<snapdata remixID="9983669"><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="-122.99999999999997" y="127.99999999999997" heading="30" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,128,36,1" 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="20" y="10"><block s="receiveGo"></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>5</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="down"></block><block s="setColor"><color>189,0,107,255</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><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="down"></block><block s="setColor"><color>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>-90</l></block><block s="reportRandom"><l>180</l><l>90</l></block></block><block s="down"></block><block s="setColor"><color>0,128,36,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script></block></script></block></script><script x="255" y="147.00000000000026"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="331" y="505.0000000000002"><block s="doRepeat"><l>10</l><script></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>