<snapdata remixID="14317357"><project name="U3L1-FractalArt" app="Snap! 10.7.0, 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 size %&apos;size&apos;" type="command" category="motion"><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>3</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="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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