<snapdata remixID="12912141"><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"><watcher scope="m" s="xPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="m" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/><watcher var="totalNumberOfShapes" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="Shape Counter" style="normal" x="10" y="73.00000599999998" color="243,118,29"/><sprite name="m" idx="1" x="-131" y="-65" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" pen="tip" id="29"><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="10.000000000000004"><block s="receiveGo"></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="doAsk"><l>How many shapes should I draw?</l></block><block s="doSetVar"><l>totalNumberOfShapes</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="totalNumberOfShapes"/><script><block s="setHeading"><l>90</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="doIf"><block s="reportVariadicEquals"><list><block s="yPosition"></block><l>-180</l></list></block><script><block s="setHeading"><l>270</l></block><block s="down"></block><block s="setColor"><color>237,139,0,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><list><block s="reportVariadicEquals"><list><block s="yPosition"></block><l>180</l></list></block><script><block s="down"></block><block s="setColor"><color>237,139,0,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="up"></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="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block></list></block><script><block s="down"></block><block s="setColor"><color>11,183,0,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></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>1</l></block></script><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>1</l></block></script></list></block></script></block></script><script x="436.6416015624997" y="203.66666666666663"><block s="reportVariadicOr"><list><l/><l/></list></block></script></scripts></sprite></sprites></stage><variables><variable name="totalNumberOfShapes"><l>20</l></variable><variable name="Shape Counter"><l>1032</l></variable></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>