<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-6809974686913580211</id><updated>2012-03-02T16:56:25.498+01:00</updated><category term='Presse'/><category term='Effets'/><category term='Location'/><category term='Trade shows'/><category term='English'/><category term='Images'/><category term='Profondeur'/><category term='Season&apos;s Greetings'/><category term='How-To'/><category term='Tao Presentations'/><category term='Salons'/><category term='Evenements'/><category term='Moving'/><category term='Pôle ICI'/><category term='Taodyne'/><category term='Français'/><category term='3D'/><category term='Startup Week-End'/><category term='Launch'/><category term='Livre Blanc'/><category term='Beta'/><category term='Société'/><category term='Profondeur de champ'/><category term='Events'/><category term='Pitch'/><category term='Stéréoscopie'/><category term='Video'/><category term='Powerpoint'/><category term='LaTeX'/><category term='Tutoriel'/><category term='Startup'/><category term='Funny'/><category term='Sensors'/><category term='ISE 2012'/><title type='text'>Taodyne</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>29</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-687621280438600084</id><published>2012-03-01T11:49:00.002+01:00</published><updated>2012-03-01T11:49:44.079+01:00</updated><title type='text'>Tao Presentations 1.05 est disponible</title><content type='html'>La version 1.05 de Tao Presentations apporte des corrections et améliorations par rapport à la version 1.04, principalement :&lt;br /&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Le menu &lt;i&gt;Affichage&lt;/i&gt; contient maintenant une option &lt;i&gt;Mire d'identification stéréoscopique&lt;/i&gt;, qui permet de vérifier le fonctionnement correct d'une configuration 3D. Lorsque cette option est activée, le logiciel affiche des images qui permettent d'identifier les vues stéréoscopiques, et ainsi de vérifier que chaque œil "voit" bien la bonne image. C'est indispensable pour assurer un effet 3D correct.&lt;br /&gt;Ainsi, lorsque Tao Presentations est connecté à un téléviseur 3D correctement configuré, on voit les images suivantes :&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-akzX6U81VLQ/T09OSHO5ArI/AAAAAAAAAAM/_INswlFFqC8/s1600/1.png" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-akzX6U81VLQ/T09OSHO5ArI/AAAAAAAAAAM/_INswlFFqC8/s1600/1.png" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Œil gauche&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-42LT_o1rGfY/T09OUusr7xI/AAAAAAAAAAU/-9u9hV1BWVM/s1600/2.png" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-42LT_o1rGfY/T09OUusr7xI/AAAAAAAAAAU/-9u9hV1BWVM/s1600/2.png" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Œil droit&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Dans certains cas, il peut être nécessaire d'inverser les images (depuis Tao Presentations, ou en utilisant un réglage sur l'écran ou le projecteur).&lt;/li&gt;&lt;li&gt;Le module  &lt;a href="http://www.taodyne.com/shop/fr/contenus/35-vlc-audiovideo-10.html"&gt;VLC Audio Vidéo&lt;/a&gt; propose une nouvelle commande &lt;span style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;vlc_init&lt;/span&gt; qui permet de passer diverses options de configuration à VLC. En particulier, il est possible de préciser un &lt;i&gt;proxy&lt;/i&gt; HTTP pour accéder à des vidéos là ou une connection ouverte à internet n'est pas possible (cf. &lt;a href="http://git.taodyne.com/docs/modules/vlc_audio_video/fr/group___v_l_c_audio_video.html#ga8fc81e1c7271e124f91d256273d56e76"&gt;la documentation technique&lt;/a&gt; du module).&lt;/li&gt;&lt;li&gt;La version Windows de Tao Presentations pouvait afficher une erreur lors du téléchargement d'un module. Ce problème est corrigé.&lt;/li&gt;&lt;li&gt;La version Linux (Ubuntu/Debian) pouvait ne pas afficher certaines vidéos si le package &lt;span style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;vlc&lt;/span&gt; n'était pas installé.&amp;nbsp; Cette dépendance est maintenant prise en compte.&lt;/li&gt;&lt;/ul&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-687621280438600084?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/687621280438600084/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2012/03/tao-presentations-105-est-disponible.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/687621280438600084'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/687621280438600084'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2012/03/tao-presentations-105-est-disponible.html' title='Tao Presentations 1.05 est disponible'/><author><name>Jérôme Forissier</name><uri>http://www.blogger.com/profile/04313623284109406016</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-akzX6U81VLQ/T09OSHO5ArI/AAAAAAAAAAM/_INswlFFqC8/s72-c/1.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-687834119071322489</id><published>2012-02-25T20:17:00.008+01:00</published><updated>2012-02-28T09:50:53.004+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Tutoriel'/><title type='text'>La terre et ses rayons</title><content type='html'>Dans cet article nous allons voir comment créer avec Tao Presentations une suite de pages qui permettent de faire un menu grâce à des rayons colorés autour de la Terre. Voici à quoi ressemble le résultat final (la Terre tourne sur elle même) :&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-vYnB5gX5GOI/T0keO9Su9rI/AAAAAAAACAc/tLmkqTDtOis/s1600/Rays.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/9sjT-XN9DMI" width="420"&gt;&lt;/iframe&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Afficher le fond&lt;/h3&gt;Le fond est simplement constitué d’une photo de la galaxie Andromède. Les utilisateurs de Macintosh pourront trouver cette image sous &lt;code&gt;/Library/Desktop Pictures/Andromeda Galaxy.jpg&lt;/code&gt;. Les autres pourront utiliser une autre image de ciel étoilé.&lt;br /&gt;Comme l'image originale est un peu trop claire, on l’assombrit en la &lt;a href="http://www.taodyne.com/docs/help/fr/group__graph__env.html"&gt;coloriant&lt;/a&gt; en gris.&lt;br /&gt;&lt;pre&gt;color "gray"&lt;br /&gt;image 0, 0, 0.6, 0.6, "Andromeda Galaxy.jpg"&lt;br /&gt;&lt;/pre&gt;&lt;h3&gt;Placer le fond en profondeur&lt;/h3&gt;Tao Presentations permet l'affichage en 3D sur les écrans qui le permettent, par exemple un téléviseur 3D. Pour que l’effet 3D puisse être rendu, il nous faut placer l'image de fond en arrière. Nous allons pour cela utiliser une &lt;a href="http://taodyne.blogspot.com/2012/02/afficher-une-image-en-fond-en-3d.html"&gt;technique décrite précédemment&lt;/a&gt;.&lt;br /&gt;&lt;pre&gt;background -2400,&lt;br /&gt;    color "gray"&lt;br /&gt;    image 0, 0, 0.6, 0.6, "Andromeda Galaxy.jpg"&lt;br /&gt;&lt;/pre&gt;Ce code nous permet de faire deux choses très utiles: envoyer l'image en arrière plan avec &lt;a href="http://www.taodyne.com/docs/help/fr/group__transforms.html"&gt;&lt;code&gt;translatez&lt;/code&gt;&lt;/a&gt; sans faire apparaître de bord noir, et s'assurer qu'il s'adapte automatiquement à la taille de la fenêtre ou de l'écran.&lt;br /&gt;&lt;h3&gt;Afficher la Terre&lt;/h3&gt;La Terre est affichée en léger arrière plan avec &lt;code&gt;background -800, ...&lt;/code&gt; pour permettre aux information de venir se mettre devant. La Terre en elle-même est constituée d’une &lt;a href="http://www.taodyne.com/docs/help/fr/group__graph__3_d.html"&gt;sphère&lt;/a&gt; sur laquelle est plaquée une &lt;a href="http://www.taodyne.com/docs/help/fr/group__graph__env.html"&gt;texture&lt;/a&gt; représentant la surface du globe.&lt;br /&gt;On rajoute une deuxième sphère autour de la première, sur laquelle est plaquée une texture de nuages qui tourne légèrement plus lentement que la Terre. Pour cette deuxième texture, nous utilisons un fichier .PNG qui permet d'avoir de la transparence. Enfin, ajouter une lumière permet de rendre l'ensemble beaucoup plus réaliste.&lt;br /&gt;&lt;pre&gt;background -800,&lt;br /&gt;    light 0&lt;br /&gt;    light_position 1000, 1000, 1000&lt;br /&gt;&lt;br /&gt;    texture_wrap true, true&lt;br /&gt;    rotatey 3.5 * time&lt;br /&gt;    texture "earth.bmp"&lt;br /&gt;    sphere 550&lt;br /&gt;    rotatey -0.2 * time&lt;br /&gt;    texture "clouds.png"&lt;br /&gt;    sphere 560&lt;br /&gt;&lt;/pre&gt;&lt;h3&gt;Afficher les textes un par un&lt;/h3&gt;Chaque «gélule» est sur une &lt;a href="http://www.taodyne.com/docs/help/fr/group___page.html"&gt;page&lt;/a&gt; différente pour utiliser le mécanisme pré-câblé de défilement des pages par les flèches haut et bas pour l’affichage progressif.&lt;br /&gt;&lt;h4&gt;Fond&lt;/h4&gt;On va donc créer une fonction «earth_background» qui va gérer l’affichage du fond tel que nous l’avons vu dans les étapes précédentes :&lt;br /&gt;&lt;pre&gt;earth_background -&amp;gt;&lt;br /&gt;    locally&lt;br /&gt;        background -2400,&lt;br /&gt;            color "gray"&lt;br /&gt;            image 0, 0, 0.6, 0.6, "Andromeda Galaxy.jpg"&lt;br /&gt;&lt;br /&gt;        background -800,&lt;br /&gt;            light 0&lt;br /&gt;            light_position 1000, 1000, 1000&lt;br /&gt;&lt;br /&gt;            texture_wrap true, true&lt;br /&gt;            rotatey 3.5 * time&lt;br /&gt;            texture "earth.bmp"&lt;br /&gt;            sphere 550&lt;br /&gt;            rotatey -0.2 * time&lt;br /&gt;            texture "clouds.png"&lt;br /&gt;            sphere 560&lt;br /&gt;&lt;/pre&gt;&lt;h4&gt;Gélule de texte&lt;/h4&gt;Ce qui est identique dans chaque gélule, c’est sa taille et sa «position» à la rotation près.  Ce qui diffère entre les gélule, c’est la couleur, la rotation et le texte. On va donc créer une fonction qui dessine une gélule et qui prend le texte en paramètre, la rotation et la couleur seront donnés avant l’appel à la fonction :&lt;br /&gt;&lt;pre&gt;rrect T:text -&amp;gt;&lt;br /&gt;    locally&lt;br /&gt;        translatex 500&lt;br /&gt;        translatez -50&lt;br /&gt;        rounded_rectangle 0, 0, 300, 80, 50&lt;br /&gt;                    &lt;br /&gt;        text_box 0, 0, 280, 80,&lt;br /&gt;            color "white"&lt;br /&gt;            font "Arial Rounded MT Bold", 40&lt;br /&gt;            align 0.5&lt;br /&gt;            vertical_align 0.5&lt;br /&gt;            text T&lt;br /&gt;&lt;/pre&gt;On dessine donc un &lt;a href="http://www.taodyne.com/docs/help/fr/group__graph__2_d.html"&gt;rectangle arrondi&lt;/a&gt;, et on y place une boîte de texte centrée horizontalement et verticalement, contenant le texte donné en paramètre.&lt;br /&gt;Puis nous appelons cette fonction après avoir fait la rotation et donné la couleur de la gélule :&lt;br /&gt;&lt;pre&gt;        locally&lt;br /&gt;            rotatez 25 * (2-N)&lt;br /&gt;            color tao_color N&lt;br /&gt;            rrect tao_ray_text N&lt;br /&gt;&lt;/pre&gt;&lt;h3&gt;Affichage de l’ensemble du texte&lt;/h3&gt;Maintenant nous faisons une fonction qui affiche de 1 à 5 rayons suivant un nombre maximum de rayons souhaités :&lt;br /&gt;&lt;pre&gt;tao_rays Max:integer -&amp;gt;&lt;br /&gt;    locally&lt;br /&gt;        translatex 100&lt;br /&gt;        scale_contents&lt;br /&gt;        tao_ray 0, Max&lt;br /&gt;        tao_ray 1, Max&lt;br /&gt;        tao_ray 2, Max&lt;br /&gt;        tao_ray 3, Max&lt;br /&gt;        tao_ray 4, Max&lt;br /&gt;&lt;br /&gt;tao_ray N:integer, NbMaxRay:real -&amp;gt;&lt;br /&gt;    if NbMaxRay &amp;gt; N then&lt;br /&gt;        locally&lt;br /&gt;            rotatez 25 * (2-N)&lt;br /&gt;            color tao_color N&lt;br /&gt;            rrect tao_ray_text N&lt;br /&gt;&lt;/pre&gt;&lt;h3&gt;Affichage des pages&lt;/h3&gt;Et enfin nous définissons les pages qui affichent les rayons :&lt;br /&gt;&lt;pre&gt;page "Spinning Earth in 3D",&lt;br /&gt;    earth_background&lt;br /&gt;&lt;br /&gt;page "Spinning Earth + Dynamic",&lt;br /&gt;    earth_background&lt;br /&gt;    tao_rays 1&lt;br /&gt;&lt;br /&gt;page "Spinning Earth + Interactive",&lt;br /&gt;    earth_background&lt;br /&gt;    tao_rays 2&lt;br /&gt;&lt;br /&gt;page "Spinning Earth + Simple",&lt;br /&gt;    earth_background&lt;br /&gt;    tao_rays 3&lt;br /&gt;&lt;br /&gt;page "Spinning Earth + Extensible",&lt;br /&gt;    earth_background&lt;br /&gt;    tao_rays 4&lt;br /&gt;&lt;br /&gt;page "Spinning Earth + 3D",&lt;br /&gt;    earth_background&lt;br /&gt;    tao_rays 5&lt;br /&gt;&lt;/pre&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-687834119071322489?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/687834119071322489/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2012/02/la-terre-et-ses-rayons.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/687834119071322489'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/687834119071322489'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2012/02/la-terre-et-ses-rayons.html' title='La terre et ses rayons'/><author><name>Cathy</name><uri>http://www.blogger.com/profile/08661436204608694215</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/9sjT-XN9DMI/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-9178356997304588276</id><published>2012-02-24T19:04:00.068+01:00</published><updated>2012-02-25T20:12:29.823+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3D'/><category scheme='http://www.blogger.com/atom/ns#' term='Stéréoscopie'/><category scheme='http://www.blogger.com/atom/ns#' term='Images'/><category scheme='http://www.blogger.com/atom/ns#' term='Profondeur'/><category scheme='http://www.blogger.com/atom/ns#' term='Tutoriel'/><title type='text'>Afficher une image en fond en 3D</title><content type='html'>&lt;p&gt;Tao Presentations permet l'affichage en 3D. Cela veut dire qu'on peut l'utiliser sur des télévisions 3D ou des projecteurs 3D et avoir un réel effet de profondeur.&lt;/p&gt;&lt;p&gt;Pour donner une bonne impression de profondeur, il est important d'utiliser une image ou un film en fond qui va donner à l'oeil une perspective. Idéalement, ce fond doit couvrir correctement l'ensemble de l'écran.&lt;/p&gt;&lt;p&gt;Dans ce tutoriel, nous allons voir comment envoyer une image en fond d'écran qui s'adapte automatiquement à la taille de l'écran&lt;/p&gt;&lt;h3&gt;Afficher une image&lt;/h3&gt;&lt;p&gt;Pour afficher une image, on utilise tout simplement la fonction &lt;a href="http://www.taodyne.com/docs/help/fr/group__graph__img.html"&gt;image&lt;/a&gt; de Tao Presentations. Par exemple, pour créer un simple fond d'écran utilisant le fichier &lt;code&gt;Andromeda Galaxy.jpg&lt;/code&gt;, il suffit d'utiliser le script suivant:&lt;pre&gt;&lt;br /&gt;color "white"&lt;br /&gt;image 0, 0, 100%, 100%, "Andromeda Galaxy.jpg"&lt;br /&gt;&lt;/pre&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-ny86vwImkVM/T0kp1t8mQZI/AAAAAAAACAo/5kmPgV3lg8E/s1600/Background.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="192" width="320" src="http://4.bp.blogspot.com/-ny86vwImkVM/T0kp1t8mQZI/AAAAAAAACAo/5kmPgV3lg8E/s200/Background.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/p&gt;&lt;h3&gt;Envoyer cette image vers le fond&lt;/h3&gt;&lt;p&gt;Sauf instructions particulière de notre part, notre image s'affiche directement sur le plan de l'écran. Si nous voulons l'envoyer en arrière plan, nous pouvons utiliser la fonction &lt;a href="http://www.taodyne.com/docs/help/fr/group__transforms.html"&gt;translate&lt;/a&gt; qui nous permet de l'envoyer par exemple "4000 pixels en arrière":&lt;pre&gt;&lt;br /&gt;translate 0, 0, -4000&lt;br /&gt;image 0, 0, 100%, 100%, "Andromeda Galaxy.jpg"&lt;br /&gt;&lt;/pre&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-z8IPbyj6bEY/T0kqtTNBFuI/AAAAAAAACA0/V-RGXAxr8S4/s1600/Send%2Bbackwards.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="192" width="320" src="http://2.bp.blogspot.com/-z8IPbyj6bEY/T0kqtTNBFuI/AAAAAAAACA0/V-RGXAxr8S4/s200/Send%2Bbackwards.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/p&gt;&lt;h3&gt;Redimensionner le fond&lt;/h3&gt;&lt;p&gt;Le fond est maintenant entouré d'un bord noir disgracieux. On peut corriger cela assez facilement en utilisant la fonction &lt;a href="http://www.taodyne.com/docs/help/fr/group__transforms.html"&gt;scale&lt;/a&gt; pour redimensionner l'image. Par exemple:&lt;pre&gt;&lt;br /&gt;translate 0, 0, -4000&lt;br /&gt;scale 150%, 250%, 100%&lt;br /&gt;image 0, 0, 100%, 100%, "Andromeda Galaxy.jpg"&lt;br /&gt;&lt;/pre&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-n2UhkvYONKg/T0kr-LR6nCI/AAAAAAAACBA/Ajti0HaVVeQ/s1600/Scale.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="192" width="320" src="http://2.bp.blogspot.com/-n2UhkvYONKg/T0kr-LR6nCI/AAAAAAAACBA/Ajti0HaVVeQ/s320/Scale.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/p&gt;&lt;h3&gt;Redimensionner intelligemment&lt;/h3&gt;&lt;p&gt;Le facteur d'échelle à appliquer dépend de la taille de la fenêtre. C'est là que le fait de disposer dans Tao Presentations d'un véritable langage de programmation va se révéler très utile. Nous allons pouvoir calculer correctement le facteur d'échelle à appliquer en utilisant le code suivant:&lt;pre&gt;&lt;br /&gt;scale_background -&gt; scale3 background_scale&lt;br /&gt;background_scale -&gt; max(window_width/slide_width, window_height/slide_height)&lt;br /&gt;scale3 S:real -&gt; scale S, S, S&lt;br /&gt;slide_width  -&gt; 1024&lt;br /&gt;slide_height -&gt; 768&lt;br /&gt;&lt;/pre&gt;Ce code ajoute un nouveau mot à notre vocabulaire: &lt;code&gt;scale_background&lt;/code&gt;, qui applique un facteur d'échelle applicable à un fond d'écran, qui garantit que l'image choisie couvrira toujours la totalité de la fenêtre, a supposer que l'image d'origine fasse 1024x768 comme indiqué par &lt;code&gt;slide_width&lt;/code&gt; et &lt;code&gt;slide_height&lt;/code&gt;.&lt;/p&gt;&lt;p&gt; On peut créer une autre variante sur le même principe, mais destinée à du contenu qui lui doit toujours être affiché en intégralité:&lt;pre&gt;&lt;br /&gt;contents_scale -&gt; min(window_width/slide_width, window_height/slide_height)&lt;br /&gt;scale_contents -&gt; scale3 contents_scale&lt;br /&gt;&lt;/pre&gt;&lt;/p&gt;&lt;p&gt;On peut maintenant créer des présentations dans lesquelles le fond et le texte s'adaptent de façon différente à un changement de dimensions de la fenêtre: le fond occupe tout l'espace quitte à être "découpé", tandis que le texte s'adapte pour tenir en entier dans la page.&lt;/p&gt;&lt;h3&gt;Redimensionner un fond&lt;/h3&gt;&lt;p&gt;Il nous reste encore à calculer automatiquement le facteur d'échelle à appliquer à un fond. Celui-ci dépend de la position de la caméra.&lt;pre&gt;&lt;br /&gt;ztrans_contents Z:real -&gt;&lt;br /&gt;    Z0 -&gt; 6000.0&lt;br /&gt;    Z0 := camera_position at 3&lt;br /&gt;    translatez Z/contents_scale&lt;br /&gt;    scale3 (Z0-Z)/Z0&lt;br /&gt;&lt;br /&gt;ztrans_background Z:real -&gt;&lt;br /&gt;    Z0 -&gt; 6000.0&lt;br /&gt;    Z0 := camera_position at 3&lt;br /&gt;    translatez Z/background_scale&lt;br /&gt;    scale3 (Z0-Z)/Z0&lt;br /&gt;&lt;/pre&gt;Ce code ajoute deux nouveaux mots à notre vocabulaire: &lt;code&gt;ztrans_background&lt;/code&gt; pour reculer un fond et ajuster sa taille automatiquement, et &lt;code&gt;ztrans_contents&lt;/code&gt; pour faire la même opération avec un contenu comme un texte ou une image.&lt;p&gt;&lt;h3&gt;Rendre tout cela facile à utiliser.&lt;/h3&gt;&lt;p&gt;La dernière étape est de rendre tout cela facile à utiliser. Nous allons créer le mot &lt;code&gt;background&lt;/code&gt; pour placer n'importe quel type de contenu en fond.&lt;pre&gt;&lt;br /&gt;background Depth:real, Body -&gt;&lt;br /&gt;    locally&lt;br /&gt;        scale_background&lt;br /&gt;        ztrans_background Depth&lt;br /&gt;        color "white"&lt;br /&gt;        Body&lt;br /&gt;&lt;/pre&gt;Nous utilisons ici une possibilité très intéressante du langage XL, celle de passer facilement un "bout de code" en argument. L'utilisation de &lt;code&gt;background&lt;/code&gt; pour afficher notre image de fond devient très simple:&lt;pre&gt;&lt;br /&gt;background -4000,&lt;br /&gt;    image 0, 0, 100%, 100%, "Andromeda Galaxy.jpg"&lt;br /&gt;&lt;/pre&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-9178356997304588276?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/9178356997304588276/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2012/02/afficher-une-image-en-fond-en-3d.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/9178356997304588276'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/9178356997304588276'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2012/02/afficher-une-image-en-fond-en-3d.html' title='Afficher une image en fond en 3D'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-ny86vwImkVM/T0kp1t8mQZI/AAAAAAAACAo/5kmPgV3lg8E/s72-c/Background.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-1685783242613875634</id><published>2012-02-24T16:54:00.007+01:00</published><updated>2012-03-02T16:56:25.507+01:00</updated><title type='text'>Lecteur multimédia dans Tao Presentations</title><content type='html'>Il est très fréquent d’avoir besoin de lire des vidéos ou des musiques dans des présentations. Mais malheureusement la plupart des logiciels de présentations courants ne proposent que peu de contrôle sur ce type de contenu. C’est pourquoi il semblait intéressant de voir ce qu’il était possible de réaliser avec le logiciel Tao Presentations pour comparer avec ce qui existe déjà.&lt;br /&gt;     Ainsi, je me suis laissé tenter par la création d'un lecteur multimédia uniquement dans Tao Presentations en utilisant le module VLCAudioVideo pour faciliter la gestion de la lecture et le résultat est finalement très intéressant :&lt;ul&gt;&lt;li&gt;Prise en charge de la majorité des formats multimédia&lt;/li&gt;&lt;li&gt;Lecture d'un fichier unique, d'une liste ou d'un dossier complet ainsi que des URLs (notamment Youtube)&lt;/li&gt;&lt;li&gt;Utilisation facile par l'intermédiaire de contrôles simples&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;a href="http://1.bp.blogspot.com/-M7qPzNErcqA/T0tCZO5L8eI/AAAAAAAAAAc/t4IGhyd6TrE/s1600/media_player.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 200px; height: 200px;" src="http://1.bp.blogspot.com/-M7qPzNErcqA/T0tCZO5L8eI/AAAAAAAAAAc/t4IGhyd6TrE/s320/media_player.png" alt="" id="BLOGGER_PHOTO_ID_5713733553511723490" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;    En conclusion, je vous invite à decouvrir le résultat directement  sur notre boutique à l'adresse ci-dessous :&lt;br /&gt;&lt;br /&gt;   &lt;a href="http://www.taodyne.com/shop/fr/exemples-de-documents/97-lecteur-multimedia.html"&gt;http://www.taodyne.com/shop/fr/exemples-de-documents/97-lecteur-multimedia.html&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Pour voir ce résultat, vous devez avoir installé une version de Tao Presentations (une version d'essai est disponible &lt;a href="http://www.taodyne.com/shop/fr/licences/20-tao-presentations-discovery.html"&gt;ici&lt;/a&gt;) ainsi que le module VLCAudioVideo à jour (disponible &lt;a href="http://www.taodyne.com/shop/fr/contenus/35-vlc-audiovideo-10.html"&gt;ici&lt;/a&gt;).&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-1685783242613875634?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/1685783242613875634/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2012/02/il-est-tres-frequent-davoir-besoin-de.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/1685783242613875634'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/1685783242613875634'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2012/02/il-est-tres-frequent-davoir-besoin-de.html' title='Lecteur multimédia dans Tao Presentations'/><author><name>Baptiste Soulisse</name><uri>http://www.blogger.com/profile/02553908133248074090</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-M7qPzNErcqA/T0tCZO5L8eI/AAAAAAAAAAc/t4IGhyd6TrE/s72-c/media_player.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-5644325778744673323</id><published>2012-02-19T16:37:00.010+01:00</published><updated>2012-02-25T19:04:01.758+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Effets'/><category scheme='http://www.blogger.com/atom/ns#' term='Tao Presentations'/><category scheme='http://www.blogger.com/atom/ns#' term='Profondeur de champ'/><title type='text'>Profondeur de champ</title><content type='html'>La perception de la profondeur d’une scène 3D passe par plusieurs phénomènes, dont l’un des plus importants est sans doute la vision binoculaire : notre œil gauche ne voit pas exactement la même image que notre œil droit, puisqu’il est légèrement décalé. Le cerveau interprète les différences entre les deux images comme une différence de distance de l’observateur par rapport aux objets observés, ce qui crée l’impression de profondeur ou de relief.&lt;br /&gt;&lt;br /&gt;C’est ce phénomène stéréoscopique qui est principalement mis en œuvre dans le cadre du cinéma ou de la télévision en 3D tels que nous les connaissons aujourd’hui. Grâce à ses module d’affichage, Tao Presentations permet de tirer pleinement parti de tels systèmes.&lt;br /&gt;&lt;br /&gt;D’autres caractéristiques de l’image participent à l’effet de profondeur :&lt;br /&gt;&lt;ul&gt;&lt;li&gt;La projection de la scène 3D en deux dimensions introduit un effet de perspective, qui fait converger les lignes parallèles à l’infini. Cette convergence est un indice fort permettant à l’œil d’estimer la distance, et donc la profondeur 3D.&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;De cette perspective découlent d’autres indices visuels plus ou moins forts : impression de profondeur due aux objets en mouvement, taille relative de deux objets identiques mais positionnés à une distance différente de l’observateur, disparition des détails dans le lointain...&lt;/li&gt;&lt;/ul&gt;Mais l’effet qui m’intéresse ici, et qui participe également à la création d’un volume 3D, est le flou de mise au point (ou d'accommodation). Lorsqu’on observe un objet, l’œil fait la mise au point sur cet objet de manière à ce qu’il soit net. En contrepartie, les objets qui sont beaucoup plus éloignés, ou au contraire beaucoup plus proche de nous que l’objet observé apparaissent flous. Cette “profondeur de champ” limitée de l’œil est également fréquemment mise en avant en photographie, pour produire des clichés plus expressifs.&lt;br /&gt;&lt;br /&gt;Il y a quelques jours, je suis tombé sur &lt;a href="http://blenderartists.org/forum/showthread.php?237488-GLSL-depth-of-field-with-bokeh-v2.4-%28update%29"&gt;un article&lt;/a&gt; (en anglais) qui propose une technique pour simuler cette profondeur de champ en OpenGL. En quelques mots, on génère deux textures :&lt;br /&gt;&lt;ul&gt;&lt;li&gt;La première représentent l’image 2D de la scène 3D,&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;La deuxième est la carte de profondeur (&lt;span style="font-style: italic;"&gt;depth map&lt;/span&gt; en anglais) qui correspond à cette image. Cette carte est une représentation, en niveaux de gris, de la distance qui sépare l’œil de l’observateur du point observé.&lt;/li&gt;&lt;/ul&gt;Ensuite on utilise un &lt;span style="font-style: italic;"&gt;fragment shader&lt;/span&gt; GLSL qui va appliquer sur la première texture (image) un flou plus ou moins important selon la distance donnée par la seconde texture (&lt;span style="font-style: italic;"&gt;depth map&lt;/span&gt;).&lt;br /&gt;&lt;br /&gt;La commande &lt;span style="font-family: courier new;"&gt;frame_texture_with_depth&lt;/span&gt; de Tao Presentations permet d’obtenir facilement les deux textures requises. Voici un exemple qui représente deux boules de billard, la bleue se trouvant plus éloignée de l’observateur que la jaune :&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img src="data:image/png;base64,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" alt="" /&gt;&lt;br /&gt;&lt;/div&gt;Les textures d’image et de profondeur sont les suivantes :&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img src="data:image/png;base64,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" alt="" /&gt;&lt;br /&gt;&lt;/div&gt;Les tons de gris affichés dans la moitié droite de l’image représentent fidèlement la profondeur de la scène. Ainsi, un point blanc signifie qu’il n’y a aucun objet visible (c’est la couleur de fond qui est affichée sur l’image de gauche, ici le blanc). Au contraire, un point sombre correspond à un objet très proche de l’observateur. La boule jaune étant plus proche que la bleue, elle apparaît en gris plus foncé sur la &lt;span style="font-style: italic;"&gt;depth map&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;À partir de ces textures, il est possible d’intégrer une version simplifiée &lt;a href="http://dl.dropbox.com/u/11542084/DoF_bokeh_2.4"&gt;du &lt;span style="font-style: italic;"&gt;shader&lt;/span&gt; écrit par &lt;span style="font-family:courier new;"&gt;martinsh&lt;/span&gt;&lt;/a&gt; pour obtenir l'effet de flou désiré. J’ai choisi de le faire sous la forme d’un module Tao afin de faciliter l’utilisation de l’effet. Ce module s’appelle sans surprise “Profondeur de champ” (&lt;span style="font-style: italic;"&gt;Depth of field&lt;/span&gt; en anglais). Vous pouvez &lt;a href="http://www.taodyne.com/shop/fr/modules/94-effet-profondeur-de-champ.html"&gt;le télécharger&lt;/a&gt; et le tester dès maintenant (il est compatible avec Tao Presentations 1.03) ou bien attendre la prochaine version de Tao pour l’obtenir. Le module définit une fonction &lt;span style="font-family:courier new;"&gt;dof_frame_texture&lt;/span&gt; qui s'utilise comme &lt;span style="font-family:courier new;"&gt;frame_texture&lt;/span&gt; tout en permettant de bénéficier de l'effet de profondeur de champ. La mise au point s'ajuste grâce à quelques variables.&lt;br /&gt;  &lt;br /&gt;Voici le résultat lorsqu’on fait la mise au point sur la boule jaune :&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img src="data:image/png;base64,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" alt="" /&gt;&lt;br /&gt;&lt;/div&gt;Vous pouvez consulter &lt;a href="http://www.taodyne.com/docs/modules/depth_of_field/fr"&gt;la documentation technique&lt;/a&gt; du module sur notre site. Elle contient le code source du document Tao Presentations utilisé pour illustrer cet article.&lt;br /&gt;&lt;br /&gt;Références : &lt;a href="http://en.wikipedia.org/wiki/Depth_perception"&gt;Depth perception&lt;/a&gt; (wikipedia), &lt;a href="http://dl.dropbox.com/u/11542084/DoF_bokeh_2.4"&gt;DoF with bokeh GLSL shader v2.4&lt;/a&gt; (Martins Upitis).&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-5644325778744673323?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/5644325778744673323/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2012/02/profondeur-de-champ.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/5644325778744673323'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/5644325778744673323'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2012/02/profondeur-de-champ.html' title='Profondeur de champ'/><author><name>Jérôme Forissier</name><uri>http://www.blogger.com/profile/04313623284109406016</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-3947808958489588439</id><published>2012-02-16T13:59:00.009+01:00</published><updated>2012-02-25T22:25:16.343+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='How-To'/><title type='text'>HowTo: Add a license in Tao Presentations</title><content type='html'>You have activated and downloaded a license file after buying a product from our shop (http://www.taodyne.com) but you don't know what to do with it?&lt;br /&gt;Well, here it is a little explanation on how add your license to Tao Presentations...&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;1) First install of Tao Presentations&lt;/span&gt;&lt;span style="font-weight: bold;"&gt;&lt;/span&gt;&lt;br /&gt; If you just come to install the Tao Presentations software for the first time, you will need to add your license file into the correct directory. The easiest way to do it is to launch the software. As you don't have already set a license, you should see the following message box :&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-ChrdlxrRNOc/T0IM6WMLaQI/AAAAAAAAAAQ/X5ZYvwy0ELo/s1600/licensing.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 200px; height: 163px;" src="http://1.bp.blogspot.com/-ChrdlxrRNOc/T0IM6WMLaQI/AAAAAAAAAAQ/X5ZYvwy0ELo/s200/licensing.png" alt="" id="BLOGGER_PHOTO_ID_5711141473987815682" border="0" /&gt;&lt;/a&gt;Then, to add your license file :&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Click on "Open the license folder" on the message box&lt;/li&gt;&lt;li&gt;Copy and paste your license in the space provided&lt;/li&gt;&lt;li&gt;Reload Tao Presentations to save changes&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;2) Add a new license into Tao Presentations&lt;/span&gt;&lt;br /&gt;  If want to add an other license into Tao Presentations (for instance, for a module) :&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Open the licenses menu under 'Help'&lt;/li&gt;&lt;li&gt;Click on "Open the license folder" to open the correct folder&lt;/li&gt;&lt;li&gt;Copy and paste your new license in the space provided&lt;/li&gt;&lt;li&gt;Reload Tao Presentations to save changes&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-3947808958489588439?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/3947808958489588439/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2012/02/howto-add-license-in-tao-presentations.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/3947808958489588439'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/3947808958489588439'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2012/02/howto-add-license-in-tao-presentations.html' title='HowTo: Add a license in Tao Presentations'/><author><name>Baptiste Soulisse</name><uri>http://www.blogger.com/profile/02553908133248074090</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-ChrdlxrRNOc/T0IM6WMLaQI/AAAAAAAAAAQ/X5ZYvwy0ELo/s72-c/licensing.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-5100381417467496680</id><published>2012-02-03T07:09:00.000+01:00</published><updated>2012-02-06T08:37:23.192+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Français'/><category scheme='http://www.blogger.com/atom/ns#' term='Presse'/><category scheme='http://www.blogger.com/atom/ns#' term='Tao Presentations'/><title type='text'>Article dans Web Time Medias</title><content type='html'>A l'occasion du lancement de Tao Presentations, Jean-Pierre Largillet a écrit un &lt;a href="http://www.webtimemedias.com/article/sophia-taodyne-met-vos-presentations-lheure-de-la-3d" target="_blank"&gt;article&lt;/a&gt; expliquant très bien ce que nous faisons:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Verdana; font-size: 13px; font-style: italic; font-weight: bold; line-height: 18px;"&gt;Fondée par des anciens de HP et présidée par Chistophe Dinechin, la start-up de l'incubateur Paca-Est lance l'Edition Technique de Tao Presentations. Qualifié de "power point 3D", ce logiciel permet de créer des présentations 3D professionnelles qui donnent une nouvelle dimension à la communication.&lt;/span&gt;&amp;nbsp;&lt;/blockquote&gt;Jean-Pierre Largillet nous a vu faire des démonstrations à plusieurs occasions, et partage son enthousiasme pour le produit.&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Verdana; font-size: 13px; line-height: 18px;"&gt;Il fait sensation. Développé par la société Taodyne qu'ont fondée quatre anciens de HP Sophia, il donne un incroyable relief à vos présentations sur tablette ou PC et encore plus sur grand écran. Tao Presentations est en effet dédié à la réalisation d'une façon la plus simple possible de présentations 3D professionnelles. Ce qui lui vaut d'être souvent qualifié de "power point 3D". Une des réalisations faite avec ce nouvel outil avait d'ailleurs fortement impressionné voilà quelques mois les participants des premiers Trophées des directeurs financiers ce la Côte d'Azur.&lt;/span&gt;&lt;/blockquote&gt;Web Time Medias est un magazine web donnant des nouvelles de la Côte d'Azur, en particulier dans le domaine économique.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-5100381417467496680?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/5100381417467496680/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2012/02/article-dans-web-time-medias.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/5100381417467496680'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/5100381417467496680'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2012/02/article-dans-web-time-medias.html' title='Article dans Web Time Medias'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-4961787424739334013</id><published>2012-02-01T04:20:00.000+01:00</published><updated>2012-02-06T14:59:54.800+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Events'/><category scheme='http://www.blogger.com/atom/ns#' term='Trade shows'/><category scheme='http://www.blogger.com/atom/ns#' term='ISE 2012'/><category scheme='http://www.blogger.com/atom/ns#' term='Tao Presentations'/><category scheme='http://www.blogger.com/atom/ns#' term='English'/><title type='text'>ISE Amsterdam - Successful Launch, Against All Odds</title><content type='html'>The &lt;a href="http://www.iseurope.org/kcms/home.php" target="_blank"&gt;ISE show&lt;/a&gt; in Amsterdam was a big success. The&amp;nbsp;&lt;a href="http://www.alioscopy.com/" target="_blank"&gt;Alioscopy 3D screen&lt;/a&gt; on our booth was very effective at stopping people in their track, helping us initiate discussions. The picture was very sharp, and we were able to successfully show combinations of 3D movies and interactive, multilingual contents.&lt;br /&gt;&lt;br /&gt;&lt;h3&gt;Naked eye interactive 3D: the next big thing in digital signage?&lt;/h3&gt;Despite the size of the show, there weren't that many 3D screens. &lt;a href="http://www.taodyne.com/shop/fr/licences/31-tao-presentations-impress-10.html" target="_blank"&gt;Tao Presentation's&lt;/a&gt; interactive 3D that you can see with the naked eye was something new and eye-catching. We had visitors from all over the world, from education to retail to advertising.&amp;nbsp;Many of them told us this is something that the market is waiting for. Clearly, Tao Presentations hits a sweet spot in the emerging 3D market.&lt;br /&gt;&lt;br /&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-vgdGCYaNCnA/Ty2yrHs0jvI/AAAAAAAACAE/ogMG24JqW8Y/s1600/Taodyne3.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-vgdGCYaNCnA/Ty2yrHs0jvI/AAAAAAAACAE/ogMG24JqW8Y/s320/Taodyne3.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;New Doremi products explained with Tao Presentations&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;In addition to our own booth, Tao Presentations had another nice spot on the &lt;a href="http://www.doremilabs.com/" target="_blank"&gt;Doremi&lt;/a&gt; space, with a 42' glasses-free &lt;a href="http://www.dimenco.eu/" target="_blank"&gt;Dimenco/Philips&lt;/a&gt; screen. It's a very different technology compared to Alioscopy, with very different trade-offs in terms of viewing comfort and image quality.&lt;br /&gt;&lt;br /&gt;Doremi told me that they were quite pleased with the effect on visitors, and that the application ran smoothly. It had taken a bit of tuning, but the picture was extremely easy on the eye, despite the surrounding lights. The depth effect was really stunning, animations were smooth. Overall, it worked exactly the way it was supposed to for three days in a row.&lt;br /&gt;&lt;br /&gt;&lt;h3&gt;I love it when a plan comes together&lt;/h3&gt;Everything was not as rosy on our own booth.&amp;nbsp;The show didn't start too well for us. The day before the show, we sent our keyboard and mouse to storage by mistake, so we couldn't start our computers. I quickly went to the local MediaMarkt to buy replacements, but I couldn't return on time (the show floor closes at 6PM sharp, excuses not accepted).&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-1iglriPewBg/Ty13cfq2Q1I/AAAAAAAAB_8/bay84Ydfqf0/s1600/Taodyne1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-1iglriPewBg/Ty13cfq2Q1I/AAAAAAAAB_8/bay84Ydfqf0/s320/Taodyne1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;The first day of the show, when I connected the new keyboard, our primary demo machine refused to boot up. Windows complained that I had tried to change the hardware, then refused to boot, then offered me a "repair" option which I couldn't activate because it wouldn't recognize my new wireless keyboard and mouse. It took a couple of hours before I was able to have a demo running. Tons of stress, fiddling with graphic cards setup, re-seating connectors. It turns out the root cause was the front USB ports, which seem to be dead.&lt;br /&gt;&lt;br /&gt;We had backups, of course, but they were laptops with more limited graphics capabilities. One of them,which I had used at the&amp;nbsp;&lt;a href="http://taodyne.blogspot.com/2012/01/taodyne-sponsoring-nice-startup-week.html" target="_blank"&gt;Startup Week-end in Nice&lt;/a&gt;, also has a weak&amp;nbsp;HDMI connector, with a lot of noise in the picture. Noise is bad enough in 2D, it's nearly unbearable in 3D. We started using our Mac laptop on the third day of the show, in addition to the main PC, when it became very clear that running on Macs and Linux as well as PCs was a big selling point. Also, we discovered during that show that the AMD graphic card in our newest demo PC is very fast for a single 3D application, but becomes sluggish when two of them run simultaneously. The problem seems specific to that card, we didn't observe it on systems equipped with Nvidia cards.&lt;br /&gt;&lt;br /&gt;&lt;h3&gt;At the convergence of 3D and interactivity&lt;/h3&gt;On the end of the first day, before I was really done with repairing the whole setup, we had a visit from a journalist. This gave us a nice opportunity to explain what we are doing.&lt;br /&gt;&lt;br /&gt;&lt;p align="center"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/WWx7ij08pZU/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/WWx7ij08pZU&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="400" height="333"  src="http://www.youtube.com/v/WWx7ij08pZU&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/p&gt;&lt;br/&gt;Of course, we had the usual "demo effect". I was trying to speak holding the mike with one hand and using keyboard and mouse with the other. It worked most of the time, except for that one moment where I sent the "Google" page spinning wildly and then would change pages a bit randomly trying to get back on track. Lesson learned. This was practically the last "glitch" of the show. From then on, things were much smoother&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: left;"&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-LlyoVU8Rv3w/Ty_ZitOD9tI/AAAAAAAACAM/aGC058WKIms/s1600/IMG00257-20120201-1638.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-LlyoVU8Rv3w/Ty_ZitOD9tI/AAAAAAAACAM/aGC058WKIms/s320/IMG00257-20120201-1638.jpg" width="297" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;3D works, with or without glasses...&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;During the second and third days, our systems worked flawlessly and practically without interruption. Of course, I couldn't resist tweaking the demo here and there (yes, I know I shouldn't do that).&lt;br/&gt;&lt;br/&gt;We had a number of visitors from all over the world: Korea, Japan, Russia, United States, Israel, Egypt, Sweden, Belgium, Netherlands, Italy, France, to name a few. A number of industries were also represented, from 3D hardware manufacturers to contents providers and event organizers.&lt;br/&gt;&lt;br/&gt;Overall, the reaction was quite positive. Many visitors commented that our product addressed a real market need. And indeed, we were at the convergence of the two big trends on the show. The first trend was 3D, with 3D screens everywhere, including big 3D video walls from Philips (without glasses) or Hyundai (with passive glasses). The second trend was interactivity, with multitouch tables (Samsung, Philips), video sensors (Fraunhofer institute), touch tablets (almost everybody).  But the combination of the two was hard to find. The only other interactive 3D application I saw was a demo for 3Di screens, and it was much more limited in its capabilities than Tao Presentations.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;span class="Apple-style-span" style="font-size: 19px; font-weight: bold;"&gt;Off-site meetings&lt;/span&gt;&lt;/div&gt;We also had very interesting after-hours meetings, notably with manufacturers of 3D screens. Amsterdam is really a beautiful place, with amazing canals, impressive architecture, and cafes all over the place. That being said, the weather was against us. At -10°C, you can call this "chilly" (that same week saw snow in Nice and the south of France).&lt;br /&gt;&lt;br /&gt;Overall, the three days were exhilarating, exhausting but also wildly productive. See you next year!&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-4961787424739334013?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/4961787424739334013/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2012/01/ise-amsterdam-successful-launch-against.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/4961787424739334013'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/4961787424739334013'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2012/01/ise-amsterdam-successful-launch-against.html' title='ISE Amsterdam - Successful Launch, Against All Odds'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-vgdGCYaNCnA/Ty2yrHs0jvI/AAAAAAAACAE/ogMG24JqW8Y/s72-c/Taodyne3.jpg' height='72' width='72'/><thr:total>0</thr:total><georss:featurename>RAI, 1078 ZuiderAmstel, The Netherlands</georss:featurename><georss:point>52.33971 4.890525199999956</georss:point><georss:box>25.049106 -54.875099800000044 79.630314 64.65615019999996</georss:box></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-2859631395422703678</id><published>2012-01-31T01:01:00.000+01:00</published><updated>2012-02-06T07:24:32.142+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Launch'/><category scheme='http://www.blogger.com/atom/ns#' term='Events'/><category scheme='http://www.blogger.com/atom/ns#' term='Trade shows'/><category scheme='http://www.blogger.com/atom/ns#' term='ISE 2012'/><category scheme='http://www.blogger.com/atom/ns#' term='Tao Presentations'/><category scheme='http://www.blogger.com/atom/ns#' term='English'/><title type='text'>Installation at ISE Amsterdam</title><content type='html'>We arrived at the &lt;a href="http://www.rai.nl/nl/Paginas/default.aspx" target="_blank"&gt;Amsterdam RAI&lt;/a&gt; for &lt;a href="http://www.iseurope.org/kcms/home.php" target="_blank"&gt;Integrated Systems Europe 2012&lt;/a&gt;. The mess on the show floor the day before the show is really impressive. Hard to believe that in a few hours, everything will be clean, nice and tidy!&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://3.gvt0.com/vi/XpRD9A4eqoQ/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/XpRD9A4eqoQ&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/XpRD9A4eqoQ&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;Meanwhile, I'm worrying about Taodyne. We launch Tao Presentations at this event. Will our equipment hold up? How will we compare to all the big names around us?&amp;nbsp;Will our software hold during the show? Will the web site be ready (at that point in time, we are still fighting some issues with it)?&lt;br /&gt;&lt;br /&gt;Answers tomorrow...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-2859631395422703678?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/2859631395422703678/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2012/01/installation-at-ise-amsterdam.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/2859631395422703678'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/2859631395422703678'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2012/01/installation-at-ise-amsterdam.html' title='Installation at ISE Amsterdam'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><thr:total>0</thr:total><georss:featurename>Scheldebuurt, ZuiderAmstel, The Netherlands</georss:featurename><georss:point>52.33971 4.890525199999956</georss:point><georss:box>52.332823999999995 4.879391699999957 52.346596 4.901658699999956</georss:box></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-7336630358783706417</id><published>2012-01-27T18:41:00.000+01:00</published><updated>2012-02-06T07:24:53.095+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Startup Week-End'/><category scheme='http://www.blogger.com/atom/ns#' term='Events'/><category scheme='http://www.blogger.com/atom/ns#' term='Startup'/><category scheme='http://www.blogger.com/atom/ns#' term='English'/><title type='text'>Taodyne sponsoring the Nice Startup Week-End 2012</title><content type='html'>&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-dMim2l79C9s/Ty1u5h4xpZI/AAAAAAAAB_s/E3UVJrzxurc/s1600/Taodyne1.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-dMim2l79C9s/Ty1u5h4xpZI/AAAAAAAAB_s/E3UVJrzxurc/s320/Taodyne1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Tao Presentations and twitter feeds&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Taodyne was the proud sponsor of the 2012 edition of the Nice Startup Week-End. It was a huge success. We had about 40 participants, a dozen projects were presented, and five teams formed and competed. The winner was iShootMyTV, a very smart way to make existing TV sets more interactive by shooting at them with a smartphone.&lt;br /&gt;&lt;br /&gt;We used&amp;nbsp;&lt;a href="http://www.taodyne.com/shop/fr/5-licences" target="_blank"&gt;Tao Presentations&lt;/a&gt; to show live information about the event, including a real-time "vote of the attendees" that was remarkably in line with what the jury had decided. Anybody in the room could vote in real-time about the projects being presented using their smartphones, and Tao Presentations was showing the result in real-time on the screen.&lt;br /&gt;&lt;br /&gt;The real-time voting worked quite well because it uses very little bandwidth. More bandwidth-hungry things like live twitter feeds were a little harder to get right, because as usual in this kind of event, the air was saturated with Wifi waves, and many browser applications were hard to use or unstable. We ended up using "regular" web browsers instead of Tao Presentations, and restarting them on a regular basis.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-jxMCjSoc4zE/Ty1xNmoHBrI/AAAAAAAAB_0/sWBlch5Go1M/s1600/Taodyne1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-jxMCjSoc4zE/Ty1xNmoHBrI/AAAAAAAAB_0/sWBlch5Go1M/s320/Taodyne1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;At the end of the show, we had a short demo of Tao Presentations on a 3D projector, with the usual "wow effect". I was very pleased to see young people who are used to all sorts of new technology be impressed by what we showed. One of them told me this was her favorite memory of the show.&lt;br /&gt;&lt;br /&gt;We offered the winning team three free licences for &lt;a href="http://www.taodyne.com/shop/fr/licences/31-tao-presentations-impress-10.html" target="_blank"&gt;Tao Presentations Impress&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-7336630358783706417?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/7336630358783706417/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2012/01/taodyne-sponsoring-nice-startup-week.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/7336630358783706417'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/7336630358783706417'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2012/01/taodyne-sponsoring-nice-startup-week.html' title='Taodyne sponsoring the Nice Startup Week-End 2012'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-dMim2l79C9s/Ty1u5h4xpZI/AAAAAAAAB_s/E3UVJrzxurc/s72-c/Taodyne1.jpg' height='72' width='72'/><thr:total>0</thr:total><georss:featurename>12 Boulevard de l'Armée des Alpes, 06300 Nice, France</georss:featurename><georss:point>43.7072341 7.292649299999994</georss:point><georss:box>43.7052951 7.289001299999994 43.7091731 7.296297299999994</georss:box></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-265738698394744291</id><published>2012-01-27T14:57:00.000+01:00</published><updated>2012-01-27T16:42:40.459+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3D'/><category scheme='http://www.blogger.com/atom/ns#' term='Evenements'/><category scheme='http://www.blogger.com/atom/ns#' term='Salons'/><category scheme='http://www.blogger.com/atom/ns#' term='Tao Presentations'/><title type='text'>Taodyne at ISE Amsterdam</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-zwzHYjDfJOU/TyLD6ALca3I/AAAAAAAAAAQ/OsL3bJlz6qA/s1600/Page%2BISE.005.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://1.bp.blogspot.com/-zwzHYjDfJOU/TyLD6ALca3I/AAAAAAAAAAQ/OsL3bJlz6qA/s400/Page%2BISE.005.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5702335479452298098" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-265738698394744291?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/265738698394744291/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2012/01/taodyne-at-ise-amsterdam.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/265738698394744291'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/265738698394744291'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2012/01/taodyne-at-ise-amsterdam.html' title='Taodyne at ISE Amsterdam'/><author><name>Claire Hyvrier</name><uri>http://www.blogger.com/profile/01432188870949741130</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-zwzHYjDfJOU/TyLD6ALca3I/AAAAAAAAAAQ/OsL3bJlz6qA/s72-c/Page%2BISE.005.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-8726621300072511737</id><published>2012-01-17T16:26:00.000+01:00</published><updated>2012-02-06T07:26:21.208+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Français'/><category scheme='http://www.blogger.com/atom/ns#' term='Presse'/><title type='text'>Article dans Nice Matin</title><content type='html'>Un court article de présentation de Taodyne dans Nice Matin ce mardi:&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-O2EDh6Ht_2U/Txg2IK79vII/AAAAAAAAABk/6Xz6vixWxWw/s1600/Article+Taodyne.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="185" src="http://2.bp.blogspot.com/-O2EDh6Ht_2U/Txg2IK79vII/AAAAAAAAABk/6Xz6vixWxWw/s400/Article+Taodyne.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Encore un peu de patience, notre nouveau site Internet sera bientôt prêt!&lt;br /&gt;&lt;div&gt;&lt;span id="goog_1648224051"&gt;&lt;/span&gt;&lt;span id="goog_1648224052"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-8726621300072511737?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/8726621300072511737/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2012/01/article-dans-nice-matin.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/8726621300072511737'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/8726621300072511737'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2012/01/article-dans-nice-matin.html' title='Article dans Nice Matin'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/14371046467509971885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-O2EDh6Ht_2U/Txg2IK79vII/AAAAAAAAABk/6Xz6vixWxWw/s72-c/Article+Taodyne.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-4277839717560548522</id><published>2012-01-09T10:33:00.001+01:00</published><updated>2012-02-06T07:26:42.346+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Taodyne'/><category scheme='http://www.blogger.com/atom/ns#' term='Moving'/><category scheme='http://www.blogger.com/atom/ns#' term='Location'/><category scheme='http://www.blogger.com/atom/ns#' term='English'/><title type='text'>Taodyne has moved</title><content type='html'>We have moved. We are now at the&amp;nbsp;&lt;a href="http://www.wtc-sophia.com/" target="_blank"&gt;World Trade Center in Sophia Antipolis&lt;/a&gt;.&lt;br /&gt;The precise address is:&lt;br /&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-PaZ-rutz05M/Ty1pFiD_7pI/AAAAAAAAB_c/xtm68OgUfes/s1600/Taodyne2.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-PaZ-rutz05M/Ty1pFiD_7pI/AAAAAAAAB_c/xtm68OgUfes/s320/Taodyne2.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Building entrance&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;blockquote class="tr_bq"&gt;1300 route des Crêtes&lt;br /&gt;Entrée I&lt;br /&gt;06560, Sophia Antipolis&amp;nbsp;&lt;/blockquote&gt;The new buildings gives us a very nice showroom where we can demonstrate our software, but also hardware from various partners, including:&lt;br /&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&amp;nbsp;3D displays from &lt;a href="http://www.alioscopy.com/" target="_blank"&gt;Alioscopy&lt;/a&gt; and &lt;a href="http://www.dimenco.eu/" target="_blank"&gt;Philips/Dimenco&lt;/a&gt;,&lt;/li&gt;&lt;li&gt;3D TVs and projectors, with both active and passive glasses,&lt;/li&gt;&lt;li&gt;Devices to interact with a 3D presentation system from &lt;a href="http://www.tizzyworld.com/" target="_blank"&gt;TizzyWorld&lt;/a&gt;&amp;nbsp;or &lt;a href="http://www.lm3labs.com/airstrike/" target="_blank"&gt;LM3Labs&lt;/a&gt;.&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-BUsuzq-a3MQ/Ty1pH1GEWMI/AAAAAAAAB_k/yZ5kPDmSoqA/s1600/Taodyne1.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-BUsuzq-a3MQ/Ty1pH1GEWMI/AAAAAAAAB_k/yZ5kPDmSoqA/s320/Taodyne1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Division of labor&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Of course, installing everything was a lot of effort. We put our values to the test, with a stringent division of labor and strict equality between men and women, as you can see on the picture left.&lt;br /&gt;&lt;br /&gt;Many many thanks to Claire, Catherine, Baptiste and Jérôme for their work. And we invite all of you to visit us and see what we have to offer.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-4277839717560548522?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/4277839717560548522/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2012/01/taodyne-has-moved.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/4277839717560548522'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/4277839717560548522'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2012/01/taodyne-has-moved.html' title='Taodyne has moved'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-PaZ-rutz05M/Ty1pFiD_7pI/AAAAAAAAB_c/xtm68OgUfes/s72-c/Taodyne2.jpg' height='72' width='72'/><thr:total>0</thr:total><georss:featurename>Valbonne, France</georss:featurename><georss:point>43.62839060845083 7.038988812365687</georss:point><georss:box>43.60310110845083 6.997817812365687 43.65368010845083 7.080159812365688</georss:box></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-8330559700557265795</id><published>2011-12-24T12:26:00.000+01:00</published><updated>2012-02-06T07:26:54.700+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Season&apos;s Greetings'/><category scheme='http://www.blogger.com/atom/ns#' term='English'/><title type='text'>Season's Greetings</title><content type='html'>Taodyne wishes you a Merry Christmas and a Happy New Year&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-O81x1TF0laM/TvW2Pq71s6I/AAAAAAAAB-c/mmnLMoV4KfM/s1600/Carte+de+Voeux+Tao.001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-O81x1TF0laM/TvW2Pq71s6I/AAAAAAAAB-c/mmnLMoV4KfM/s320/Carte+de+Voeux+Tao.001.jpg" width="440" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/_2EejIep-eg" width="420"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-8330559700557265795?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/8330559700557265795/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/12/seasons-greetings.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/8330559700557265795'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/8330559700557265795'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/12/seasons-greetings.html' title='Season&apos;s Greetings'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-O81x1TF0laM/TvW2Pq71s6I/AAAAAAAAB-c/mmnLMoV4KfM/s72-c/Carte+de+Voeux+Tao.001.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-8559610078687752965</id><published>2011-11-22T23:08:00.001+01:00</published><updated>2012-02-06T07:27:08.936+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3D'/><category scheme='http://www.blogger.com/atom/ns#' term='Tao Presentations'/><category scheme='http://www.blogger.com/atom/ns#' term='LaTeX'/><category scheme='http://www.blogger.com/atom/ns#' term='English'/><title type='text'>Modernizing the magic of LaTeX</title><content type='html'>A &lt;a href="http://vallettaventures.tumblr.com/post/13124883568/the-price-of-a-messy-codebase-no-latex-for-the-ipad" target="_blank"&gt;recent post by Valetta Ventures&lt;/a&gt;&amp;nbsp;talks about how hard it is to port LaTeX to the iPad. Basically, the problem is that the code base is old and messy, part of it is written in old programming languages like WEB that need to be transliterated to C, and so on. I think they would stand a much better chance if they tried starting, say, with &lt;a href="http://www.texmacs.org/" target="_blank"&gt;TeXmacs&lt;/a&gt;. I wrote to them about it.&lt;br /&gt;&lt;br /&gt;But I think there is a more fundamental issue with trying to move LaTeX forward: while its rendering quality is second to none, it only creates static documents, it cannot integrate graphics, animations, or any kind of modern contents. Ever thought of integrating web page in a LaTex document?&lt;br /&gt;&lt;br /&gt;Part of what we are trying to do with &lt;a href="http://www.taodyne.com/" target="_blank"&gt;Tao Presentations&lt;/a&gt; is to capture the original magic of LaTeX, but in a more modern fashion. Below is a very short demo, here is the &lt;a href="http://pastebin.com/TjXu2vdt" target="_blank"&gt;source code&lt;/a&gt; if you are curious.&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="270" src="http://www.youtube.com/embed/7-rNUlgNiI0" width="480"&gt;&lt;/iframe&gt;&lt;br /&gt;If you want to hear more about this, please visit us at&amp;nbsp;&lt;a href="http://www.3dstereomedia.eu/en/scientific-conference" target="_blank"&gt;IC3D&lt;/a&gt;&amp;nbsp;in Liege in december. We will be talking a bit about what we are doing with Tao, the programming language, and we hope to demonstrate the first baby steps of Tao, the user interface.&lt;br /&gt;&lt;br /&gt;In the meantime, please take a look at our latest demo, &lt;a href="http://www.taodyne.com/taopresentations/1.0/templates" target="_blank"&gt;YouCube&lt;/a&gt;, showing 6 YouTube videos on an interactive cube with sound synchronization.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-8559610078687752965?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/8559610078687752965/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/11/modernizing-magic-of-latex.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/8559610078687752965'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/8559610078687752965'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/11/modernizing-magic-of-latex.html' title='Modernizing the magic of LaTeX'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/14371046467509971885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/7-rNUlgNiI0/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-5930552366955506252</id><published>2011-10-31T14:24:00.000+01:00</published><updated>2012-02-06T07:27:16.429+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3D'/><category scheme='http://www.blogger.com/atom/ns#' term='Sensors'/><category scheme='http://www.blogger.com/atom/ns#' term='English'/><title type='text'>What's coming up in the world of image sensors?</title><content type='html'>Dr Eric Fossum, one of the minds behind CMOS sensors, &lt;a href="http://www.engadget.com/2011/10/31/eric-fossum-lectures-yale-students-on-next-gen-range-sensors-3d/"&gt;pre-annonced&lt;/a&gt; interesting work on a time-of-flight sensor. Would that mean real 3D from cheap sensors?&lt;br /&gt;&lt;br /&gt;&lt;div align="center"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/JkBh71zZKrM" width="500"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-5930552366955506252?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/5930552366955506252/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/10/whats-coming-up-in-world-of-image.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/5930552366955506252'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/5930552366955506252'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/10/whats-coming-up-in-world-of-image.html' title='What&apos;s coming up in the world of image sensors?'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/JkBh71zZKrM/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-7328457456380642185</id><published>2011-09-23T11:39:00.000+02:00</published><updated>2012-02-06T07:27:32.495+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3D'/><category scheme='http://www.blogger.com/atom/ns#' term='Stéréoscopie'/><category scheme='http://www.blogger.com/atom/ns#' term='Français'/><category scheme='http://www.blogger.com/atom/ns#' term='Pôle ICI'/><category scheme='http://www.blogger.com/atom/ns#' term='Livre Blanc'/><title type='text'>Livre blanc sur la stéréoscopie</title><content type='html'>Le &lt;a href="http://www.lerondpointdici.org/index.html"&gt;pôle ICI&lt;/a&gt; vient de publier un très intéressant &lt;a href="http://www.lerondpointdici.org/resources/Livre_Blanc_Ficam-3DRelief.pdf"&gt;livre blanc sur la stéréoscopie&lt;/a&gt;.Bien entendu, mon seul regret est que ce livre blanc ne fasse mention que des applications de type cinéma ou télévision des technologies 3D.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-7328457456380642185?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/7328457456380642185/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/09/livre-blanc-sur-la-stereoscopie.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/7328457456380642185'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/7328457456380642185'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/09/livre-blanc-sur-la-stereoscopie.html' title='Livre blanc sur la stéréoscopie'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-6872320017471822606</id><published>2011-08-04T11:36:00.000+02:00</published><updated>2012-02-06T07:27:53.410+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Video'/><category scheme='http://www.blogger.com/atom/ns#' term='Français'/><category scheme='http://www.blogger.com/atom/ns#' term='Tao Presentations'/><title type='text'>Bien démarrer avec Tao Presentations</title><content type='html'>Nous venons de publier une petite vidéo qui explique comment bien démarrer avec Tao Presentations:&lt;br /&gt;&lt;div align="center"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="319" src="http://www.youtube.com/embed/LpPwjB46E5I" width="512"&gt;&lt;/iframe&gt;&lt;/div&gt;Notez que cette vidéo est faite pour être vue en haute résolution.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-6872320017471822606?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/6872320017471822606/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/08/bien-demarrer-avec-tao-presentations.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/6872320017471822606'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/6872320017471822606'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/08/bien-demarrer-avec-tao-presentations.html' title='Bien démarrer avec Tao Presentations'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/LpPwjB46E5I/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-5324548341062619624</id><published>2011-07-29T14:58:00.000+02:00</published><updated>2012-02-06T07:28:18.910+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Français'/><category scheme='http://www.blogger.com/atom/ns#' term='Tao Presentations'/><category scheme='http://www.blogger.com/atom/ns#' term='Beta'/><title type='text'>Tao Presentations beta4 disponible en téléchargement</title><content type='html'>&lt;img align="center" src="http://www.taodyne.com/images/mail/photos/beta4-announcement.png" width="100%" /&gt;L'équipe Taodyne est fière de vous annoncer la disponibilité de la quatrième beta publique de Tao Presentations.Parmi les améliorations notables de cette version, on peut noter :&lt;br /&gt;&lt;ul&gt;&lt;li&gt;De nouveaux exemples et thèmes qui permettent de démarrer plus rapidement,&lt;/li&gt;&lt;li&gt;Des filtres d'image dynamiques pour donner de l'effet à vos photos,&lt;/li&gt;&lt;li&gt;Des effets 3D étonnants, comme les "lens flare" ou "reflection maps",&lt;/li&gt;&lt;li&gt;Le support d'encore plus de types d'écrans en 3D, dont certains sans lunettes,&lt;/li&gt;&lt;li&gt;L'enregistrement automatique d'information de mise au point,&lt;/li&gt;&lt;li&gt;La recherche automatique dans l'aide en ligne,&lt;/li&gt;&lt;li&gt;Et plein de corrections d'anomalies ou d'optimisations.&lt;/li&gt;&lt;/ul&gt;Vous pouvez &lt;a href="http://www.taodyne.com/beta"&gt;télécharger la beta&lt;/a&gt; sur le site de Taodyne. N'hésitez pas à faire circuler l'information!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-5324548341062619624?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/5324548341062619624/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/07/tao-presentations-beta4-disponible-en.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/5324548341062619624'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/5324548341062619624'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/07/tao-presentations-beta4-disponible-en.html' title='Tao Presentations beta4 disponible en téléchargement'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-7153186607768781931</id><published>2011-07-25T18:25:00.000+02:00</published><updated>2012-02-06T07:28:32.217+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Français'/><category scheme='http://www.blogger.com/atom/ns#' term='Salons'/><category scheme='http://www.blogger.com/atom/ns#' term='Tao Presentations'/><category scheme='http://www.blogger.com/atom/ns#' term='Pitch'/><title type='text'>Pitch à DEVCOM</title><content type='html'>Le challenge : &lt;em&gt;Vous avez deux minutes pour présenter votre produit… dans deux minutes.&lt;/em&gt; Voilà ce que ça donne.&lt;iframe frameborder="0" height="405" name="video" scrolling="no" src="http://cdn.dmcloud.net/route/4cb6e0c594a6f60841000001/4e06a1e2f325e15c93000252/mp4_h264_aac.mp4?auth=1627489216-0-mrjz299x-612623ef5f239d79cee7c42032cb5fa8" width="512"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-7153186607768781931?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/7153186607768781931/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/07/pitch-devcom.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/7153186607768781931'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/7153186607768781931'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/07/pitch-devcom.html' title='Pitch à DEVCOM'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-688798704840597792</id><published>2011-07-14T16:56:00.000+02:00</published><updated>2011-07-14T16:56:31.560+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Powerpoint'/><category scheme='http://www.blogger.com/atom/ns#' term='Funny'/><title type='text'>Pour ou contre Powerpoint</title><content type='html'>Rue89 publie &lt;a href="http://www.rue89.com/pour-ou-contre-les-presentations-powerpoint/2011/07/11/pour-ou-contre-les-presentations-powerpoint-2"&gt;un article&lt;/a&gt; intitulé "&lt;em&gt;Pour ou contre Powerpoint&lt;/em&gt;".Cet article vaut le coup ne serait-ce que pour la vidéo hilarante sur les erreurs à éviter avec Powerpoint :&lt;iframe frameborder="0" width="480" height="360" src="http://www.dailymotion.com/embed/video/x6hnp0_8-erreurs-a-eviter-lors-d-une-prese_school"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://www.dailymotion.com/video/x6hnp0_8-erreurs-a-eviter-lors-d-une-prese_school" target="_blank"&gt;8 erreurs &amp;agrave; &amp;eacute;viter lors d&amp;#039;une pr&amp;eacute;sentation...&lt;/a&gt; &lt;i&gt;par &lt;a href="http://www.dailymotion.com/Suchablog" target="_blank"&gt;Suchablog&lt;/a&gt;&lt;/i&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-688798704840597792?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/688798704840597792/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/07/pour-ou-contre-powerpoint.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/688798704840597792'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/688798704840597792'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/07/pour-ou-contre-powerpoint.html' title='Pour ou contre Powerpoint'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-3031375509102813460</id><published>2011-07-07T08:35:00.000+02:00</published><updated>2011-07-07T08:38:50.693+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Tao Presentations'/><category scheme='http://www.blogger.com/atom/ns#' term='Beta'/><title type='text'>Tao Presentations Beta enfin en ligne</title><content type='html'>Cela nous a pris beaucoup plus de temps que nous ne l'aurions souhaité, mais Tao Presentations est maintenant &lt;a href="http://www.taodyne.com/fr/beta.html"&gt;disponible en ligne&lt;/a&gt; en version beta.L'objectif de cette première beta est de tester les aspects suivants :&lt;ul&gt;&lt;li&gt;Installation et distribution du logiciel&lt;/li&gt;&lt;li&gt;Langage de description de présentations&lt;/li&gt;&lt;li&gt;Affichage et qualité graphique du rendu&lt;/li&gt;&lt;li&gt;Stéréoscopie (si votre matériel le supporte)&lt;/li&gt;&lt;/ul&gt;Mais nous espérons surtout qu'elle vous permettra de créer des présentations véritablement nouvelles.&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;img border="0" width="450" src="http://3.bp.blogspot.com/-WohGwMnj2iU/ThVUFcAGnUI/AAAAAAAAB0I/p80EAsmtygQ/s1600/Exprimez%2BVos%2Bid%25C3%25A9es.png"/&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-3031375509102813460?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/3031375509102813460/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/07/tao-presentations-beta-enfin-en-ligne.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/3031375509102813460'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/3031375509102813460'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/07/tao-presentations-beta-enfin-en-ligne.html' title='Tao Presentations Beta enfin en ligne'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-WohGwMnj2iU/ThVUFcAGnUI/AAAAAAAAB0I/p80EAsmtygQ/s72-c/Exprimez%2BVos%2Bid%25C3%25A9es.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-8604282774804400498</id><published>2011-07-07T08:28:00.000+02:00</published><updated>2011-07-07T08:28:39.771+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Powerpoint'/><category scheme='http://www.blogger.com/atom/ns#' term='Funny'/><title type='text'>Parti anti-Powerpoint</title><content type='html'>Il existe maintenant officiellement un &lt;a href="http://anti-powerpoint-party.com/"&gt;Parti Anti-Powerpoint&lt;/a&gt;! D'après son créateur, il est démontré qu'entre une présentation avec Powerpoint et une présentation sans, la deuxième est plus efficace.&lt;iframe width="500" height="320" src="http://www.youtube.com/embed/qIB-5fts7-k" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;Ce n'est bien évidemment pas Powerpoint qui est visé (quoique), mais plutôt le fait qu'il soit devenu "obligatoire", et surtout que dans la majorité des cas, les présentations créées avec Powerpoint ne sont tout simplement pas de bonne qualité.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-8604282774804400498?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/8604282774804400498/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/07/parti-anti-powerpoint.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/8604282774804400498'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/8604282774804400498'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/07/parti-anti-powerpoint.html' title='Parti anti-Powerpoint'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/qIB-5fts7-k/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-8734198905424859423</id><published>2011-07-04T11:58:00.000+02:00</published><updated>2011-07-04T11:58:24.088+02:00</updated><title type='text'>Formation NETVA sur l'installation aux USA</title><content type='html'>&lt;a href="http://www.consulfrance-boston.org/spip.php?article1677"&gt;NETVA&lt;/a&gt; (New england Technology Venture Accelerator) est une initiative de l'ambassade de France aux USA. Ils organisent une formation à Paris chez Microsoft.Intervenants du matin:&lt;ul&gt;&lt;li&gt;Antoine Mynard, à l'origine du programme NETVA&lt;/li&gt;&lt;li&gt;Blaise Vignon, responsable de Bizpark chew Microsoft, nous parle de l'intérêt de solutions telles que Azure pour les startups.&lt;/li&gt;&lt;li&gt;Marie Landel, présidente des CCEF de Nouvelle Angleterre&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-8734198905424859423?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/8734198905424859423/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/07/formation-netva-sur-linstallation-aux.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/8734198905424859423'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/8734198905424859423'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/07/formation-netva-sur-linstallation-aux.html' title='Formation NETVA sur l&apos;installation aux USA'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-308794214920105178</id><published>2011-06-24T17:39:00.000+02:00</published><updated>2011-06-28T21:33:10.671+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Evenements'/><title type='text'>Dix ans de l'incubateur Paca Est</title><content type='html'>&lt;img src="http://3.bp.blogspot.com/-bX1r56KBuJ4/Tgn_UctaLOI/AAAAAAAABz4/RQeqnuoSTbk/s1600/3D.jpg" align="center" width="100%"/&gt; &lt;img align="right" src="http://4.bp.blogspot.com/-HTfprnYGnt0/Tgn38yxhC1I/AAAAAAAABzw/9Yigr6oJ3LU/s1600/NiceMatin-24JUIN.jpg" width="300px" /&gt;&lt;p&gt;Taodyne a réalisé une présentation en 3D à l'occasion des 10 ans de l'incubateur Paca Est. L'assemblée incluait de nombreuses personnalités, parmi lesquelles Monsieur le Sénateur Pierre Laffitte.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-308794214920105178?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/308794214920105178/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/06/dix-ans-de-lincubateur-paca-est.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/308794214920105178'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/308794214920105178'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/06/dix-ans-de-lincubateur-paca-est.html' title='Dix ans de l&apos;incubateur Paca Est'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-bX1r56KBuJ4/Tgn_UctaLOI/AAAAAAAABz4/RQeqnuoSTbk/s72-c/3D.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-5728541717427053668</id><published>2011-06-16T13:55:00.000+02:00</published><updated>2011-07-07T14:20:03.171+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Evenements'/><title type='text'>Taodyne anime le Trophée de la DFCG à Monaco</title><content type='html'>&lt;p&gt;&lt;a href="http://www.tribuca.fr/blog/Article_0000263.php"&gt;&lt;img align="right" src="http://www.tribuca.fr/blog/images/LL%2024%20juin%20DFCG%203D%20haut%20de%20p4.jpg"/&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Taodyne a animé le premier Trophée de la DFCG au &lt;a href="http://www.oceano.org/"&gt;Musée océanographique de Monaco&lt;/a&gt;, avec l'assistance technique des sociétés &lt;a href="http://3d4com.eu/"&gt;3D4COM&lt;/a&gt; pour le matériel, en particulier le projecteur 3D, et &lt;a href="http://volfoni.com/"&gt;Volfoni&lt;/a&gt; pour les lunettes actives.&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Cet événement a fait la première page de l'édition web de La Tribune Côte d'Azur, avec le &lt;a href="http://www.tribuca.fr/blog/Article_0000263.php"&gt;commentaire suivant:&lt;/a&gt;&lt;br /&gt;&lt;blockquote&gt;Présentations 3D, quiz interactifs via Smartphones concoctés par la société Taodyne, et visite privée du Musée océanographique de Monaco: ambiance pour le moins ludique pour le premier Trophée des Directeurs Financiers et de Contrôle de Gestion (DFCG) Côte d'Azur.&lt;/blockquote&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-5728541717427053668?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/5728541717427053668/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/06/taodyne-anime-le-trophee-de-la-dfcg.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/5728541717427053668'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/5728541717427053668'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/06/taodyne-anime-le-trophee-de-la-dfcg.html' title='Taodyne anime le Trophée de la DFCG à Monaco'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-8549930086331449555</id><published>2011-06-09T21:09:00.000+02:00</published><updated>2011-06-28T21:19:44.974+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Salons'/><title type='text'>Taodyne remporte le trophée de l'innovation DEVCOM</title><content type='html'>&lt;img src="http://4.bp.blogspot.com/-yzoLQY8HoNA/TgooP5FQLZI/AAAAAAAAB0A/EpOvp0L86Mw/s1600/DEVCOM"  width="150" align="right" /&gt;&lt;p&gt;Après une démonstration tout à fait improvisée de Tao Presentations durant une "Speed Demo", Taodyne a remporté le Trophée de l'innovation au salon &lt;a href="http://www.devcom-azurexpo.com/"&gt;DEVCOM AzurExpo&lt;/a&gt; qui s'est tenu le 9 juin aux Espaces Sophia Antipolis.&lt;/P&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-8549930086331449555?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/8549930086331449555/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/06/taodyne-remporte-le-trophee-de.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/8549930086331449555'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/8549930086331449555'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/06/taodyne-remporte-le-trophee-de.html' title='Taodyne remporte le trophée de l&apos;innovation DEVCOM'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-yzoLQY8HoNA/TgooP5FQLZI/AAAAAAAAB0A/EpOvp0L86Mw/s72-c/DEVCOM' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-3843989666849114918</id><published>2011-05-24T21:21:00.000+02:00</published><updated>2011-06-28T21:31:39.127+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Salons'/><title type='text'>Tao Presentations à Dimension 3 Expo Paris</title><content type='html'>&lt;P&gt;Taodyne a présenté Tao Presentations au salon &lt;a href="http://www.dimension3-expo.com/"&gt;Dimension 3&lt;/a&gt; à Paris.&lt;/P&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-3843989666849114918?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/3843989666849114918/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/05/tao-presentations-dimension-3-expo.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/3843989666849114918'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/3843989666849114918'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/05/tao-presentations-dimension-3-expo.html' title='Tao Presentations à Dimension 3 Expo Paris'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6809974686913580211.post-3155572057924133493</id><published>2011-05-19T13:31:00.000+02:00</published><updated>2011-06-28T15:08:18.055+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Français'/><category scheme='http://www.blogger.com/atom/ns#' term='Société'/><title type='text'>Création de la société</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-nn0FvT_2bsI/Tgm815F88hI/AAAAAAAABzo/-Xy4Ihgv8XA/s1600/Taodyne-Logo.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5623233243793650194" src="http://3.bp.blogspot.com/-nn0FvT_2bsI/Tgm815F88hI/AAAAAAAABzo/-Xy4Ihgv8XA/s200/Taodyne-Logo.png" style="cursor: hand; cursor: pointer; float: right; height: 66px; margin: 0 0 10px 10px; width: 200px;" /&gt;&lt;/a&gt;&lt;br /&gt;La société Taodyne est maintenant officiellement créée. Nous avons été enregistrés le 19 mai au Registre du Commerce et des Sociétés de Grasse sous le numéro 532 454 451.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6809974686913580211-3155572057924133493?l=taodyne.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://taodyne.blogspot.com/feeds/3155572057924133493/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://taodyne.blogspot.com/2011/05/creation-de-la-societe.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/3155572057924133493'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6809974686913580211/posts/default/3155572057924133493'/><link rel='alternate' type='text/html' href='http://taodyne.blogspot.com/2011/05/creation-de-la-societe.html' title='Création de la société'/><author><name>Christophe de Dinechin</name><uri>http://www.blogger.com/profile/15212549796119667462</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://cc3d.free.fr/English/Blahg/Blahg_files/HPIM1606.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-nn0FvT_2bsI/Tgm815F88hI/AAAAAAAABzo/-Xy4Ihgv8XA/s72-c/Taodyne-Logo.png' height='72' width='72'/><thr:total>0</thr:total></entry></feed>
