<snapdata remixID="8685116"><project name="U2L4D2-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="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="-60" y="30.000000000135856" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="87,0,65,1" 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="16.333333333333343" y="51"><block s="gotoXY"><l>-60</l><l>30</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="setColor"><color>17,17,0,1</color></block><block s="down"></block><block s="floodFill"></block><block s="doWarp"><script><custom-block s="Draw Recursive Polygon of Starting Size: %s Sides: %s and Color: %s"><l>100</l><l>3</l><l>20</l></custom-block></script></block></script><script x="19.333333333333343" y="241"><custom-block s="nested triangle, size %s"><l>100</l></custom-block></script><script x="77" y="443"><custom-block s="Draw Triangle"></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Draw Polygon of Size %&apos;size&apos; and Side# %&apos;sides&apos; and Color %&apos;color&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="setPenHSVA"><l><option>saturation</option></l><l>100</l></block><block s="setPenHSVA"><l><option>brightness</option></l><l>100</l></block><block s="setPenHSVA"><l><option>transparency</option></l><l>0</l></block><block s="doRepeat"><block var="sides"/><script><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="Draw Recursive Polygon of Starting Size: %&apos;size&apos; Sides: %&apos;side&apos; and Color: %&apos;color&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="setPenHSVA"><l><option>saturation</option></l><l>100</l></block><block s="setPenHSVA"><l><option>brightness</option></l><l>100</l></block><block s="setPenHSVA"><l><option>transparency</option></l><l>0</l></block><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>5</l></block><script><block s="doRepeat"><block var="side"/><script><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="forward"><block var="size"/></block><custom-block s="Draw Recursive Polygon of Starting Size: %s Sides: %s and Color: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block><block var="side"/><block s="reportSum"><block var="color"/><l>20</l></block></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block var="side"/></block></block></script></block></script></block></script></block-definition><block-definition s="Draw Triangle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>240,0,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,17,20,1</color></block><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script></block-definition><block-definition s="nested triangle, size %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="setColor"><color>87,0,65,1</color></block><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="U2L4D2-FractalArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>