<snapdata remixID="10727797"><project name="Autómatas - Ejercicio 1 Hugonin" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Escenario" 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" scheduled="false" 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