tag:blogger.com,1999:blog-48015346426288645872024-03-19T03:54:58.001-07:00Luz y movimientoNoelhttp://www.blogger.com/profile/17038786370718369052noreply@blogger.comBlogger23125tag:blogger.com,1999:blog-4801534642628864587.post-72213465964044506462012-12-20T18:40:00.000-08:002013-02-23T07:23:12.879-08:00Instalación chica- esqueleto<iframe allowfullscreen="" frameborder="0" height="360" src="http://www.youtube.com/embed/7HxgBs7tkjo" width="640"></iframe>
En esta instalación trabajamos con imágenes a gran escala, con una proyección de aproximadamente 6 x 6 m. El usuario estaba invitado a interactuar con la imagen desde cierta distancia a la misma.
Los movimientos de las manos serían en este caso las herramientas que se utilizarían como interfaz, los mismos activan o desactivan una parte de la imagen proyectada que funciona como visor y que deja al descubierto varias capas más “profundas” de un mismo dibujo.<br />
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Los movimientos hacia arriba y hacia abajo de la mano se corresponden con los movimientos hacia arriba y hacia abajo del “visor”.
En cambio los movimientos hacia adelante y hacia atrás se correspondían a las diferentes capas del dibujo (en este caso un retrato de una muchacha sentada), cuando la mano iba hacia adelante, se dejaba ver una capa profunda del dibujo (los huesos de la chica), cuando la mano iba hacia atrás se veía una capa menos profunda (los músculos o la piel dependiendo de la distancia de la mano).
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Este trabajo es una evolución de la instalación anterior. Ambas cuentan con el mismo sistema de programación de vvvv y action script, pero con algunas modificaciones que nos permitieron ampliar las posibilidades visuales e interactivas. <br />
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Se utilizó un proyector de 7000 lúmenes. Estos potentes proyectores permiten trabajar con escalas mayores a las acostumbras a las que pueden generar los proyectores comunes. La intención fue generar la imagen más grande que permitiera el espacio y el proyector. El impacto de una imagen en esa escala es mucho mayor que en una escala “humana” y fue sensiblemente mayor a la escala trabajada en la instalación anterior.<br />
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Se le dio instrucciones a los usuarios que probaron la instalación, especialmente donde pararse para que los dispositivos pudieran detectarlos correctamente, y se les dijo que no era necesario (ni deseado) que se movieran del lugar, también se les comentó que la imagen interactuaría con sus movimientos y de ahí en adelante se los dejó libres, sin más indicaciones.<br />
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Anteriormente en el marco de este proyecto se han hecho pruebas de interacción con visuales abstractas, en esos casos se observó que el tipo de interacción que se estaba planteando permitía una mayor apertura de lecturas, tantas que a veces era difícil para el o los usuarios entender que cosas esas eran generadas o modificadas con sus movimientos.<br />
Esta vez, al igual que con la instalación anterior, se volvió a pensar en un relato visual para invitar a la gente a que interactue. De esta forma, se observó que era más fácil para el usuario entender y jugar con las interacciones planteadas. <br />
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El dibujo original fue realizado a lápiz, y posteriormente digitalizado y
pintado en un software de edición de imagen. Las capas “internas” fueron
creadas digitalmente sobre el dibujo original.
Esta instalación se armó dos veces, una vez en uno de los patios
interiores de bellas artes, para un público estudiantil de unas 100
personas y otra en un gran salón, también de bellas artes.<br />
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Abajo un video de la realización de la pinturas. <br /><br />
<iframe allowfullscreen="" frameborder="0" height="360" src="http://www.youtube.com/embed/hlowU4-jvhg" width="640"></iframe>Noelhttp://www.blogger.com/profile/17038786370718369052noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-44929315754997744582012-11-22T11:51:00.000-08:002012-11-22T12:07:09.245-08:00Ciervo Esta vez la idea fue generar una proyección interactiva en la cual los movimientos de la mano derecha dejaran al descubierto otro "nivel" de un dibujo proyectado en una pared de 6 m x 4 m aprox. <br />
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La programación fue con Actionscript y VVVV. Los movimientos eran captados con una Kinect y proyectados con un proyector de 7000 lúmenes. Los dibujos fueron hechos con témperas, digitalizados y editados con photoshop.<br />
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Nuestro compañero de equipo:<br />
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Café: otro compañero infaltable.<br />
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<br />Noelhttp://www.blogger.com/profile/17038786370718369052noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-40626305351092757172012-11-06T16:25:00.001-08:002012-11-22T11:36:13.479-08:00Más pruebasExperimentando con proyecciones reactivas. <br />
La mano (o el pecho) le da play a un video dependiendo de la distancia que se encuentre la persona a la pared. <br />
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El video comienza cuando la mano derecha (o el pecho en otra oportunidad) está a unos 20 cm de la pared. A más distancia el video queda en pausa y ya no aparece. <br />
La proyección del video sigue siempre a la mano derecha (o pecho, dependiendo del caso). <br />
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Los datos de los ejes X, Y, Z son tomados por la Kinect y procesados por el programa vvvv. Los datos X e Y de la mano, corresponden a las cordenadas X e Y del video que esta siendo proyectado sobre la persona. Y los datos en Z sirven como un botón de "play" y "pausa".<br />
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<br />Noelhttp://www.blogger.com/profile/17038786370718369052noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-66898392740026433012012-10-03T08:49:00.000-07:002012-11-06T06:27:08.124-08:00Pruebas en fachadas<div class="separator" style="clear: both; text-align: left;">
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Queríamos probar el alcance de uno de los nuevos proyectores de 7000 lúmenes con que cuenta la facultad, en relación con un exterior nocturno bastante iluminado. El lugar seleccionado fue la avenida 18 de Julio en el entorno de la Facultad de Bellas Artes (Mvd).</div>
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Mantuvimos la consigna de minimizar los tiempos de montaje, y de trabajar con las condiciones lumínicas que habitualmente ofrece el lugar. No se realizó diseño sonoro, ni se utilizó música, por lo que la intervención fue exclusivamente visual.</div>
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Nos interesaba tener una idea del impacto que tendría la intervención dadas las condiciones mencionadas.</div>
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Algo que confirmamos es que mucha gente presta poca atención al entorno por el cual transita dándose el caso de que muchas personas pasaron por debajo de la proyección sin percatarse de lo que estaba aconteciendo.</div>
Noelhttp://www.blogger.com/profile/17038786370718369052noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-65230747199819069982012-09-03T12:37:00.000-07:002012-11-06T06:32:32.259-08:00Pruebas con cubos<div class="separator" style="clear: both; text-align: center;">
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<span lang="ES-UY"><b>Descripción
de la experiencia:</b></span><br />
<span lang="ES-UY"><b><br /></b></span>
En la
prueba nos interesaba investigar sobre la relación que establece el “usuario”
con la instalación, y más concretamente como éste se vinculaba con el sistema
de interacción.<br />
<br />
En esta
instancia no se tuvieron en cuenta otros aspectos como el montaje de la
instalación ni el desarrollo de contenidos o metáforas particulares, puesto que
el objeto de la prueba era probar la interacción, se trabajó únicamente sobre
ese punto.<br />
Para
ello se comenzó a trabajar a partir de un patch de vvvv, (descargado de
<a href="http://vvvv.org/" target="_blank">vvvv.org</a>) el cual se modificó de manera de integrarle un sistema de interacción
corporal, basado en la captura de movimiento obtenida a través de kinect.<br />
<br />
Mediante
kinect se obtenían los datos de posición en los tres ejes (X,Y,Z) de las manos
del usuario y estos datos se utilizaban para el control de distintos parámetros
en la aplicación.<br />
<br />
La
aplicación consiste en una serie de gráficos 3D (cubos) dispuestos de manera
equidistante en una grilla que abarca los tres ejes, de manera que el conjunto
de cubos forma un cubo mayor. A su vez la serie de cubos está dividida en dos
subgrupos.<br />
<br />
Todo el
conjunto de cubos gira en sus tres ejes (X,Y,Z) y los subgrupos cambian de
tamaño y color.<br />
Estos
cambios son controlados por los usuarios mediante el movimiento de sus manos.<br />
<br />
Por
ejemplo al mover la mano derecha en su eje Y (es decir de arriba abajo) el
conjunto de cubos reacciona girando en su propio eje Y. Al mover la mano
izquierda en su eje Z (acercando o alejando la mano al sistema) uno de los
subgrupos de cubos reacciona agrandando o achicando su tamaño (al acercar la
mano se achican, al alejarla se agrandan). Y así sucesivamente con el resto de parámetros
modificables ya mencionados.<br />
<br />
Los “usuarios
- conejillos de indias” no sabían de antemano cómo funciona el sistema de
interacción ni se le dieron instrucciones al respecto. Únicamente se les indicó
que se pararan frente al sistema y que lo probaran.<br />
Con esto
se pretendía observar cómo los participantes de la prueba se relacionaban con
el sistema. Como reaccionaban frente al mismo, si trataban de entenderlo, si se
proponían descubrir la correspondencia entre sus acciones corporales y la reacción
de los cubos, qué tipo de estrategias utilizaban para ello, cuánto tiempo
interactuaban.<br />
<br />Noelhttp://www.blogger.com/profile/17038786370718369052noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-22694601551497666422012-09-03T12:16:00.000-07:002012-11-06T06:39:24.860-08:00Pruebas con proyector de 7000 lúmenes<br />
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<b>Notas sobre la prueba:</b><br />
<br />
Uno de los puntos que nos interesa investigar es relativo a la posibilidad de realizar intervenciones de espacios arquitectónicos (interiores y exteriores) de forma rápida, minimizando todo lo posible el tiempo de preparación "in situ" de la intervención.</div>
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Con esto se busca maximizar el efecto sorpresa de la intervención así como potenciar su carácter efímero al disminuir al mínimo los tiempos de montaje y desmontaje de la misma.</div>
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También nos interesa investigar la posibilidad de realizar este tipo de intervenciones en espacios donde no es posible tener control de las condiciones del ambiente como por ejemplo la iluminación del lugar, el sonido ambiente, o el flujo de personas.</div>
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Para esta prueba seleccionamos uno de los pasillos de la facultad de Bellas Artes que tiene unos dieciocho metros de largo por un metro y medio de ancho y unos cuatro metros de alto aproximadamente. En el cual únicamente podíamos controlar algunas de las luces del mismo. Nos propusimos intervenir ese espacio con un único proyector de 7000 lúmenes, intentando cubrir con el mismo las paredes y techo del pasillo.</div>
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Las dificultades que presentaba el lugar eran luces que procedían desde otros sectores del pasillo así como del exterior, una gran puerta de vidrio que actuaba como superficie reflectante y el escorzo que se generaba en las paredes dado el angulo de la proyección.</div>
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Una vez en el espacio trabajamos en ver como utilizar estas "dificultades" propias del espacio seleccionado de manera de integrarlas en la intervención.</div>
<br />Noelhttp://www.blogger.com/profile/17038786370718369052noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-17174702150239843572012-07-08T14:13:00.000-07:002012-07-08T14:13:27.534-07:00Antecedentes: Myron Krueger<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/dmmxVA5xhuo" width="420"></iframe>
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<span style="background-color: white; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 17px; text-align: left;">Myron Krueger: artista digital pionero en el desarrollo de trabajos interactivos .</span><br style="background-color: white; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 17px; text-align: left;" /><span style="background-color: white; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 17px; text-align: left;">Videoplace (1985) Algo les parece familiar?</span>Pablo Boquetehttp://www.blogger.com/profile/13877720411894481859noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-45390235345125838282012-06-12T09:01:00.000-07:002012-06-12T09:37:22.715-07:00videomapping: Santiago de Compostela<span style="font-family: Arial, Helvetica, sans-serif;">dejo el <a href="http://www.vjspain.com/noticias/noticia_completa.php?ID=358">link</a> a la pagina donde cuentan un poco sobre la realización del proyecto. En realidad no aporta información útil más allá de algunos datos, como que utilizaron 16 proyectores, madMapper, etc. De todos modos creo que vale la pena compartirlo.
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<a href="http://vimeo.com/27358488">Fuegos del Apóstol. 2011. Mapping Obradoiro. Oficial</a> from <a href="http://vimeo.com/vjspain">vjspain.com</a> on <a href="http://vimeo.com/">Vimeo</a>.Pablo Boquetehttp://www.blogger.com/profile/13877720411894481859noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-57570299395017113032012-06-01T11:21:00.000-07:002012-10-24T11:29:20.247-07:00Prueba de interacción: día y noche.<div class="separator" style="clear: both; text-align: center;">
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En esta ocación realizamos una prueba de interacción con un patch creado en el programa "<a href="http://www.vvvv.org/">vvvv</a>" para que el movimiento del brazo derecho de un sujeto (captado por la Kinect) controlara la imagen que se estaba proyectando. El brazo arriba convertia al paisaje en uno nocturno, y hacia abajo en uno diurno.<br />
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<br />Noelhttp://www.blogger.com/profile/17038786370718369052noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-52907504727125977712012-05-07T13:13:00.003-07:002012-05-07T13:13:58.836-07:00Realidad aumentada en una caja de arena<br />
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<iframe allowfullscreen="" frameborder="0" height="360" src="http://www.youtube.com/embed/9uOqovA8zzM" width="640">&amp;amp;lt;p&amp;amp;gt;""&amp;amp;lt;/p&amp;amp;gt;</iframe>
<br /><br /><i><br />"Video of a sandbox equipped with a Kinect 3D camera and a projector to
project a real-time colored topographic map with contour lines onto the
sand surface. The sandbox lets virtual water flow over the surface using
a GPU-based simulation of the Saint-Venant set of shallow water
equations.<br /><br />We (the UC Davis W.M. Keck Center for Active Visualization in the Earth Sciences, <a class="yt-uix-redirect-link" dir="ltr" href="http://www.keckcaves.org/" rel="nofollow" target="_blank" title="http://www.keckcaves.org">http://www.keckcaves.org</a>)
built this for an NSF-funded project on informal science education.
These AR sandboxes will be set up as hands-on exhibits in science
museums, such as the UC Davis Tahoe Environmental Research Center (TERC)
or Lawrence Hall of Science.<br /><br />Project home page: <a class="yt-uix-redirect-link" dir="ltr" href="http://idav.ucdavis.edu/%7Eokreylos/ResDev/SARndbox" rel="nofollow" target="_blank" title="http://idav.ucdavis.edu/~okreylos/ResDev/SARndbox">http://idav.ucdavis.edu/~okreylos/ResDev/SARndbox</a><br /><br />The sandbox is based on the original idea shown in this video: <a class="yt-uix-redirect-link" dir="ltr" href="http://www.youtube.com/watch?v=8p7YVqyudiE" rel="nofollow" target="_blank" title="http://www.youtube.com/watch?v=8p7YVqyudiE">http://www.youtube.com/watch?v=8p7YVqyudiE</a><br /><br />The
water flow simulation is based on the work of Kurganov and Petrova, "a
second-order well-balanced positivity preserving central-upwind scheme
for the Saint-Venant system." </i>Noelhttp://www.blogger.com/profile/17038786370718369052noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-47443824669855370332012-04-18T06:37:00.002-07:002012-04-18T06:41:50.813-07:00instalación con video-mapping<span><iframe width="400" height="233" src="http://www.youtube.com/embed/WDRFDdhdxvI" frameborder="0" allowfullscreen=""></iframe></span><div><span><br /></span></div><div><span><br /></span></div>Pablo Boquetehttp://www.blogger.com/profile/13877720411894481859noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-11626762152243038702012-04-14T13:07:00.000-07:002012-04-14T13:07:34.769-07:00Reunión viernes 13 de abrilLa idea del día fue investigar al respecto del <b>mapeo de un objeto en todas sus caras simultáneamente.</b><br />
En resumen las conclusiones que sacamos fueron:<br />
<ul><li>Para proyectar en una superficie cilíndrica y cubrir el objeto por completo se necesitan 3 proyectores, ya que 2 proyectores no son suficientes ( dejan líneas obscuras en los costados).</li>
<li>En cambio en cubos no hubo ningun inconveniente, se pudo proyectar fácilmente en todas sus caras laterales con 2 proyectores. </li>
</ul>El proyector que estamos usando tiene un alcance mayor al esperado así que próximamente haremos pruebas en edificios cercanos. Noelhttp://www.blogger.com/profile/17038786370718369052noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-83872881910149427502012-04-04T10:47:00.000-07:002012-10-24T10:50:07.119-07:00Prueba con proyector de 2000 lúmenes.<br />
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" width="640" /><br />
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Abril 2012<br />
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Realizamos una prueba con un proyector de 2000 lúmenes en una fachada de un edificio.<br />?Noelhttp://www.blogger.com/profile/17038786370718369052noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-26239747902284977592011-12-01T12:38:00.000-08:002012-10-31T13:38:25.672-07:00Museo MAPI: proyecciones y video mapping <span style="font-family: Arial, Helvetica, sans-serif;">Proyecciones y video mapping en el Museo de Arte Precolombino e Indígena</span><br />
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<span style="color: #222222; font-family: Arial, sans-serif;"><b>El marco Teórico: </b></span><br />
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<span style="font-family: Arial, sans-serif;">La idea fue trabajar a partir de la posibilidad de construcción de horizontes de sentido, dejando de lado lo que sería una visión de tipo documentalista.</span></div>
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<span style="font-family: Arial, sans-serif;">Teniendo en cuenta además, que no se trata de un proyecto interdiciplinario donde podrían estar presentes otras visiones provenientes del campo de las ciencias duras (antropología por ejemplo). </span></div>
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<span style="font-family: Arial, sans-serif;">La cuestión de los horizontes de sentido nos es inherente como artistas, pero además desde hace tiempo está en relación con otras áreas del conocimiento como la historia e incluso y más pertinente aún para nosotros, con las formas de entender las culturas precolombinas. </span></div>
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<span style="color: #222222; font-family: Arial, sans-serif; font-size: small;">El proyecto propone a través de la mirada de un colectivo integrado por estudiantes y docentes de IENBA la posibilidad de diferentes horizontes de sentido. En tanto que cada participante se apropia de la iconografía e imágenes de ese universo que se nos propone como "lo precolombino". Los reelabora desde su subjetividad, los pone en dialogo - a través de proyecciones audioviduales y video-mapping - con una superficie arquitectónica que no solo es ajena a las culturas precolombinas sino que ya a sido resignificada (cuarto en ruinas convertido en sala de exposición). Todo dentro de una estructura (museo) que funciona como legitimadora de un discurso.</span></div>
Noelhttp://www.blogger.com/profile/17038786370718369052noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-76536863799065760172011-10-06T05:18:00.000-07:002011-10-06T05:22:16.571-07:00Prueba de materialesAca va un video de una prueba de proyecciones en materiales que dejan pasar la luz que hicimos en el área de lenguajes computarizados.<br />
Esto fue previo a la instalación en "la diaria" del post anterior.<br />
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<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dztM2-RCfKa6WnjtLqWIAlvkEdwK8ej4DYnJU6TCJv8xrZ4aXxqHo6Biyjgaax9FEuhOw_zW5sL3DQVqN7agQ' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>Noelhttp://www.blogger.com/profile/17038786370718369052noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-22735610283475230812011-09-19T13:45:00.000-07:002012-10-30T09:24:57.930-07:00La Diaria: un par de videosDos videos (de mala calidad) de la instalación del sábado en La Diaria<br />
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Fotos del armado de la instalación:<br />
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La instalación: </div>
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Pablo Boquetehttp://www.blogger.com/profile/13877720411894481859noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-4064448076413077192011-08-23T07:23:00.000-07:002011-08-23T07:32:02.321-07:00KinectFusion: Crea modelos 3D en tiempo real<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxUcAH-tLGSAWN77KzA07sELRn1kMu4YfkVrKYAqONx0AJCzR2hjMO3KXuYusyj456sgpNHLigNFZ9S9jGKlk86YCc3Q_juKnKfz8lVwrFPjTGOwWgP9HCyQ06aoi6TmMeGfEA6bEK0oRf/s1600/imaRef.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 166px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxUcAH-tLGSAWN77KzA07sELRn1kMu4YfkVrKYAqONx0AJCzR2hjMO3KXuYusyj456sgpNHLigNFZ9S9jGKlk86YCc3Q_juKnKfz8lVwrFPjTGOwWgP9HCyQ06aoi6TmMeGfEA6bEK0oRf/s320/imaRef.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5644058413114366226" /></a><a href="http://www.neoteo.com/kinectfusion-crea-modelos-3d-en-tiempo-real">Nota en Neoteo.com</a>Pablo Boquetehttp://www.blogger.com/profile/13877720411894481859noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-64948305743405899792011-08-10T07:40:00.000-07:002011-08-10T08:08:45.364-07:00Hyundai Accent - mapping?<div><iframe width="425" height="265" src="http://www.youtube.com/embed/odLBHXhq6ts" frameborder="0" allowfullscreen=""></iframe></div><span class="Apple-style-span" style="font-family: arial; font-size: small; ">Esta presentación en realidad no tiene nada de mapping, puesto que la proyección no interactúa con la arquitectura, y ni siquiera con el auto pues la imagen le pasa por arriba tan campante.<div>Lo que si me parece interesante es la idea base del juego con los puntos de vista en torno a la incorporación del objeto real a la proyección y también el hecho de usar uno de los planos laterales para proyectar y no quedarse solo en la fachada frontal del edificio. Claro que el asunto de colgar el auto y que todo gire en su entorno es la razón de ser de la propuesta (como idea publicitaria es muy buena), pero me quedo con el concepto de una idea simple que funciona. Y también de que es un ejemplo más de como se comienzan a utilizar las proyecciones interactuando con objetos reales, generando ese espacio tan interesante que se encuentra entre el mundo virtual y el real.</div></span>Pablo Boquetehttp://www.blogger.com/profile/13877720411894481859noreply@blogger.com1tag:blogger.com,1999:blog-4801534642628864587.post-33727031692995170132011-08-09T18:58:00.001-07:002011-08-09T19:01:32.507-07:00Antecedentes del video-mapping: Jorge Orta - 1992<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLtJhV_SZAFFJ_kS7e1ytT8VPGNKFjGAmdB8DEbtRcXLYbJa2cyvi4_3k2bbavlMu9JY3dDEuzRqbcoP6FeqZNVUYRMOelODd2pDA1gHSkkhitbDVuDsc4IWgm-0QoAKPFyzyZTwUD5nUw/s1600/orta_1.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 260px; height: 320px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLtJhV_SZAFFJ_kS7e1ytT8VPGNKFjGAmdB8DEbtRcXLYbJa2cyvi4_3k2bbavlMu9JY3dDEuzRqbcoP6FeqZNVUYRMOelODd2pDA1gHSkkhitbDVuDsc4IWgm-0QoAKPFyzyZTwUD5nUw/s320/orta_1.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5639040953849109090" /></a><div>A partir de los `70 comenzó a trabajar en Argentina con video y proyecciones creando instalaciones públicas. Su primera proyección de grandes dimensiones fue Poème Infographique, producida en 1992 para el Centro Geroges Popmpidou de París. Su trabajo más conocido es la proyección hecha en Cuzco, en la ciudadela de Machu Pichu también en 1992.</div><div>
<br /></div><div><a href="http://www.argentine-embassy-uk.org/oh/esp/a9.htm">http://www.argentine-embassy-uk.org/oh/esp/a9.htm</a></div><div><a href="http://www.studio-orta.com/artwork_fiche.php?fk=&fs=9&fm=0&fd=0&of=4">http://www.studio-orta.com/artwork_fiche.php?fk=&fs=9&fm=0&fd=0&of=4</a></div>Pablo Boquetehttp://www.blogger.com/profile/13877720411894481859noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-4867139698038211792011-08-09T18:53:00.000-07:002011-08-09T18:56:01.064-07:00Body Movies, de Rafael Lozano-Hemmer - 2001<iframe width="425" height="349" src="http://www.youtube.com/embed/ENyOj26hmH0" frameborder="0" allowfullscreen=""></iframe>Pablo Boquetehttp://www.blogger.com/profile/13877720411894481859noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-81001317303733313822011-08-09T18:42:00.000-07:002011-08-09T18:47:12.509-07:00algunos links con info útil<div><a href="http://livecinema.wikidot.com/start">http://livecinema.wikidot.com/start</a></div><div>
<br /></div><div><a href="http://www.vasulka.org/Kitchen/Frameset_Documents.html">http://www.vasulka.org/Kitchen/Frameset_Documents.html</a></div><div>
<br /></div><div><a href="http://joncates.blogspot.com/2008/11/notes-on-expanded-cinema.html">http://joncates.blogspot.com/2008/11/notes-on-expanded-cinema.html</a></div><div>
<br /></div><div><a href="http://www.miamakela.net/text.html">http://www.miamakela.net/text.html</a></div><div>
<br /></div><div><div>Para descargar la tésis de Ferrer:</div><div><a href="http://riunet.upv.es/handle/10251/4322">http://riunet.upv.es/handle/10251/4322</a></div><div>
<br /></div><div>Para descargar Expanded Cinema de Youngblood:</div><div><a href="http://www.vasulka.org/Kitchen/PDF_ExpandedCinema/ExpandedCinema.html">http://www.vasulka.org/Kitchen/PDF_ExpandedCinema/ExpandedCinema.html</a></div><div>
<br /></div><div>Woody y Steina Vasulka:</div><div><a href="http://www.vasulka.org/">http://www.vasulka.org/</a></div><div><a href="http://www.arteenlared.com/latinoamerica/chile/steina-y-woody-vasulka-el-vocabulario-del-video.html">http://www.arteenlared.com/latinoamerica/chile/steina-y-woody-vasulka-el-vocabulario-del-video.html</a></div><div>
<br /></div><div>Sobre Live Cinema:</div><div><a href="http://www.mediatecaonline.net/Obert/EP00067/eng/">http://www.mediatecaonline.net/Obert/EP00067/eng/</a></div><div><a href="http://aminima.net/">http://aminima.net/</a></div></div>Pablo Boquetehttp://www.blogger.com/profile/13877720411894481859noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-86129425725920965092011-08-07T09:00:00.000-07:002011-08-07T09:00:55.264-07:00Apparition - Klaus Obermaier & Ars Electronica Futurelab<iframe allowfullscreen="" frameborder="0" height="349" src="http://www.youtube.com/embed/-wVq41Bi2yE" width="425"></iframe><br />
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"El sistema de traqueo desarrollado para Apparition utiliza complejos agloritmos para detectar la silueta del performer que esta constantemente en movimiento, dando de esta forma información para las proyecciones que se realizan sobre el cuerpo, así como también cálculos cualitativos de ciertas dinámicas de movimiento, por ejemplo velocidad, dirección, intensidad y volumen. La información derivada de estos cálculos es asignada dinámicamente a un generador de visuales que trabaja en tiempo real, y que proyecta las imágenes a gran escala en el fondo o en los cuerpos."<br />
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Más info en <a href="http://www.exile.at/apparition/index.html">http://www.exile.at/apparition/index.html</a>Noelhttp://www.blogger.com/profile/17038786370718369052noreply@blogger.com0tag:blogger.com,1999:blog-4801534642628864587.post-56150829352157878002011-08-07T08:42:00.000-07:002011-08-07T08:44:22.916-07:00Chunky Move<iframe allowfullscreen="" frameborder="0" height="349" src="http://www.youtube.com/embed/BVW92VR8n9M" width="425"></iframe><br />
<br />
"Glow" es un espectaculo unipersonal de danza, de aproximadamente media hora. <br />
Una cámara infrarroja captura los movimientos de la persona, y esos datos son procesados por un programa que crea constantemente una animacion, que será proyectada sobre el piso, y que cambia en tiempo real según los movimientos de la bailarina.<br />
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<div align="left" class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/sbjOMualLVs?feature=player_embedded' frameborder='0'></iframe> </div><div class="separator" style="clear: both; text-align: center;"><br />
</div>"Mortal engine" es otro maravilloso ejemplo de la misma compania de danza "chunky move". Usaron la misma tecnología de video mapping en personas, que intereactua en tiempo real, para crear este espectáculo.<br />
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Para más informacion sobre Chunky Move visitar <a href="http://www.chunkymove.com/">http://www.chunkymove.com/</a>Noelhttp://www.blogger.com/profile/17038786370718369052noreply@blogger.com0