<snapdata remixID="14783203"><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"><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="numshapes" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><sprite name="m" idx="1" x="-137" y="103.00000000000001" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" pen="tip" id="31"><costumes><list struct="atomic" id="32"></list></costumes><sounds><list struct="atomic" id="33"></list></sounds><blocks></blocks><variables></variables><scripts><script x="37.999999999999915" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="doAsk"><l>how many times do you want to draw shapes?</l></block><block s="doSetVar"><l>numshapes</l><block s="getLastAnswer"></block></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 var="numshapes"/><script><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block></list></block><script><block s="setColor"><color>64,222,0,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</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></script><list><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><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><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script><l><bool>true</bool></l><script><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><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script></list></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="numshapes"><l>10</l></variable></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>