<snapdata remixID="12844996"><project name="drawPolygon" 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="drawPolygon"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawPolygon %&apos;numOfsides&apos; %&apos;penSize&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="down"></block><block s="setSize"><block var="penSize"/></block><block s="doRepeat"><block var="numOfsides"/><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numOfsides"/></block></block></script></block><block s="up"></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="22"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="23"></list></costumes><sounds><list struct="atomic" id="24"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-100" y="-100" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="29"><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><blocks></blocks><variables></variables><scripts><script x="163" y="91.66666666666671"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>100</l><l>100</l></block><custom-block s="drawPolygon %n %n"><l>3</l><l>10</l></custom-block><block s="gotoXY"><l>-100</l><l>100</l></block><custom-block s="drawPolygon %n %n"><l>4</l><l>15</l></custom-block><block s="gotoXY"><l>100</l><l>-100</l></block><custom-block s="drawPolygon %n %n"><l>5</l><l>20</l></custom-block><block s="gotoXY"><l>-100</l><l>-100</l></block><custom-block s="drawPolygon %n %n"><l>6</l><l>25</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="drawPolygon" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>