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select="1"><scene name="debug"><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="%s"></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="generateNumericValuesForWorksheet" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="GenerateNumericValuesForWorksheet" type="command" category="control"><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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