<snapdata remixID="9372174"><project name="levy c curve fixed" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="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="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></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><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><variables></variables></project><media name="levy c curve fixed" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>