<snapdata remixID="12126343"><project name="Modified making blocks" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="Modified making blocks"><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="%s"></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></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 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s="gotoXY"><l>0</l><l>0</l></block></script><script x="525" y="67.16666666666663"><block s="setColor"><color>255,11,105,1</color></block><block s="doSetVar"><l>numberOfSides</l><l>13</l></block><custom-block s="drawAPolygon %s"><block var="numberOfSides"/></custom-block></script></scripts></sprite><watcher var="numberOfSides" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="numberOfSides"><l>13</l></variable></variables></scene></scenes></project><media name="Modified making blocks" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>