<snapdata remixID="12341552"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 8.2, 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><block-definition s="Draw Pentagon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>numSides</l><l>5</l></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></script></block-definition><block-definition s="Draw Octagon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>numSides</l><l>8</l></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>30</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="50"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="51"></list></costumes><sounds><list struct="atomic" id="52"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="-70.99999999999991" y="134" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,12,127,255" pen="tip" id="57"><costumes><list struct="atomic" id="58"></list></costumes><sounds><list struct="atomic" id="59"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="doAsk"><l>how many shapes would you like?</l></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="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><l>-27</l><block s="xPosition"></block></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>10</l></list></block></list></block><script><block s="setColor"><color>0,255,67,1</color></block><block s="down"></block><custom-block s="Draw Pentagon %s"><l></l></custom-block><block s="up"></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="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="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block></script><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="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><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l></l></list></block><block s="reportVariadicEquals"><list><block s="yPosition"></block><l></l></list></block></list></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="down"></block><block s="setColor"><color>208,46,255,1</color></block><custom-block s="Draw Octagon %s"><l></l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 8.2, https://snap.berkeley.edu" version="2"></media></snapdata>