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</pentrails><costumes><list 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s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>204,23,0,1</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><block s="gotoXY"><block s="reportRandom"><l>-180</l><block s="yPosition"></block></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script><script><block s="setColor"><color>41,0,204,1</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><block s="gotoXY"><block s="reportRandom"><l>-180</l><block s="yPosition"></block></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script></block><block s="doIf"><block s="reportVariadicAnd"><list><block 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>0,158,20,1</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><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><list></list></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>160</l></list></block><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>-130</l></list></block></list></block><script><block s="setColor"><color>255,138,33,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="doWait"><l>1</l></block><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></script><list></list></block></script></block></script></scripts></sprite><watcher var="userInput" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="userInput"><l>10</l></variable></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents2.0" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>