TÉRMINOS3
TEXTURINGEs un método para añadir detalles.textura de la superficie el color de un dibujo generado por computado.
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)
FRAME
Es una imágen que se encuentra dentro de una suceción de imágenes,esto permite que a la vista de la sensación de movimiento.
Se necesita realizar una frecuencia de varios fotogramas x segundo para crear movimiento.
KEYFRAME
es un dibujo que define los puntos de inicio y fin de cualquier transición.
Este método es similar al dibujo de la animación tradicional, y es elegido por los artistas que deseen tener un control completo sobre la animación.
FRAME
Es una imágen que se encuentra dentro de una suceción de imágenes,esto permite que a la vista de la sensación de movimiento.
Se necesita realizar una frecuencia de varios fotogramas x segundo para crear movimiento.
KEYFRAME
es un dibujo que define los puntos de inicio y fin de cualquier transición.
Este método es similar al dibujo de la animación tradicional, y es elegido por los artistas que deseen tener un control completo sobre la animación.
CARTOON o CARICATURA
se refiere a una imágen no realista o semi-realista de dibujo o de pintura destinados a la sátira , la caricatura o el humor , o el estilo artístico de estas obras.
es un dibujo a tamaño completo realizado en resistente papel como un estudio o modelo para una pintura.
se utiliza actualmente para referirse tanto a los dibujos animados y a historietas.
CGI
siglas que signifícan: Imágen generada por computadora.
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