jueves, 26 de mayo de 2011

Geodas

Una geoda es una cavidad rocosa, normalmente cerrada, en la que han cristalizado minerales que han sido conducidos hasta ella disueltos en agua subterránea y cuyos cristales son de gran tamaño debido a la poca presión a la que se han producido. El proceso de cristalización se produce en capas en las paredes de la cavidad, por lo que se pueden encontrar geodas huecas.
 










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data:image/jpg;base64,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




















Una geoda gigantesca descubierta en una mina de Almería asombra a los científicos
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:image/jpg;base64,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