<snapdata remixID="14778791"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 11.0.8, 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="down"></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><block s="up"></block></script></block-definition></blocks><primitives></primitives><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="21"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="22"></list></costumes><sounds><list struct="atomic" id="23"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="-13" y="157" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="28"><costumes><list struct="atomic" id="29"></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="17"><block s="receiveGo"></block><block s="clear"></block><block s="doAsk"><l>How many shapes do you want?</l></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"><block s="getLastAnswer"></block><script><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="doIf"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>255,72,23,1</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block></script><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>0</l></list></block></block></list></block><script><block s="setColor"><color>145,26,68,1</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>0</l></list></block></list></block><script><block s="setColor"><color>33,255,43,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script></list></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>