<snapdata remixID="14854115"><project name="fractal art" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="fractal art"><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="%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="nested triangle %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" 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