<snapdata remixID="11452420"><project name="U2L7-Levy C Curve" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U2L7-Levy C Curve"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Starting Block" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block-definition><block-definition s="levy c curve %&apos;n&apos; %&apos;a&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doIfElse"><block s="reportGreaterThan"><block var="n"/><l>0</l></block><script><block s="turn"><l>45</l></block><custom-block s="levy c curve %s %s"><block s="reportDifference"><block var="n"/><l>1</l></block><block s="reportQuotient"><block var="a"/><block s="reportMonadic"><l><option>sqrt</option></l><l>2</l></block></block></custom-block><block s="turnLeft"><l>90</l></block><custom-block s="levy c curve %s %s"><block s="reportDifference"><block var="n"/><l>1</l></block><block s="reportQuotient"><block var="a"/><block s="reportMonadic"><l><option>sqrt</option></l><l>2</l></block></block></custom-block><block s="turn"><l>45</l></block></script><script><block s="forward"><block var="a"/></block></script></block></script></block-definition><block-definition s="ending block" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></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="65"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="66"></list></costumes><sounds><list struct="atomic" id="67"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="72"><costumes><list struct="atomic" id="73"></list></costumes><sounds><list struct="atomic" id="74"></list></sounds><blocks></blocks><variables></variables><scripts><script x="75" y="50"><block s="receiveGo"></block><custom-block s="Starting Block"></custom-block><block s="doWarp"><script><custom-block s="levy c curve %s %s"><l>12</l><l>200</l></custom-block></script></block><custom-block s="ending block"></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U2L7-Levy C Curve" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>