<snapdata remixID="10847881"><project name="debugging assesment" 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="true" hyperops="true" codify="false" inheritance="false" 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="m" idx="1" x="-118" y="-78" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" 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="559" y="123.3333333333334"><block s="doIf"><l/><script><block s="doIf"><l/><script></script></block></script><comment w="90" collapsed="false">add comment here...</comment></block></script><script x="52" y="10"><block s="receiveGo"></block><block s="clear"></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="doIf"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>0</l></block><block s="reportRandom"><l>180</l><l>0</l></block></block><block s="down"></block><block s="setColor"><color>0,239,12,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block></script></block><block s="doRepeat"><l>9</l><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></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>189,0,107,255</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="down"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><block s="reportIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><block s="reportGreaterThan"><block s="xPosition"></block><l>0</l></block><l></l></block></block></block><block s="setColor"><color>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></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="debugging assesment" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>