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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" 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s="yPosition"></block><l>180</l></block><block s="reportLessThan"><block s="yPosition"></block><l>-160</l></block><comment w="90" collapsed="false">bonus.</comment></block><script><block s="setColor"><color>255,171,56,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><l>0</l><block s="xPosition"></block></block><block s="reportLessThan"><l>0</l><block s="yPosition"></block></block></block><script><block s="setColor"><color>20,255,29,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><comment w="90" collapsed="false">Added this for 4.</comment></block><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><l>0</l><block s="yPosition"></block></block><block 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s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script><script x="501" y="434.5"><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</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="xyPositionColorChangeDebugProblemForStudents" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>