<snapdata remixID="11748191"><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="48" y="-159" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,12,127,255" 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="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="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><block s="up"></block></script><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>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block><block s="doIf"><block s="reportLessThan"><block s="xPosition"></block><l>0</l></block><script><block s="up"></block><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="down"></block><block s="setColor"><color>115,255,86,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></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>