<snapdata remixID="9370213"><project name="Levy C-Curve" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list 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="-1.8189894035458565e-12" y="9.094947017729282e-12" 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="28" y="243"><block s="doWarp"><script><block s="doRepeat"><l>3</l><script><custom-block s="Levy C-Curve level: %n Size: %n"><l>8</l><l>1</l></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script><script x="17" y="422"><custom-block s="Levy C-Curve level: %n Size: %n"><l></l><l></l></custom-block></script></scripts></sprite><watcher var="level" style="slider" min="1" max="10" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><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="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><block s="forward"><block var="size"/></block></script><script><block s="turn"><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>.7</l></block></custom-block><block s="turnLeft"><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>.7</l></block></custom-block><block s="turn"><l>45</l></block></script></block></script></block-definition><block-definition s="House Keeping" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>90</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block></script><scripts><script x="156" y="155"><block s="gotoXY"><l>-150</l><l>100</l></block></script></scripts></block-definition></blocks><variables><variable name="level"><l>1</l></variable></variables></project><media name="Levy C-Curve" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>