HO HO HO , soy Guillermo Vergara Gómez y voy a enseñaros fotos de navidad.
Esta que son dos gatos celebrando la navidad
a su manera .
![Resultado de imagen de fotos de navidad](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQM9BGtxV3I_zLG4hyMQBwMqm0MqYXpkL5CnCODf5XmtQCrbEsF&s)
Esta que es una bola de navidad junto con nieve .
![Resultado de imagen de fotos de navidad](data:image/jpeg;base64,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)
Es un muñeco de nieve con un regalo.
![Resultado de imagen de fotos de navidad](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQqOR-n-FhesMA5XL-XIzO_twLjorjZS4t-ymTupyDWP3VKIVTpWw&s)
Esta es un perro con un gorro de Papá Noel.
![Resultado de imagen de fotos de navidad](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQmk1k5xhV_DNsWMwbRyFPY0UF_qxwQGRpLrDxqWLZ1XhMlHZLk&s)
Es una padilla Navideña.
![Resultado de imagen de fotos de navidad](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR-q5JqP_9K0dSf5eEiGfE4m9jy9OrXxtiKSMa--HNV8fM48prL&s)
Este es Mario Bross Navideño.
![Resultado de imagen de fotos de navidad](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRuLMXFcffV6eLKR1rqJ7QE6uKhTorBk-IQWszd1cvp8PlSJdZBlw&s)
El reflejo de un árbol de Navidad.
BUENO ESTO HA SIDO TODO ADIÓS .
AND MERRY CHRISTMAS.
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