<snapdata remixID="13809179"><project name="3.26 debugging assesment" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="3.26 debugging assesment"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><primitives></primitives><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="20"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="21"></list></costumes><sounds><list struct="atomic" id="22"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher var="DrawPolygon" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><sprite name="Sprite" idx="1" x="-32" y="-56" heading="60" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,172,96,1" 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="412.6416015625" y="10"><block s="reportVariadicOr"><list><l/><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block></list></block></script><script x="115" y="48.16666666666666"><block s="receiveGo"></block><block s="clear"></block><block s="doRepeat"><l>10</l><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="down"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="setColor"><color>255,172,96,1</color></block><custom-block s="DrawPolygon %s"><l>3</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script><script><block s="up"></block><block s="down"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="setColor"><color>32,16,255,1</color></block><custom-block s="DrawPolygon %s"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block></script></block></script><script x="605.6650390625" y="164.00000000000003"><block s="reportVariadicOr"><list></list></block></script><script x="351" y="400.5"><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>0</l></list></block><script></script><script></script></block></script></scripts></sprite><watcher var="numsides" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="73.00000599999998" color="74,108,212"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="94.00000799999998" color="4,148,220"/></sprites></stage><variables><variable name="DrawPolygon"><l>0</l></variable><variable name="numsides"><l>0</l></variable></variables></scene></scenes></project><media name="3.26 debugging assesment" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>