<snapdata remixID="8834223"><project name="u1l4 fractal" 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" 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</pentrails><costumes><list 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s="setColor"><color>0,194,41,1</color></block><block s="forward"><l>25</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>144,0,235,1</color></block><block s="forward"><l>12.5</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></block></script><script x="30" y="514"><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-40</l><l>40</l></block><block s="clear"></block><block s="down"></block><custom-block s="nested triangle , size %s"><l>125</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="setColor"><color>255,10,10,1</color></block><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="u1l4 fractal" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>