<snapdata remixID="9984203"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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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</pentrails><costumes><list 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s="setColor"><color>239,0,155,1</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="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>32,181,0,1</color></block><custom-block s="DrawPolygon %n"><l>5</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="xyPositionColorChangeDebugProblemForStudents" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>