<snapdata remixID="10871285"><project name="xyPositionColorChangeDebugProblemForStudents." 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" 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</pentrails><costumes><list 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s="up"></block><block s="setColor"><color>189,0,107,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="xPosition"></block><l>0</l></block><script><block s="up"></block><block s="setColor"><color>79,255,44,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script><script><block s="up"></block><block s="setColor"><color>0,12,127,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block></script></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></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>