<snapdata remixID="12090536"><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="157" y="-60" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" 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="30"><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>10</l><script><block s="doIfElse"><block s="reportLessThan"><l>0</l><block s="yPosition"></block></block><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>-2</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>1</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></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>