<snapdata remixID="12523290"><project name="Worley noise animated" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes>Animated worley noise&#xD;&#xD;Small project I made out of boredom and I wanted to see how fast Snap can generate these costumes (quite fast if you ask me :D)&#xD;&#xD;Vertical arrow keys to increase/decrease resolution if its running too slow on your computer.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Worley noise animated"><notes>Animated worley noise&#xD;&#xD;Small project I made out of boredom and I wanted to see how fast Snap can generate these costumes (quite fast if you ask me :D)&#xD;&#xD;Vertical arrow keys to increase/decrease resolution if its running too slow on your computer.</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="length of %&apos;vector&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><block s="reportVariadicProduct"><list><block var="vector"/><block var="vector"/></list></block></block></block></block></script></block-definition><block-definition s="has %&apos;value&apos; changed?" type="predicate" category="sensing"><variables><list struct="atomic" id="21">old</list></variables><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="old"/><block var="value"/></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><block s="doSetVar"><l>old</l><block var="value"/></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="21,21,21,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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s="length of %l"><block s="reportListAttribute"><l><option>columns</option></l><block s="reportDifference"><block var="pixels"/><l></l></block></block></custom-block></autolambda><list></list></block><l/></block></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListAttribute"><l><option>sorted</option></l><l/></block></autolambda><list></list></block><l/></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportDifference"><block s="reportListItem"><l>2</l><l/></block><block s="reportListItem"><l>1</l><l/></block></block></autolambda><list></list></block><l/></block></autolambda><list></list></block></list></block><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block var="resolution"/></list></block></block><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block var="resolution"/></list></block></block></block><block s="reportQuotient"><l>100</l><block var="resolution"/></block><block s="reportQuotient"><l>100</l><block var="resolution"/></block></block><comment w="90" collapsed="false">looks also really interesting, but slower</comment></block></script><script x="674" y="806"><block s="doSwitchToCostume"><block s="reportNewCostumeStretched"><block s="reportNewCostume"><block s="reportPipe"><block var="points"/><list><block s="reifyReporter"><autolambda><block s="reportListAttribute"><l><option>columns</option></l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><custom-block s="length of %l"><block s="reportListAttribute"><l><option>columns</option></l><block s="reportDifference"><block var="pixels"/><l></l></block></block></custom-block></autolambda><list></list></block><l/></block></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportListAttribute"><l><option>sorted</option></l><l/></block></block></autolambda><list></list></block><l/></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportDifference"><block s="reportListItem"><l>1</l><l/></block><block s="reportListItem"><l>2</l><l/></block></block></autolambda><list></list></block><l/></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>1.5</l><l></l></list></block></autolambda><list></list></block></list></block><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block var="resolution"/></list></block></block><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block var="resolution"/></list></block></block></block><block s="reportQuotient"><l>100</l><block var="resolution"/></block><block s="reportQuotient"><l>100</l><block var="resolution"/></block></block><comment w="90" collapsed="false">looks also really interesting, but slower</comment></block></script></scripts></sprite><watcher var="pixels" style="normal" x="6.512890094979184" y="20.18996059701493" color="243,118,29" hidden="true"/><watcher var="resolution" style="normal" x="3.9077340569876924" y="5.861603690637715" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="pixels" transient="true"/><variable name="resolution"><l>0.125</l></variable></variables></scene></scenes></project><media name="Worley noise animated" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="costume" center-x="240" center-y="180" 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" 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