<snapdata remixID="13473137"><project name="U7L2-Levy Curve" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U7L2-Levy Curve"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Levy Curve, Level: %&apos;level&apos; Size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="level"/><l>1</l></list></block><script><block s="forward"><block var="size"/></block></script><script><block s="turnLeft"><l>45</l></block><custom-block s="Levy Curve, Level: %s Size: %s"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block s="reportQuotient"><block var="size"/><l>1.5</l></block><block s="reportMonadic"><l><option>sqrt</option></l><l>2</l></block></list></block></custom-block><block s="turn"><l>90</l></block><custom-block s="Levy Curve, Level: %s Size: %s"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block s="reportQuotient"><block var="size"/><l>1.5</l></block><block s="reportMonadic"><l><option>sqrt</option></l><l>2</l></block></list></block></custom-block><block s="turnLeft"><l>45</l></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="60"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="61"></list></costumes><sounds><list struct="atomic" id="62"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="112.16015625" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="67"><costumes><list struct="atomic" id="68"></list></costumes><sounds><list struct="atomic" id="69"></list></sounds><blocks></blocks><variables></variables><scripts><script x="222" y="129.33333333333334"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-100</l><l>-20</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doWarp"><script><custom-block s="Levy Curve, Level: %s Size: %s"><l>12</l><l>10</l></custom-block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="write"><l>by Karlo Espinosa</l><l>12</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U7L2-Levy Curve" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>