<snapdata remixID="13366443"><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="32" y="59" 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="17"><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="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>0,12,127,255</color></block><block s="gotoXY"><block s="reportRandom"><l>0</l><l>220</l></block><block s="reportRandom"><l>0</l><l>180</l></block></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>189,0,107,255</color></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>0</l><l>-180</l></block></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></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>0</l></list></block></list></block><script><block s="setColor"><color>44,255,36,1</color></block><block s="gotoXY"><block s="reportRandom"><l>0</l><l>-220</l></block><block s="reportRandom"><l>0</l><l>180</l></block></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><list></list></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>