<snapdata remixID="11969931"><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"><watcher scope="m" s="xPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="m" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/><watcher var="numSides" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><sprite name="m" idx="1" x="126" y="-111" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" pen="tip" id="28"><costumes><list struct="atomic" id="29"></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="doRepeat"><l>17</l><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="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>9</l><l>-147</l></block></block><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="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportGreaterThan"><block s="xPosition"></block><l></l></block><script><block s="gotoXY"><block s="reportRandom"><l>-185</l><l>-33</l></block><block s="reportRandom"><l>20</l><l>166</l></block></block><block s="down"></block><block s="setColor"><color>36,192,0,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>19</l><l>165</l></block></block><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="doWait"><l>1</l></block></script></block></script></block></script></block></script><script x="22" y="640.6333333333333"><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block s="xPosition"></block><block s="reportRandom"><l>-185</l><l>-19</l></block></block><block s="reportEquals"><block s="yPosition"></block><block s="reportRandom"><l>62</l><l>162</l></block></block></block><script></script></block></script></scripts></sprite></sprites></stage><variables><variable name="numSides"><l>0</l></variable></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>