<snapdata remixID="14848972"><project name="U3L1-FractalArt" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="U3L1-FractalArt"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="q 4 nested triangle size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="q 4 nested triangle size %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" 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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