televison
es un medio auditivo que permite a las personas que publican desplegar creatividad en el cual pueden conbinar images, sonidos y movimientos y esta transmicion puede efectuarse mediante ondas por radio o por redes especializadas televisión por cable. el cual se ven proframas animados o de cualquier otro tipo, como noticias.
radio
es un medio de comunicacion auditiva en el cual se pude comunicar informacion de cualquier tipo pero solamente se pude oir y no se puede ver solamente es auditivo
internet
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhz7OOQErQXk1C2nGm0CDXwsoQyPOyGs4U5CDObY_gFWS-EMsdJREsjbmT1ey07rwLs19keHkdX1KAjLmWGNkapGoQgkMH2danNtBLugx8vzE5rqp1qQ7hvk8GUcAMVs5QsN-ng1izyh8E/s1600/images%255B20%255D.jpg)
Ventajas | Desventajas | |
television | publican buenas coverturas | no hay señal en varios lugares |
Radio | publican aseptacion local | Nada mas es auditiva |
internet | publican inmediato para encontar informacion atrasada | Escrita no hay señal en varios lugares |
Que es un archivo
Es un grupo de datos estructurados que están formados de letras, números entre otras cosas
La forma en que una compotator organiza, da nombre, almacena y manipula los archivos se denomina sistema de archivos y suele depender del sistema operativo y del medio de almacenamiento (disco duro, disco óptico, etc).
¿Qué es una extensión o tipo de archivo?
La extensión de archivo es un grupo de letras o caracteres que acompañan al nombre del archivo y en el caso de windows.
.doc Microsoft Word es un software destinado al proceso de texto
xls Microsoft Excel es una aplicación para manejar hoja de calculo Este programa es desarrollado y distribuido por Microsoft, y es utilizado normalmente en tareas financieras y contables.
bmp Windows bitmap (.BMP) es el formato propio del programa Microsoft Paint, que viene con el sistema operativo Windows. Puede guardar imágenes de 24 bits (16,7 millones de colores), 8 bits (256 colores) y menos. Puede darse a estos archivos una compresión sin pérdida de calidad: la compresión RLE
JPG (del inglés Joint Photographic Experts Group, Grupo Conjunto de Expertos en Fotografía), es el nombre de un comité de expertos que creó un estándar de compresión ycodificación de archivos de imágenes fijas. Este comité fue integrado desde sus inicios por la fusión de varias agrupaciones en un intento de compartir y desarrollar su experiencia en la digitalización de imágenes. La ISO, tres años antes (abril de 1983), había iniciado sus investigaciones en el área.
GIF (Compuserve GIF) es un formato gráfico utilizado ampliamente en la World Wide Web, tanto para imágenes como para animaciones.
¿Qué es multimedia?
El término multimedia se utiliza para referirse a cualquier objeto o sistema que utiliza múltiples medios de expresión para presentar o comunicar información. De allí la expresión «multimedios». Los medios pueden ser variados, desde textos imágenes, hasta animación, sonido, vídeo, etc.
Menciona Inicios y caracteristicas de la animación
1-. Squash and Strech (encoger y estirar)
2-. Anticipation (anticipación)
2-. Anticipation (anticipación)
3-. Staging (puesta en escena)
4-. Straight ahead action and pose to pose (acción directa y pose a pose)
5-. Follow through and overlapping action (acción continuada y acción desfasada)
6-. Ease in and out on slow in and out (aceleración y desaceleración gradual)
7-. Arcs (arcos)
8-. Secondary action (acción secundaria)
6-. Ease in and out on slow in and out (aceleración y desaceleración gradual)
7-. Arcs (arcos)
8-. Secondary action (acción secundaria)
9-. Timing (noción del tiempo)
10-. Exaggeration (exageración)
que es flash es una tecnología para crear animaciones gráficas vectoriales independientes del navegador y que necesitan poco ancho de banda para mostrarse en los sitios web. La animación en Flash se ve exactamente igual en todos los navegadores, un navegador sólo
necesitan un plug-in para mostrar animaciones en Flash
La Línea de tiempo
organiza y controla el contenido de una película a través del tiempo, en capas y fotogramas. Los componentes principales de la Línea de tiempo son las capas, los fotogramas y la cabeza lectora.
barra de propiedades
si te refieres a macromedia flash o ahora adobe flash cs4 la barra de propiedades es la seccion donde se muestran las caracteristicas de todos los objetos dibujados en tu espacio de trabajo, podras ver cosas como colores de linea, tamaños de linea, color de relleno y cosas asi.
Al activar una herramienta verá que la ventana Propiedades varía (sino aparece en pantalla, puede abrirla yendo a Ventana > Propiedades). En esta ventana encontrará propiedades para cambiar el grosor, color o estilo de línea, el color de relleno, tipografías o estilo de párrafo.
Las herramientas que poseen propiedades son:
//Línea, Lápiz y Bote de Tinta:// podrá variar la altura (grosor), el color o el estilo de línea.
//Pluma, Círculo y Rectángulo: //además de cambiar las propiedades de la línea, podrá cambiar el color de relleno.
//Pincel y Cubo de Pintura:// solo podrá variar el color de relleno. //Texto:// aquí podrá seleccionar tipografías, estilos de texto y otras opciones similares a los procesadores de textos.
unvectorial a imagen
es una imagen digital formada por objetos geométricos independientes (segmentos, polígonos, arcos, etc.), cada uno de ellos definido por distintos atributos matemáticos de forma, de posición, de color, etc. Por ejemplo un círculo de color rojo quedaría definido por la posición de su centro, su radio, el grosor de línea y su color.
Una imagen es un mapa de bits
cuando está compuesta por una serie de puntos (también llamados píxel), que contienen información acerca del color. Estos puntos o píxeles que forman la imagen se sitúan en un número determinado, a mayor número de puntos o píxeles, mayor calidad de imagen, esto es lo que se conoce por resolución de imagen.
![](data:image/png;base64,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)
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)
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)
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)
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)
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)
que es flash es una tecnología para crear animaciones gráficas vectoriales independientes del navegador y que necesitan poco ancho de banda para mostrarse en los sitios web. La animación en Flash se ve exactamente igual en todos los navegadores, un navegador sólo
necesitan un plug-in para mostrar animaciones en Flash
La Línea de tiempo
organiza y controla el contenido de una película a través del tiempo, en capas y fotogramas. Los componentes principales de la Línea de tiempo son las capas, los fotogramas y la cabeza lectora.
si te refieres a macromedia flash o ahora adobe flash cs4 la barra de propiedades es la seccion donde se muestran las caracteristicas de todos los objetos dibujados en tu espacio de trabajo, podras ver cosas como colores de linea, tamaños de linea, color de relleno y cosas asi.
Al activar una herramienta verá que la ventana Propiedades varía (sino aparece en pantalla, puede abrirla yendo a Ventana > Propiedades). En esta ventana encontrará propiedades para cambiar el grosor, color o estilo de línea, el color de relleno, tipografías o estilo de párrafo.
Las herramientas que poseen propiedades son:
//Línea, Lápiz y Bote de Tinta:// podrá variar la altura (grosor), el color o el estilo de línea.
//Pluma, Círculo y Rectángulo: //además de cambiar las propiedades de la línea, podrá cambiar el color de relleno.
//Pincel y Cubo de Pintura:// solo podrá variar el color de relleno. //Texto:// aquí podrá seleccionar tipografías, estilos de texto y otras opciones similares a los procesadores de textos.
unvectorial a imagen
es una imagen digital formada por objetos geométricos independientes (segmentos, polígonos, arcos, etc.), cada uno de ellos definido por distintos atributos matemáticos de forma, de posición, de color, etc. Por ejemplo un círculo de color rojo quedaría definido por la posición de su centro, su radio, el grosor de línea y su color.
Una imagen es un mapa de bits
cuando está compuesta por una serie de puntos (también llamados píxel), que contienen información acerca del color. Estos puntos o píxeles que forman la imagen se sitúan en un número determinado, a mayor número de puntos o píxeles, mayor calidad de imagen, esto es lo que se conoce por resolución de imagen.
icono | nombre | Menú | teclado |
| Borrador | Barra de herramientas | ( e ) |
Ovalo | Barra de herramientas | (o) | |
Zoom | Barra de herramientas | (m,z) | |
Selección | Barra de herramientas | (v) | |
rectangulo | Barra de herramientas | ( r) |
Conclusión 1
Entendí que las figuras que hacemos en flash cuales son las herramientas de dibujo que como se llaman y como se utilizan en un dibujo, también aprendí como esta conformada la pantalla de flash y que partes tiene y como esta conformada, también a como dibujar y agrandar el dibujo, como guardar, eliminar y/o modificar. También como encontramos mas rápido zoom con el teclado y otras herramientas que encontramos en la pantalla de flash también aprendí como mover una imagen y como reproducir un foro grama y a mover dos objetos al mismo tiempo.
icono | nombre | Menú | teclado |
![]() | Lapiz | Barra de herramientas | (y) |
![]() | Ajustar objeto | Barra de herramientas | |
![]() | Cubo de pintura | Barra de herramientas | ( k) |
opciones | Barra de herramientas |
Entendí que las herramientas lápiz tiene taímen que podemos ajustar un objeto a
Pintar una imagen para como hacer diferentes líneas en cada rapita y que hay distintas opciones que tiene el lápiz para poder hacer distintas formas tamaños y grosor.
icono | nombre | Menú | teclado |
![]() | Lápiz | Barra de herramientas | (y) |
![]() | Enderezar | Barra de herramientas | |
![]() | suavizar | Barra de herramientas | |
![]() | tinta | Barra de herramientas |
Conclusión 3
Entendí que para usar el lápiz despliega varias opciones como: suavizar, encabezar y tinta para hacer las líneas rectas curvas o diferentes tamaños o medidas que también podemos hacer distintas líneas cambiar color, grosor y otras cosas
Practica 4
En esta práctica aprendí a crear un fotograma a fotograma con el ejercicio en el cual teníamos que dibujar varios círculos de colores y cambiar la velocidad de los círculos de cada fotograma, y hacer también una animación por interpolación.
Practica 5
En esta practica aprendí a trabajar con capaz, creaos el efecto de una flecha lanzada hacia un blanco por el cual para q nos saliera hicimos diferentes capas, agrupamos figuras que en este caso fue la flecha y creamos una interpolación de movimiento y utilizamos mas comandos que no sabíamos utilizado.
Practica 6
Con esta práctica a prendí hacer una rehilete dando vueltas a través de diferentes capaz y una animación mediante interpolación y para poder mover el rehilete pudimos hacer en un solo fotograma hicimos puros elipses para poder hacer mover el rehilete y en otra capa hicimos el palo del rehilete para poder hacer mover solamente una parte del rehilete.
Pues en esta práctica aprendí que también podemos hacer una animación de texto y para poder hacer la animación la hicimos a través de diferentes capas y fotogramas también pudimos hacer un fotograma animado creciendo cada vez más el texto pero para poder hacer el texto lo hicimos con la herramienta separado y así pudimos hacer la animación
Practica 7
Pues en esta práctica aprendí que también podemos hacer una animación de texto y para poder hacer la animación la hicimos a través de diferentes capas y fotogramas también pudimos hacer un fotograma animado creciendo cada vez más el texto pero para poder hacer el texto lo hicimos con la herramienta separado y así pudimos hacer la animación
Practica 8
Pues en esta practica aprendí que hay distintas formas de hacer un fotograma a fotograma que podemos hacer en distintas formas y pusimos e distintas formas el texto, tamaños, colores etc. y giramos el texto para que se viera diferente y le pusimos interpolación para que se hiciera animado el texto.
Practica 9
Pues en esta práctica fue parecida en unas anteriores practicas, pero también hicimos diferente el texto para que fuera distinta la animación ocupamos la herramienta interpolación y transparencia para que el ovalo girara en un color y se vea el nombre de nosotros o la palabra que hicimos.