54:59 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/vfx-forum-here-looking-for-movies-that-accrues-in-the-1970s-vfx/">VFX forum? Here? Looking for movies that accrues in the 1970's (VFX)</a></p> <div class="bb-content-inr-wrap"><p>Hello forum! <br />I hope it&#8217;s the right place, I usually ask specific AE questions here&#8230;<br />If now, maybe someone can direct me to an active VFX forum.</p>
<p>I am looking for movies and/or TV series from recent years which &#8220;happens&#8221; in the 1970&#8217;s<br />A pretty general question, I know 🙂 <br />I am looking for some nowadays 1970&#8217;s look of VFX breakdowns.</p>
<p>Any idea/tip is appreciated</p>
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				<title>Adam Lewen started the discussion Frame rate, posterize time glitches in the forum Adobe After Effects</title>
				<link>https://creativecow.net/forums/thread/frame-rate-posterize-time-glitches/</link>
				<pubDate>Sun, 07 Jun 2020 06:45:00 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/frame-rate-posterize-time-glitches/">Frame rate, posterize time glitches</a></p> <div class="bb-content-inr-wrap"><p>Hi!<br />
I have footage in 24 fps.<br />
On it I composite another piece of 24 fps footage (screen in monitor)<br />
I would like to give the monitor (the footage in the screen)<br />
a posterise time effect and drop it&#8217;s frame-rate.<br />
But now matter how I do it, the end result is glitchy in the final render.<br />
The best example:<br />
If there&#8217;s a pan and the shot moves sideways,&hellip;<span class="activity-read-more" id="activity-read-more-2831"><a href="https://creativecow.net/forums/thread/frame-rate-posterize-time-glitches/" rel="nofollow"> Read more</a></span></p>
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