<snapdata remixID="11894207"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, 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="173" y="142" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,12,127,255" 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="10"><block s="receiveGo"></block><block s="clear"></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><block s="doRepeat"><l>10</l><script><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><block s="reportLessThan"><block s="xPosition"></block><l>0</l></block></block><script><block s="down"></block><block s="setColor"><color>4,197,0,1</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="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><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="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><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><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>