<snapdata remixID="10897608"><project name="327 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="true" 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="-140" y="42.000000000000014" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="15,250,0,1" 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="10" y="43"><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>145,26,68,1</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>-50</l></block><script><block s="up"></block><block s="down"></block><block s="setColor"><color>15,250,0,1</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>92,33,255,1</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><script x="104" y="655.6666666666666"><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>0</l><l>180</l></block></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="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>0</l></block></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="327 Debugging Assessment" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>