<snapdata remixID="13920173"><project name="Michael Hsiao - xyPositionColorChangeDebugProblemForStudents" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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</pentrails><costumes><list 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s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block></list></block><script><block s="setColor"><color>18,255,37,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="reportMonadic"><l><option>abs</option></l><block s="yPosition"></block></block><l>100</l></list></block><script><block s="setColor"><color>255,171,56,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><block s="reportVariadicEquals"><list><block s="yPosition"></block><l>0</l></list></block></list></block><script><block s="setColor"><color>189,0,107,255</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="setColor"><color>0,12,127,255</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><block s="up"></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Michael Hsiao - xyPositionColorChangeDebugProblemForStudents" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>