<snapdata remixID="13823653"><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="-48" y="64" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,229,12,1" 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="45.66666666666663" y="10"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>-50</l></block><block s="doAsk"><l>How many shapes?</l></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="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>160</l></list></block><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>-160</l></list></block></list></block><script><block s="down"></block><block s="setColor"><color>232,128,0,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block></list></block><script><block s="down"></block><block s="setColor"><color>0,229,12,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><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></script></block></script></block><block s="up"></block></script></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>