<snapdata remixID="12084585"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, 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="numSides #" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></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" 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