<snapdata remixID="10897772"><project name="3.27 Debugging Assessment" 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="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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-98" y="77" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="45,255,32,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="343" y="125.00000000000003"><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="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="down"></block><block s="setColor"><color>255,70,232,1</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="xPosition"></block><l>0</l></block><script><block s="down"></block><block s="setColor"><color>45,255,32,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="down"></block><block s="setColor"><color>32,0,211,1</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><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="%n"></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></script></block-definition></blocks><variables></variables></project><media name="3.27 Debugging Assessment" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>