<snapdata remixID="14278971"><project name="U3L1-Fractal Art" app="Snap! 10.5.1, https://snap.berkeley.edu" 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select="1"><scene name="U3L1-Fractal Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle size: %&apos;size&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></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 s="reportVariadicProduct"><list><block var="size"/><l>5</l></list></block></block><custom-block s="nested triangle size: %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="80" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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