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select="1"><scene name="Python PRoblem Solving"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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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