<snapdata remixID="9983280"><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="0" y="152" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,12,127,255" 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="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="clear"></block><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="doRepeat"><l>5</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="setColor"><color>189,0,107,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block></script></block><block s="doRepeat"><l>5</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="setColor"><color>0,12,127,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script></block></script><script><block s="doRepeat"><l>5</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="setColor"><color>189,0,107,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block></script></block><block s="doRepeat"><l>5</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="setColor"><color>0,12,127,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>0</l></block><block s="reportRandom"><l>0</l><l>180</l></block></block></script></scripts></sprite><watcher scope="m" s="yPosition" style="normal" x="10" y="10" color="74,108,212"/></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="gotoXY"><block s="reportRandom"><l>-180</l><l>0</l></block><block s="reportRandom"><l>180</l><l>0</l></block></block><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>