<snapdata remixID="12074773"><project name="U3L1-FractualArt" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L1-FractualArt"><notes></notes><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><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="27"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="28"></list></costumes><sounds><list struct="atomic" id="29"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="33,224,0,1" pen="tip" id="34"><costumes><list struct="atomic" id="35"></list></costumes><sounds><list struct="atomic" id="36"></list></sounds><blocks></blocks><variables></variables><scripts><script x="215" y="37.666666666666686"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,8,5,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>10,68,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>33,224,0,1</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="410" y="227.33333333333337"><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="51" y="340.33333333333314"><custom-block s="nested triangle, size: %n"><l>120</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3L1-FractualArt" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>