<snapdata remixID="11479771"><project name="levy 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="levy curve"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="levy c-curve Level: %&apos;level&apos; Size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="down"></block><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><block s="forward"><block var="size"/></block></script><script><custom-block s="levy c-curve Level: %n Size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turnLeft"><l>45</l></block><custom-block s="levy c-curve Level: %n Size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block><custom-block s="levy c-curve Level: %n Size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turnLeft"><l>45</l></block><custom-block s="levy c-curve Level: %n Size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block></script></block></script></block-definition><block-definition s="Starting Script" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="gotoXY"><l>-200</l><l>0</l></block><block s="setHeading"><l>90</l></block></script></block-definition><block-definition s="Ending Script" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>-200</l><l>0</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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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struct="atomic" id="76"></list></costumes><sounds><list struct="atomic" id="77"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-200" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="82"><costumes><list struct="atomic" id="83"></list></costumes><sounds><list struct="atomic" id="84"></list></sounds><blocks></blocks><variables></variables><scripts><script x="109" y="75"><block s="receiveGo"></block><custom-block s="Starting Script"></custom-block><block s="doWarp"><script><custom-block s="levy c-curve Level: %n Size: %n"><l>10</l><l>50</l></custom-block></script></block><custom-block s="Ending Script"></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="levy curve" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>