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select="1"><scene name="Debug Assignment"><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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