<snapdata remixID="10904784"><project name="Lab 3.1" app="Snap! 6, https://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="1" 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" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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" 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s="doSetVar"><l>lengthOfSides</l><block s="getLastAnswer"></block></block><custom-block s="allShapes %s %s"><block var="numberOfSides"/><block var="lengthOfSides"/></custom-block></script><script x="13" y="277"><block s="receiveKey"><l><option>space</option></l></block><block s="gotoXY"><l>-100</l><l>100</l></block><block s="clear"></block><block s="up"></block></script></scripts></sprite><watcher var="sidesNumber" style="normal" x="10" y="10" color="243,118,29"/><watcher var="numberOfSides" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="lengthOfSides" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="allShapes %&apos;numberOfSides&apos; %&apos;lengthOfSides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numberOfSides"/><script><block s="forward"><block var="lengthOfSides"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberOfSides"/></block></block><block s="doWait"><l>1</l></block></script></block></script></block-definition></blocks><variables><variable name="sidesNumber"><l>0</l></variable><variable name="numberOfSides"><l>25</l></variable><variable name="lengthOfSides"><l>35</l></variable></variables></project><media name="Lab 3.1" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>