<snapdata remixID="11946857"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, 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"><block s="reportDifference"><l>25</l><block s="reportVariadicProduct"><list><block var="numSides"/><l>1.5</l></list></block></block></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="26"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="27"></list></costumes><sounds><list struct="atomic" id="28"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="pen" idx="1" x="-46" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,12,127,255" pen="tip" id="33"><costumes><list struct="atomic" id="34"></list></costumes><sounds><list struct="atomic" id="35"></list></sounds><blocks></blocks><variables></variables><scripts><script x="27.333333333333456" y="10.000000000000014"><block s="receiveGo"></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="clear"></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>-240</l><l>220</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block s="yPosition"></block><l>150</l></block><block s="reportLessThan"><block s="yPosition"></block><l>-150</l></block></block><script><block s="down"></block><block s="setColor"><color>255,130,42,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></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></script><script><block s="doIfElse"><block s="reportGreaterThan"><block s="xPosition"></block><l>0</l></block><script><block s="down"></block><block s="setColor"><color>2,255,5,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-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></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! 7, https://snap.berkeley.edu" version="2"></media></snapdata>