<snapdata remixID="9753867"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="m" idx="1" x="-55.99999999999977" y="7" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="15,255,45,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="40" y="10"><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>17</l><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="gotoXY"><block s="reportRandom"><l>0</l><l>180</l></block><block s="reportRandom"><l>0</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>4</l></custom-block><block s="doWait"><l>1</l></block></script><script><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><block s="setColor"><color>0,12,127,255</color></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="doIfElse"><block s="reportEquals"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>0</l></block><block s="reportRandom"><l>0</l><l>180</l></block></block><block s="down"></block><block s="setColor"><color>15,255,45,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block></script><script></script></block></script></block></script></scripts></sprite></sprites></stage><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><block s="up"></block></script></block-definition></blocks><variables></variables></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>