<snapdata remixID="12126328"><project name="updated draw a polgyon" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="updated draw a polgyon"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawAPolygon %&apos;numberOfSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="numberOfSides"/><script><block s="forward"><l>30</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberOfSides"/></block></block></script></block><block s="up"></block></script><scripts><script x="13" y="30"><custom-block s="drawAPolygon %n"><l></l></custom-block></script></scripts></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" 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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"><watcher var="numberOfSides" style="normal" x="10" y="10" color="243,118,29"/><sprite name="Sprite" idx="1" x="-43.999999999998636" y="108.00000000000051" heading="90.00000000000034" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="30"><costumes><list struct="atomic" id="31"></list></costumes><sounds><list struct="atomic" id="32"></list></sounds><blocks></blocks><variables></variables><scripts><script x="370.16666666666663" y="414"><block s="doRepeat"><block var="numberOfSides"/><script></script></block></script><script x="62.16666666666663" y="20.166666666666686"><block s="receiveGo"></block><block s="clear"></block><block s="doSetVar"><l>numberOfSides</l><l>4</l></block><block s="down"></block><custom-block s="drawAPolygon %n"><block var="numberOfSides"/></custom-block><block s="up"></block><block s="down"></block><custom-block s="drawAPolygon %n"><l>10</l></custom-block><custom-block s="drawAPolygon %n"><l>20</l></custom-block><custom-block s="drawAPolygon %n"><l>30</l></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="numberOfSides"><l>4</l></variable></variables></scene></scenes></project><media name="updated draw a polgyon" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>