<snapdata remixID="9741130"><project name="3.27 Debugging Assignment" 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="-84" y="-149" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,149,26,1" 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="18" y="10"><block s="receiveGo"></block><block s="up"></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="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="reportOr"><block s="reportGreaterThan"><block s="yPosition"></block><l>100</l></block><block s="reportLessThan"><block s="yPosition"></block><l>-100</l></block></block><script><block s="down"></block><block s="setColor"><color>255,149,26,1</color></block><custom-block s="DrawPolygon Sides %n"><l>8</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><block s="reportLessThan"><block s="xPosition"></block><l>0</l></block></block><script><block s="down"></block><block s="setColor"><color>0,204,8,1</color></block><custom-block s="DrawPolygon Sides %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="down"></block><block s="setColor"><color>255,36,230,1</color></block><custom-block s="DrawPolygon Sides %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="down"></block><block s="setColor"><color>24,0,235,1</color></block><custom-block s="DrawPolygon Sides %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script></block></script></block></script></scripts></sprite><watcher var="numShapes" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon Sides %&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><variable name="numShapes"><l>0</l></variable></variables></project><media name="3.27 Debugging Assignment" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>