<snapdata remixID="14621569"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 11.0.4, 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><primitives></primitives><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="19"><pentrails>data:image/png;base64,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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="-21" y="-138" heading="90" 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="14.666666666666742" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="doRepeat"><l>10</l><script><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><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="doWait"><l>1</l></block><block s="up"></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>81,223,0,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="up"></block><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="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! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>