<snapdata remixID="14789717"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 11.0.8, 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="top left quad" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>60</l></list></block><block s="reportVariadicLessThan"><list><block 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