<snapdata remixID="8484483"><project name="U2L4-FractalArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="2.5579538487363607e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="10,209,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>229,0,26,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,13,209,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>10,209,0,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script><script x="20" y="359"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block></script><script x="376" y="198"><custom-block s="nested triangle, size: %n"><l>200</l></custom-block></script></scripts></sprite></sprites></stage><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"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></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></block></script></block-definition></blocks><variables></variables></project><media name="U2L4-FractalArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>