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	<title>Creative COW | Steve Robinsons | Activity</title>
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				<title>Steve Robinsons replied to the discussion Arrows rotating around object in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/arrows-rotating-around-object/#post-2430046</link>
				<pubDate>Thu, 26 May 2022 16:13:18 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/arrows-rotating-around-object/#post-2430046"><span class="bb-reply-lable">Reply to</span> Arrows rotating around object</a></p> <div class="bb-content-inr-wrap"><p>Wow, so simple. Thank you so much!!</p>
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				<title>Steve Robinsons started the discussion Arrows rotating around object in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/arrows-rotating-around-object/</link>
				<pubDate>Thu, 26 May 2022 15:21:06 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/arrows-rotating-around-object/">Arrows rotating around object</a></p> <div class="bb-content-inr-wrap"><p>Hello i need to do this effect.</p>
<p>Im trying with interpolation expressions, but didnt work.</p>
<p>Here an example: <a target='_blank' href="https://www.behance.net/gallery/57391263/Debrecen-2023-European-Capital-of-Culture-Candidacy?tracking_source=search_projects%7Cevent%20festival" rel="nofollow">https://www.behance.net/gallery/57391263/Debrecen-2023-European-Capital-of-Culture-Candidacy?tracking_source=search_projects%7Cevent%20festival</a></p>
<p>Thank you so much!</p>
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				<title>Steve Robinsons changed their photo</title>
				<link>https://creativecow.net/news-feed/p/348321/</link>
				<pubDate>Thu, 18 Mar 2021 09:41:28 +0000</pubDate>

				
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				<title>Steve Robinsons started the discussion Box limit in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/box-limit-2/</link>
				<pubDate>Thu, 18 Mar 2021 09:39:15 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/box-limit-2/">Box limit</a></p> <div class="bb-content-inr-wrap"><pre><p>var posx = transform.xPosition; </p><p>var posy = transform.yPosition;</p><p>var rect = thisComp.layer("BG Box").content("Rectangle 1").content("Path 1").scale;</p><p>var x= ease(posx,rect[0]/-2+20,rect[0]/2-20,10,100);</p><p>var y= ease(posy,rect[1]/-2+20,rect[1]/2-20,100,10);</p><p>[x,y]</p></pre>
<p>This time, I want to establish the limit in this white box regardless of its scale. I mean, if&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-348319"><a href="https://creativecow.net/forums/thread/box-limit-2/" rel="nofollow"> Read more</a></span></p>
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				<title>Steve Robinsons started the discussion Box limit in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/box-limit/</link>
				<pubDate>Thu, 18 Mar 2021 09:39:07 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/box-limit/">Box limit</a></p> <div class="bb-content-inr-wrap"><pre><p>var posx = transform.xPosition; </p><p>var posy = transform.yPosition;</p><p>var rect = thisComp.layer("BG Box").content("Rectangle 1").content("Path 1").scale;</p><p>var x= ease(posx,rect[0]/-2+20,rect[0]/2-20,10,100);</p><p>var y= ease(posy,rect[1]/-2+20,rect[1]/2-20,100,10);</p><p>[x,y]</p></pre>
<p>This time, I want to establish the limit in this white box regardless of its scale. I mean, if&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-348320"><a href="https://creativecow.net/forums/thread/box-limit/" rel="nofollow"> Read more</a></span></p>
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				<title>Steve Robinsons replied to the discussion if/else Diagonal in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/if-else-diagonal/#post-2406219</link>
				<pubDate>Thu, 18 Mar 2021 09:29:10 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/if-else-diagonal/#post-2406219"><span class="bb-reply-lable">Reply to</span> if/else Diagonal</a></p> <div class="bb-content-inr-wrap"><p>Hi Robert,</p>
<p>I need to draw the triangle path to check if an object is inside/outside the green one.</p>
<p>I want to know how to establish this diagonal measures into ae js</p>
<p>Thank you so much!</p>
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				<title>Steve Robinsons replied to the discussion if/else Diagonal in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/if-else-diagonal/#post-2405985</link>
				<pubDate>Mon, 15 Mar 2021 07:49:54 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/if-else-diagonal/#post-2405985"><span class="bb-reply-lable">Reply to</span> if/else Diagonal</a></p> <div class="bb-content-inr-wrap"><p>Hi Andrei,</p>
<p>Doesn&#8217;t matter the final result, I just want to know how to set up the diagonal limit in js code.</p>
<p>Thanks!</p>
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				<title>Steve Robinsons started the discussion if/else Diagonal in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/if-else-diagonal/</link>
				<pubDate>Sun, 14 Mar 2021 10:27:58 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/if-else-diagonal/">if/else Diagonal</a></p> <div class="bb-content-inr-wrap"><p>Hi!</p>
<p>I need to set an if/else statement for this green geometry.</p>
<p><span>Thanks!</span></p>
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				<title>Steve Robinsons replied to the discussion Repeat After Effects expressions in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/repeat-after-effects-expressions/#post-2405170</link>
				<pubDate>Wed, 03 Mar 2021 21:45:08 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/repeat-after-effects-expressions/#post-2405170"><span class="bb-reply-lable">Reply to</span> Repeat After Effects expressions</a></p> <div class="bb-content-inr-wrap"><p>Hello again Dan,</p>
<p>How can I simplify this code? It is similar to the one last sent.</p>
<p>Thank you so much, I&#8217;m learning a lot!</p>
<pre><p>rot = transform.rotation;</p><p>tsx = 360;</p><p>// 1. 360</p><p>if(rot&gt;=-30 &amp;&amp; rot&lt;=30) ease(rot,-30,30,effect("Color Control 2")("Color"),effect("Color Control")("Color"))</p><p>else if(rot&gt;=60 &amp;&amp; rot&lt;=120) ease(rot,60,120,effect("Color&hellip;</p></pre>
<p><span class="activity-read-more" id="activity-read-more-347311"><a href="https://creativecow.net/forums/thread/repeat-after-effects-expressions/#post-2405170" rel="nofollow"> Read more</a></span></p>
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				<title>Steve Robinsons replied to the discussion Repeat After Effects expressions in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/repeat-after-effects-expressions/#post-2405131</link>
				<pubDate>Wed, 03 Mar 2021 17:20:02 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/repeat-after-effects-expressions/#post-2405131"><span class="bb-reply-lable">Reply to</span> Repeat After Effects expressions</a></p> <div class="bb-content-inr-wrap"><p>Nice! Thank you so much 😉</p>
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				<title>Steve Robinsons replied to the discussion Repeat After Effects expressions in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/repeat-after-effects-expressions/#post-2405097</link>
				<pubDate>Wed, 03 Mar 2021 07:53:18 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/repeat-after-effects-expressions/#post-2405097"><span class="bb-reply-lable">Reply to</span> Repeat After Effects expressions</a></p> <div class="bb-content-inr-wrap"><p>Thank you!! It works perfectly. Why did you write &amp;90?</p>
<p></p>
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				<title>Steve Robinsons started the discussion Repeat After Effects expressions in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/repeat-after-effects-expressions/</link>
				<pubDate>Tue, 02 Mar 2021 16:11:12 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/repeat-after-effects-expressions/">Repeat After Effects expressions</a></p> <div class="bb-content-inr-wrap"><p>Hi!</p>
<p>I need help to repeat this js code (like Looping Out). I mean, I want to repeat it based on the next 360º full rotations. I also hear tips to improve my code! Thx</p>
<p><img src="image/png;base64,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" alt="" /></p>
<p>rot = transform.rotation;</p>
<p></p>
<p>if(rot&gt;=0 &amp;&amp; rot&lt;=45) ease(rot,0,45,10,100)</p>
<p>else if(rot&gt;=45 &amp;&amp; rot&lt;=90) ease(rot,45,90,100,10)</p>
<p>else if(rot&gt;=90 &amp;&amp; rot&lt;=135) ease(rot,90,135,10,100)</p>
<p>else&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-347185"><a href="https://creativecow.net/forums/thread/repeat-after-effects-expressions/" rel="nofollow"> Read more</a></span></p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">6c75824197ea87701bd907567abf53e8</guid>
				<title>Steve Robinsons updated their profile</title>
				<link>https://creativecow.net/news-feed/p/347176/</link>
				<pubDate>Tue, 02 Mar 2021 14:36:04 +0000</pubDate>

				
									<slash:comments>0</slash:comments>
				
							</item>
					<item>
				<guid isPermaLink="false">0fa558b316e11e70e60046dcccd1a390</guid>
				<title>Steve Robinsons changed their photo</title>
				<link>https://creativecow.net/news-feed/p/347173/</link>
				<pubDate>Tue, 02 Mar 2021 14:25:08 +0000</pubDate>

				
									<slash:comments>0</slash:comments>
				
							</item>
					<item>
				<guid isPermaLink="false">febaca96903c9d537ea59384e7d6146d</guid>
				<title>Steve Robinsons became a registered member</title>
				<link>https://creativecow.net/news-feed/p/347171/</link>
				<pubDate>Tue, 02 Mar 2021 14:21:55 +0000</pubDate>

				
									<slash:comments>0</slash:comments>
				
							</item>
		
	</channel>
</rss>
		