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</pentrails><costumes><list struct="atomic" id="20"></list></costumes><sounds><list struct="atomic" id="21"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="-9" y="-78" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" pen="tip" id="26"><costumes><list struct="atomic" id="27"></list></costumes><sounds><list struct="atomic" id="28"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"><comment w="90" collapsed="false">With the code repeating only ten times like the original you might have to run it a few times to see every shape.</comment></block><block s="clear"></block><block s="doRepeat"><l>10</l><script><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="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><l>0</l><block s="xPosition"></block></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block></list></block><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>0</l></block><block s="reportRandom"><l>0</l><l>180</l></block></block><block s="down"></block><block s="setColor"><color>1,182,3,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>0</l></block></block><block s="down"></block><block s="setColor"><color>189,0,107,255</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="gotoXY"><block s="reportRandom"><l>0</l><l>180</l></block><block s="reportRandom"><l>0</l><l>180</l></block></block><block s="down"></block><block s="setColor"><color>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>