<snapdata remixID="8848264"><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="true" 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="37,255,26,1" 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="124" y="170"><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>41,10,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>37,255,26,1</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="180" y="81"><block s="down"></block></script><script x="304" y="94"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="465" y="257"><custom-block s="nester triangle, size: %s"><l>100</l></custom-block></script><script x="464" y="351"><custom-block s="nested square, size: %s"><l>100</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nester 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>5</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="nester 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><block-definition s="nested square, 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>5</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="nested square, size: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="draw brick, length: %&apos;length&apos; size: %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setSize"><block var="size"/></block><block s="forward"><block var="length"/></block></script></block-definition></blocks><variables></variables></project><media name="U2L4-FractalArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>