<snapdata remixID="13008637"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 9.0, https://snap.berkeley.edu" 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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><block-definition s="n" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></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" 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struct="atomic" id="20"></list></costumes><sounds><list struct="atomic" id="21"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="-174" y="42" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="24,241,0,1" pen="tip" id="26"><costumes><list struct="atomic" id="27"></list></costumes><sounds><list struct="atomic" id="28"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="17"><block s="receiveGo"></block><block s="clear"></block><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="doAsk"><l>number of shapes:</l></block><block s="doSetVar"><l>n</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="n"/><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="doIfElse"><block s="reportVariadicGreaterThan"><list><l>-100</l><block s="yPosition"></block></list></block><script><block s="down"></block><block s="setColor"><color>248,127,0,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><l>0</l><block s="xPosition"></block></list></block></list></block><script><block s="down"></block><block s="setColor"><color>24,241,0,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><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></script><script><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></script></block></script></block></script></block></script></block></script></scripts></sprite><watcher var="n" style="normal" x="10" y="10" color="243,118,29"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="31.000001999999995" color="4,148,220" hidden="true"/></sprites></stage><variables><variable name="n"><l>10</l></variable></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>