Este video muestra donde se encuentra y que es una cadena de ADN
Recursos de la Ciencia
martes, 11 de diciembre de 2012
Dilemas éticos.
Dilemas éticos.
Confidencialidad .
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)
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Beneficio.
![](data:image/jpeg;base64,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)
Confidencialidad .
Autonomía.
Información.
Justicia.
Beneficio.
lunes, 10 de diciembre de 2012
Enfermedades Genéticas
Una enfermedad o trastorno genético es una condición patológica causada por una alteración del genoma..Pueden ser:
-No hereditaria: Que no afecta a la celula reproductora .
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)
-Hereditaria: Afectan a todas las células
-No hereditaria: Que no afecta a la celula reproductora .
-Hereditaria: Afectan a todas las células
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