<snapdata remixID="14777816"><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="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><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="19"><pentrails>data:image/png;base64,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</pentrails><costumes><list 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="-37.999999999999545" y="-169" heading="270.4235294117674" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" 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="548" y="88"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><block s="doAsk"><l>How many shapes would you like to draw?</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="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="doIf"><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="up"></block><block s="doWait"><l>.5</l></block></script><list><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="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>.5</l></block></script><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block></list></block><script><block s="down"></block><block s="setColor"><color>57,255,82,1</color></block><custom-block s="DrawPolygon %n"><l>6</l></custom-block><block s="up"></block><block s="doWait"><l>.5</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>