<snapdata remixID="10206698"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="m" idx="1" x="-179" y="-118" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="62.358398437500114" y="10.000000000000007"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><block s="doAsk"><l>How many shapes do you want?</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><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="reportOr"><block s="reportLessThan"><block s="yPosition"></block><l>-175</l></block><block s="reportGreaterThan"><block s="yPosition"></block><l>175</l></block></block><script><block s="down"><comment w="90" collapsed="false">Orange Octagons&#xD;Added a bit of leniency in order to be able to demonstrate it easier.</comment></block><block s="setColor"><color>255,173,43,1</color></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="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="down"><comment w="90" collapsed="false">Red Triangles</comment></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="doIfElse"><block s="reportGreaterThan"><block s="xPosition"></block><l>0</l></block><script><block s="down"><comment w="90" collapsed="false">Dark Blue Squares</comment></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><script><block s="down"><comment w="90" collapsed="false">Green Pentagons</comment></block><block s="setColor"><color>0,239,30,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script></block><block s="up"></block></script></block></script></scripts></sprite></sprites></stage><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><variables></variables></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>