<snapdata remixID="14621577"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 11.0.4, https://snap.berkeley.edu" 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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="leftQuan" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>180</l></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>0</l></block><block 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