<snapdata remixID="8924171"><project name="U3L1-Fractal Art" 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="-100" y="80" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="81,255,15,1" 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="345" y="103"><block s="up"></block><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="setHeading"><l>90</l></block></script><script x="104" y="33"><block s="receiveGo"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,39,31,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>26,66,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>81,255,15,1</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><block s="turn"><l>120</l></block></script><script x="358" y="233"><block s="gotoXY"><l>-100</l><l>80</l></block><block s="down"></block><custom-block s="nested triangle size: %s"><l>30</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="control"><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 s="reportProduct"><block var="size"/><l>5</l></block></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="U3L1-Fractal Art" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>