<snapdata remixID="11184180"><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="-153" y="-72" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="217,5,0,1" 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="47" y="10"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><block s="doRepeat"><l>17</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="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>-170</l></block><script><block s="down"></block><block s="setColor"><color>62,98,255,1</color></block><custom-block s="DrawPolygon %n"><l>10</l></custom-block><block s="up"></block></script><script><block s="down"></block><block s="setColor"><color>217,5,0,1</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="up"></block></script></block></script><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>170</l></block><script><block s="down"></block><block s="setColor"><color>239,255,42,1</color></block><custom-block s="DrawPolygon %n"><l>10</l></custom-block><block s="up"></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="xPosition"></block><l>-10</l></block><script><block s="down"></block><block s="setColor"><color>27,152,0,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="up"></block></script><script><block s="down"></block><block s="setColor"><color>191,134,0,1</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="up"></block></script></block></script></block></script></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>