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Bueno, acá acaba este blog, espero que les haya gustado y que hayan aprendido mas sobre la tierra.
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desenlace](data:image/jpeg;base64,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)
Preguntas...
¿Cuantas capas hay de la tierra?
¿Que escalas sísmicas existen?
¿El ciclo de las rocas es limitado?
Preguntas...
¿Cuantas capas hay de la tierra?
¿Que escalas sísmicas existen?
¿El ciclo de las rocas es limitado?
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