<snapdata remixID="13823495"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 10, 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><primitives></primitives><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="19"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="20"></list></costumes><sounds><list struct="atomic" id="21"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="68" y="-127" heading="282" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" pen="tip" id="26"><costumes><list struct="atomic" id="27"></list></costumes><sounds><list struct="atomic" id="28"></list></sounds><blocks></blocks><variables></variables><scripts><script x="23.666666666666657" y="30"><block s="receiveGo"></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="doAsk"><l>How many polygons?</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="down"></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="yPosition"></block><l>270</l></list></block><block s="reportVariadicEquals"><list><block s="yPosition"></block><l>-270</l></list></block></list></block><script><block s="setColor"><color>255,184,55,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><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="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>0</l></list></block><script><block s="setColor"><color>45,221,0,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><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></script></block></script></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></script></block></script><script x="392.66666666666663" y="204.50000000000045"><block s="down"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>