<snapdata remixID="11291855"><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="-155" y="6" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" 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="10" y="21.333333333333314"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="doRepeat"><l>17</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="doIf"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><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="down"></block><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></block><block s="doIf"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="down"></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="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><block s="doIf"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>82</l><l>67</l></block></block><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="doWait"><l>1</l></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>