<snapdata remixID="11970033"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, 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><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="18"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="90" y="49" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="33,1,230,1" pen="tip" id="25"><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="up"></block><block s="clear"></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="doAsk"><l>How many total shapes do you want?</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="up"></block><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></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>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="up"></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><block s="doIfElse"><block s="reportGreaterThan"><block s="xPosition"></block><l>0</l></block><script><block s="down"></block><block s="setColor"><color>33,1,230,1</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="setColor"><color>97,255,38,1</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="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>120</l><l>180</l></block></block><block s="setColor"><color>254,164,40,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>