<snapdata remixID="12999287"><project name="U3L1-FractalArt" app="Snap! 9.0, 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 triangle size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><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="setColor"><color>145,26,68,1</color></block><block s="forward"><block var="size"/></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><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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</pentrails><costumes><list 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