<snapdata remixID="14308509"><project name="U3L1-FractalArt" app="Snap! 10.6.0, 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="nested triangle %&apos;(size)&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="(size)"/><l>9</l></list></block><script><block s="doRepeat"><block var="(size)"/><script><block s="forward"><l>10</l></block><custom-block s="nested triangle %s"><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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