<snapdata remixID="12889103"><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="down"></block><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="up"></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="380" 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="20"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="21"></list></costumes><sounds><list struct="atomic" id="22"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="156" y="-41.99999999999994" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" pen="tip" id="27"><costumes><list struct="atomic" id="28"></list></costumes><sounds><list struct="atomic" id="29"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="17"><block s="receiveGo"></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="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></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="doIfElse"><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>0,222,17,1</color></block><custom-block s="DrawPolygon %n"><l>5</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></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>