<snapdata remixID="11962218"><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><block-definition s="drawPentagon %&apos;numberofSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="forward"><l>30</l></block><block s="turn"><l>72</l></block><block s="up"></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="30"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="31"></list></costumes><sounds><list struct="atomic" id="32"></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" hidden="true"/><sprite name="m" idx="1" x="-82" y="-109" heading="105" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,12,127,255" pen="tip" id="38"><costumes><list struct="atomic" id="39"></list></costumes><sounds><list struct="atomic" id="40"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><block s="reportRandom"><l>-192</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doRepeat"><l>17</l><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><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="setColor"><color>189,0,107,255</color></block><block s="down"></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="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="setColor"><color>0,12,127,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>123</l></block><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-192</l><l>-113</l></block><block s="reportRandom"><l>131</l><l>114</l></block></block><block s="setColor"><color>0,241,30,1</color></block><block s="down"></block><custom-block s="drawPentagon %s"><l>4</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script></block></script></block></script></scripts></sprite><watcher scope="m" s="yPosition" style="normal" x="30" y="78.000002" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>