<snapdata remixID="12879937"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="xyPositionColorChangeDebugProblemForStudents"><notes></notes><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><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" id="18"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="66" y="146" heading="330" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,228,43,1" pen="tip" id="25"><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="17"><block s="receiveGo"></block><block s="clear"></block><block s="up"></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="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><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="up"></block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block><script><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="up"></block><block s="doWait"><l>1</l></block></script><script><block s="setColor"><color>0,228,43,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</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! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>