<snapdata remixID="10823283"><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="10" y="-36.99999999999994" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" 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="52" 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>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><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="up"></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>-180</l><l>180</l></block></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="up"></block><block s="doWait"><l>1</l></block></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></script></block-definition></blocks><variables></variables></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>