<snapdata remixID="11946860"><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"><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="19" y="141" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" 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="45.99999999999997" y="30.000000000000057"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="doAsk"><l>How many shapes would you like to draw?</l></block><block s="doSetVar"><l>numberOfShapes</l><block s="getLastAnswer"></block></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 var="numberOfShapes"/><script><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block s="yPosition"></block><l>160</l></block><block s="reportGreaterThan"><l>-100</l><block s="yPosition"></block></block></block><script><block s="down"></block><block s="setColor"><color>243,118,29,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-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="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><l>-15</l><block s="xPosition"></block></block><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block></block><script><block s="down"></block><block s="setColor"><color>2,255,15,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-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="doWait"><l>1</l></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><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="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="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="doWait"><l>1</l></block></script></block></script></block></script></block></script></block></script></scripts></sprite><watcher var="numberOfShapes" style="normal" x="10" y="10" color="243,118,29"/><watcher scope="m" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="m" s="yPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/></sprites></stage><variables><variable name="numberOfShapes"><l>30</l></variable></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>