<snapdata remixID="13119243"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 9.0, 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="-94" y="179" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,12,127,255" 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="52" y="17"><block s="receiveGo"></block><block s="doAsk"><l>how many shapes </l></block><block s="clear"></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 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="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><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="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></script></block><block s="up"></block></script></block></script><script x="322" y="328.83333333333326"><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>