<snapdata remixID="13824036"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 10, 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="138" y="-49" heading="90" 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="52" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="doAsk"><l>How many shapes?</l></block><block s="doSetVar"><l>numShapes</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="numShapes"/><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="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>-149</l></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>149</l></list></block></list></block><script><block s="setColor"><color>243,113,0,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><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>27,184,0,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><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>189,0,107,255</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>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script></block></script></block></script></scripts></sprite><watcher var="numShapes" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="numShapes"><l>50</l></variable></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>