Páginas
▼
jueves, 31 de mayo de 2018
Mi anuncio terminado "Banker"
Como ejemplo de producción multimedia, he realizado en clase un anuncio de 20 segundos similar al que tiene que hacer el alumnado en grupo con logotipo, locución, música, texto vídeo, fotografías.... Este es el resultado:
jueves, 24 de mayo de 2018
Grabar sonido de un vídeo de Internet.
Primero mostraremos una serie de sitios de referencia en los que puedes ver vídeos y que te pueden resultar de interés - información obtenida de...
![](data:image/png;base64,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)
miércoles, 23 de mayo de 2018
Radionovela
Tutoriales recomendados para hacer la tarea:
Cuenta una historia con los siguientes sonidos (búscalos en un banco de recursos on-line):
- Puerta que se cierra https://drive.google.com/file/d/0B3jOc6brybfpMEVIQXhHd2pXek0/view?usp=sharing
- Pasos que se acercan https://drive.google.com/file/d/0B3jOc6brybfpTGNJWVd2TWp6OVU/view?usp=sharing
- Puerta de coche que se abre https://drive.google.com/file/d/0B3jOc6brybfpdWFfWHFEa0dlNlk/view?usp=sharing
- Puerta de coche que se cierra https://drive.google.com/file/d/0B3jOc6brybfpYWpVRk05Ykt6MUU/view?usp=sharing
- Sonido de radio buscando emisora https://drive.google.com/file/d/0B3jOc6brybfpSjVJbGVMZWdhU0E/view?usp=sharing
- Coche arrancando motor https://drive.google.com/file/d/0B3jOc6brybfpdGczdEplSDhKenc/view?usp=sharing
- Acelerón e inicio del recorrido https://drive.google.com/file/d/1mM9rqa__pMH1d351Ce0BWA81iOuToiH7/view?usp=sharing
Para que te funcione el proyecto que vas a crear en "Audacity"
necesitas crear una carpeta en la que guardes todos los archivos de
sonido que vas a utilizar y tambien todos los archivos y todas las
carpetas y subcarpetas con archivos que generará el programa. Esa
carpeta debería estar en tu lápiz USB y no en el escritorio, porque si
no acabas el trabajo en clase, al día siguiente tendrás problemas ya que
"Drive" quizá no te archiva un proyecto de Audacity empezado, sólo el archivo
final.
Crea una carpeta en tu USB una carpeta titulada
"Novela Negra", dentro de ella crea una subcarpeta titulada "Recursos
Sonoros", con los sonidos que vas a necesitar en un futuro montaje de
Audácity, dándoles el nombre más apropiado (no el original). Los sonidos
los puedes descargar del banco de recursos del Ministerio de Educación
(MEC), donde además hay vídeos, fotos...
Cuando
termines, abres el programa Audacity y realizas el montaje en el orden e
intensidad de volumen necesarios para que parezca que una persona se
acerca (pasos aumentando de volumen), pica a una puerta, la abre,
dispara dos tiros, se cierra la puerta, una persona se aleja (pasos
disminuyendo de volumen), música final (si no la pusiste antes en algún
sitio).
Si no has estado en clase cuando se explicó, puedes ver los siquientes tutoriales para ver cómo se hace:
- abrir un archivo de sonido en Audacity descargado previamente de Internet.
- importar mas sonidos al mismo archivo de Audacity. No se deben abrir, sino importar, porque no se unirían al sonido inicial abierto, sino que estarían ellos solos en un nuevo Audacity.
- usar el zoom para ver las pistas mas de cerca o de lejos.
- aprender a seleccionar un trozo de sonido con la "herramienta de selección".
- copiar un sonido si es demasiado corto y pegarlo a continuación de sí mismo para que dure mas (los pasos por ej.).
- cortar zonas de un sonido que no te interesan (ruidos, sonidos no deseados de una pista...).
- mover un sonido con la "herramienta de desplazamiento" en la escala de tiempos del programa para que no se solape con el anterior.
- amplificar un sonido con los efectos del programa.
- jugar con la herramienta "envolvente" para disminuir el volumen en una zona del sonido y no en otra.
- guardar el archivo en tu lápiz USB mientras no esté terminado el proyecto (lo podrás abrir de nuevo otro día y continuar corrigiendo o aumentando el trabajo).
- cuando esté todo terminado deberás exportar el trabajo a formato .wav y almacenarlo en tu "Drive".
martes, 22 de mayo de 2018
Audacity - Videos interesantes
En Youtube encontré vídeos sobre su manejo en Internet. Vemos en ellos cómo se maneja el zoom, la opción de borrar, copiar, pegar, seleccionar, trabajar con la envolvente de las ondas, desplazar sonidos en la escala de tiempos...etc. Sigue buscando tu, hay muchos mas:
- http://www.youtube.com/watch?v=51AilgCR5OQ descarga del Audacity portable, abrir un archivo, cortarle unos segundos, bajar volumen al final y archivarlo como .mp3 gracias a un archivo complementario. También nos explican cómo unir dos sonidos en dos pistas diferentes y archivarlo como .mp3.
- http://www.youtube.com/watch?v=nxwornG9m1s vemos como grabar con voz unas cuñas publicitarias para la radio en una sóla pista. Después eligen un trozo del texto y borran todo lo demás. Añaden una música durante toda la grabación, pero bajando el volumen en los momentos en los que suena la voz.
- https://www.youtube.com/watch?v=kkDEzSEG7B4 vemos aquí la posibilidad de hacer una canción con muchos instrumentos tocada por una sola persona (algunos de ellos hechos con la boca).
lunes, 7 de mayo de 2018
El guión publicitario
Con una hoja de cálculo en blanco, realiza una plantilla para un story board en el que figuren ....
Consejos para su creación:
http://icocabezo.blogspot.com.es/2014/10/como-escribir-un-guion-para-un-anuncio.html
Modelos de plantillas para realizar el story board:
![Guion técnico](https://www.formacionaudiovisual.com/blog/wp-content/uploads/2015/06/Guion-t%C3%A9cnico-620x240.jpg)
Consejos para su creación:
http://icocabezo.blogspot.com.es/2014/10/como-escribir-un-guion-para-un-anuncio.html
Modelos de plantillas para realizar el story board:
![Guion técnico](https://www.formacionaudiovisual.com/blog/wp-content/uploads/2015/06/Guion-t%C3%A9cnico-620x240.jpg)
domingo, 6 de mayo de 2018
¿Qué es un flashmob?
Explica lo que es un flashmob y coloca uno en tu artículo tal y como yo he puesto éste (quizá lo tengas que hacer en casa, porque en el IES no se puede).
¿Qué es un lipdub?
Explica lo que es un lipdub y coloca uno en tu artículo tal y como yo he puesto éste (quizá lo tengas que hacer en casa, porque en el IES no se puede).
Mi segundo anuncio de TV
Tarea 1: En grupo de 4 alumnos (los formará la profe), escribe en un papel A4, (con los nombres y apellidos de los participantes) el guion para un anuncio de TV duración de 20 segundos para prevenir el consumo del tabaco, el alcohol o las drogas (a elegir, o todas en un solo anuncio).
Puede tener aspecto de anuncio convencional o parecer una película, un lipdub, un flashmob...
Tarea 2: crea un artículo en tu blog en el que aclares qué es un lipdub y un flashmob, e incluye un vídeo en el artículo sobre cada uno de ellos.
Se irán marcando las nuevas tareas día a día, no pudiendo retrasarnos respecto a los tiempos marcados.
Deberá cumplir las siguientes condiciones:
- el mensaje debe ser "en positivo".
- debe conquistarse al espectador desde el sentimiento, no aportando datos y frases hechas.
- debe tener algunos segundos de vídeo grabados por vosotros (con el móvil), con diálogo entre dos jóvenes.
- el diálogo entre ellos debe estar subtitulado en español.
- tendrá una música que inspire al mensaje positivo, compuesta por vosotros (programa Audacity).
- incluirá algún efecto de sonido libre de uso o grabado por vosotros.
- incluirá algunas de vuestras fotos retocadas con Gimp (valen las que ya hicimos hasta ahora)..
- en la edición del vídeo hay que retocar la duración de las imágenes.
- las imágenes entrarán y saldrán con efectos.
- un texto como lema del anuncio sobre un fondo sin imagen, con colores diferentes a los predefinidos por el programa información final de quien coordina o financia la campaña contra el Hikikomori, en este caso, el IES de Salinas.
Facturación de una empresa en enero, febrero... y resumen cuatrimestral con gráfica
En clase hemos realizado con LibreOffice Calc una hoja de cálculo con la facturación de una empresa mes a mes (de enero a abril), cada mes en una hoja diferente.
En la última hoja hemos realizado el resumen cuatrimestral para ver la evolución de la facturación, y hacer con los datos una gráfica lineal con el título Resumen cuatrimestral de facturación. En el eje "x" representaremos el nombre de cada mes, y en el eje "y" el valor facturado cada mes en €, antes de aplicar el IVA.
Tarea en el Blog:
Crea una entrada en tu blog con la imagen del resumen cuatrimestral y la gráfica. Etiquetas: 3 Bloque - Software para sistemas informáticos.