<snapdata remixID="10015106"><project name="Gray Meredeth 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" id="1"><pentrails>data:image/png;base64,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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="Sprite" idx="1" x="-40.99999999999995" y="20.000000000000053" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,12,127,255" 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="52" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-160</l><l>180</l></block></block><block s="doAsk"><l>How many shapes should be drawn?</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="up"></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block s="xPosition"></block><l>-1</l></block><block s="reportGreaterThan"><block s="yPosition"></block><l>1</l></block></block><script><block s="down"></block><block s="setColor"><color>0,192,17,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-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>-160</l><l>180</l></block></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-160</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><block s="up"></block></script><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-160</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="up"></block></script></block></script></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="Gray Meredeth xyPositionColorChangeDebugProblemForStudents" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>