<snapdata remixID="12880172"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 9.0, 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="-155" y="48" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="5,143,0,1" 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="30" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="doRepeat"><l>10</l><script><block s="gotoXY"><block s="reportRandom"><l>-195</l><l>195</l></block><block s="reportRandom"><l>-155</l><l>155</l></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><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><script><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block></list></block><script><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><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block></list></block><script><block s="setColor"><color>5,143,0,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><list></list></block></script></block><block s="up"></block></script></block></script></scripts></sprite><watcher scope="m" s="xPosition" style="normal" x="9.999999999999773" y="9.999999999999993" color="74,108,212" hidden="true"/><watcher scope="m" s="yPosition" style="normal" x="9.999999999999773" y="31.000001999999995" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>