<snapdata remixID="11946833"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" 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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="DrawOctogon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>10</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" 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</pentrails><costumes><list struct="atomic" id="32"></list></costumes><sounds><list struct="atomic" id="33"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="numShapes" style="normal" x="10" y="10" color="243,118,29"/><watcher scope="m" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="m" s="yPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><sprite name="m" idx="1" x="108" y="5" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" pen="tip" id="41"><costumes><list struct="atomic" id="42"></list></costumes><sounds><list struct="atomic" id="43"></list></sounds><blocks></blocks><variables></variables><scripts><script x="41.66666666666666" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="doAsk"><l>How many shapes do you want?</l></block><block s="doSetVar"><l>numShapes</l><block s="getLastAnswer"></block></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 var="numShapes"/><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>-170</l></block><script><block s="setColor"><color>250,109,0,1</color></block><block s="down"></block><custom-block s="DrawOctogon %s"><l>8</l></custom-block><block s="up"></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>0</l><l>180</l></block></block></script><script><block s="setColor"><color>189,0,107,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="up"></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>0</l><l>180</l></block></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><l>170</l><block s="yPosition"></block></block><script><block s="setColor"><color>250,109,0,1</color></block><block s="down"></block><custom-block s="DrawOctogon %s"><l>8</l></custom-block><block s="up"></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>0</l><l>180</l></block></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="xPosition"></block><l>0</l></block><script><block s="setColor"><color>10,159,0,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="up"></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>0</l><l>180</l></block></block></script><script><block s="setColor"><color>0,12,127,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="up"></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>0</l></block></block></script></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="numShapes"><l>30</l></variable></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>