<snapdata remixID="8897047"><project name="U3L1-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="1.5916157281026244e-12" y="4.547473508864641e-13" heading="135" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="163,97.8,0,1" 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="818.000002" y="618.000002"><block s="turn"><l>120</l></block></script><script x="690.000003" y="695.000003"><block s="turn"><l>120</l></block></script><script x="245" y="72"><block s="setSize"><l>4</l></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="Nested Triangle, Size: %s"><l>125</l></custom-block></script></scripts></sprite><watcher scope="Sprite" s="getPenDown" style="normal" x="10" y="10" color="0,161,120" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="set pen color to %&apos;num&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="setColor"><color>255,10,10,1</color></block><block s="changePenHSVA"><l><option>hue</option></l><block var="num"/></block></script></block-definition><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><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U3L1-FractalArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>