<snapdata remixID="9240062"><project name="U2L4-Fractalart" app="Snap! 5.4, 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" penlog="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="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="36,255,15,1" 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="55" y="394"><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="32.999999" y="33.999999"><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>240,9,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>25,40,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>36,255,15,1</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="328" y="153"><custom-block s="nested triangle, size %s"><l>120</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="%s"></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 %s"><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! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>