<snapdata remixID="13119228"><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="-128" y="-2" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="84,218,255,1" 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="56" y="30"><block s="receiveGo"></block><block s="doAsk"><l>how many shapes?</l></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="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="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="down"></block><block s="setColor"><color>84,218,255,1</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>255,72,225,1</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script></block><block s="up"></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>