<snapdata remixID="13930435"><project name="xyPositionColorChangeDebugProblemForStudents - Kamrin M" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="xyPositionColorChangeDebugProblemForStudents - Kamrin M"><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><block-definition s="repeated enough" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWait"><l>10</l></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="23"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="24"></list></costumes><sounds><list struct="atomic" id="25"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="-16" y="-10.999999999999915" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="214,139,0,1" pen="tip" id="30"><costumes><list struct="atomic" id="31"></list></costumes><sounds><list struct="atomic" id="32"></list></sounds><blocks></blocks><variables></variables><scripts><script x="21.467142740885322" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>10</l><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="doIf"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="up"></block><block s="setColor"><color>189,0,107,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doChangeVar"><l>drawingshapes</l><l>1</l></block><block s="doWait"><l>0.1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>0</l></list></block></list></block><script><block s="up"></block><block s="setColor"><color>0,12,127,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doChangeVar"><l>drawingshapes</l><l>1</l></block><block s="doWait"><l>0.1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>-30</l></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>30</l></list></block></list></block><script><block s="up"></block><block s="setColor"><color>4,196,0,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doChangeVar"><l>drawingshapes</l><l>1</l></block><block s="doWait"><l>0.1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>200</l></list></block><script><block s="up"></block><block s="setColor"><color>214,139,0,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="doChangeVar"><l>drawingshapes</l><l>1</l></block><block s="doWait"><l>0.1</l></block></script><list></list></block></script></block></script></scripts></sprite><watcher scope="m" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="m" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher var="repeated" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="drawingshapes"><l>950</l></variable><variable name="repeated"><l>0</l></variable></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents - Kamrin M" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>