<snapdata remixID="11948426"><project name="Ejercicio 3: Funciones (Editor de Bloques)" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="Ejercicio 3: Funciones (Editor de Bloques)"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" 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