<snapdata remixID="13455176"><project name="hurlburte3_Levy_C-Curve_Fractal" app="Snap! 9.0, https://snap.berkeley.edu" 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struct="atomic" id="310"></list></costumes><sounds><list struct="atomic" id="311"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="100" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="219,0,30,1" pen="tip" id="316"><costumes><list struct="atomic" id="317"></list></costumes><sounds><list struct="atomic" id="318"></list></sounds><blocks></blocks><variables></variables><scripts><script x="37" y="30"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="setColor"><color>219,0,30,1</color></block><block s="down"></block><block s="doAsk"><l>What level?</l></block><block s="doSetVar"><l>level</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What size?</l></block><block s="doSetVar"><l>size</l><block s="getLastAnswer"></block></block><custom-block s="Levy C-Curve, level: %s size: %s"><block var="level"/><block var="size"/></custom-block></script></scripts></sprite><watcher var="level" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="size" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="level"><l>10</l></variable><variable name="size"><l>100</l></variable></variables></scene></scenes></project><media name="hurlburte3_Levy_C-Curve_Fractal" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>