<snapdata remixID="14839544"><project name="U3L1-FractalArt" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L1-FractalArt"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Nested traingle, 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>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="Nested traingle, 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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