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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></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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