<?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-1402117869820177</id><updated>2012-01-28T23:31:04.230-05:00</updated><category term='Arthur C. 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wilde'/><category term='simulator'/><category term='academy awards'/><category term='empathy device'/><category term='IMDB'/><category term='Kingfisher'/><category term='animation shorts'/><category term='production'/><category term='scientist'/><category term='ping'/><category term='network art'/><category term='telematic technology'/><category term='sick minds'/><category term='hdri'/><category term='lion'/><category term='body systems'/><category term='bunraku'/><category term='John Mayer'/><category term='interactive design.'/><category term='Mold making'/><category term='news report'/><category term='social irresponsibility'/><category term='Graph Editor'/><category term='planet earth'/><category term='Terminator'/><category term='glitch art'/><category term='Kensington Palace Floor plan'/><category term='bloodied books'/><category term='arranging circumstances'/><category term='drone'/><category term='Mead Library'/><category term='mcluhan'/><category term='eterea'/><category term='IEEE'/><category term='plot'/><category term='green screen'/><category term='waves'/><category term='interactive storytelling experience  games mass effect goal'/><category term='2019'/><category term='cartoon'/><category term='Harrison Ford'/><category term='avatar hand'/><category term='character animation'/><category term='violence'/><category term='memory'/><category term='cartoon art'/><category term='ps2'/><category term='curiousity'/><category term='Ben Devane'/><category term='Alice in Wonderland'/><category term='pyramid'/><category term='glass'/><category term='craig venter'/><category term='change in technology'/><category term='beginning'/><category term='set design'/><category term='Barcelona'/><category term='Interactive Storytelling'/><category term='HITLabNZ'/><category term='Level 2'/><category term='little big planet'/><category term='Gary jules'/><category term='repo movie'/><category term='crosswille'/><category term='20th Century Literature'/><category 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VR'/><category term='Itay Talgam'/><category term='tensegrity'/><category term='Unity 3d'/><category term='intersexuality'/><category term='e-business'/><category term='dream'/><category term='Skin and Hand'/><category term='Chess Set'/><category term='Gabriel Liebermann'/><category term='concept album'/><category term='wealth gap'/><category term='creepy'/><category term='reaction'/><category term='kotor'/><category term='graphics package'/><category term='contour tracking'/><category term='people'/><category term='film board'/><category term='fighting_game'/><category term='chainsaw'/><category term='3D text'/><category term='rainbow hologram'/><category term='Japan'/><category term='html'/><category term='digital storytelling'/><category term='iClone'/><category term='fipresci'/><category term='Chess Board'/><category term='spontaneous chttp://4.bp.blogspot.com/_LNj-gILUnY8/S1kkFF7AiKI/AAAAAAAAADM/6D5iaaho4fk/s1600-h/salvador_dali-galatea_of_the_spheres.jpghange'/><category term='Microsoft Project Natal'/><category term='Game of Life'/><category term='femininity'/><category term='Tobias Baumann'/><category term='Motion graphics'/><category term='3d design'/><category term='collage'/><category term='Back to the Future'/><category term='Binding'/><category term='interference'/><category term='Peter Molyneux'/><category term='chagrin'/><category term='mirror'/><category term='Learning Animation'/><category term='schell'/><category term='Future'/><category term='evolution'/><category term='Internet2'/><category term='PD and Processing using OSC'/><category term='augmented reality'/><category term='the book'/><category term='python'/><category term='frog princess'/><category term='Bosch'/><category term='comparison'/><category term='alphabetize'/><category term='internet'/><category term='Pure Data'/><category term='surrealism'/><category term='Documentarian'/><category term='zero gravity'/><category term='backwater gospel'/><category term='Dystopia'/><category term='database'/><category term='3D movies'/><category term='objective'/><category term='women'/><category term='location based gaming'/><category term='scott pilgrim vs the world'/><category term='thalamus'/><category term='another video'/><category term='smoothon'/><category term='students'/><category term='Storyworld'/><category term='still life'/><category term='Neil Gaiman'/><category term='mahjong tiles'/><category term='spy films'/><category term='retroreflective'/><category term='communication'/><category term='videogames'/><category term='interactive world'/><category term='3rd person'/><category term='journey'/><category term='blog'/><category term='virtual sweatshops'/><category term='topshot helmet'/><category term='smoking is evil'/><category term='rapunzel'/><category term='open house'/><category term='Rock Music'/><category term='the hobbit'/><category term='Paul Devebec'/><category term='anton yudin'/><category term='microsoft'/><category term='Cheap Labor for Corporations'/><category term='biomechanics'/><category term='impossible objects'/><category term='Story of Computer Graphics'/><category term='screenwriting'/><category term='creature'/><category term='TX'/><category term='reader'/><title type='text'>Topics in 3D</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default?start-index=101&amp;max-results=100'/><author><name>arturo</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://arturosinclair.com/images/3_2.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>1095</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-729281555836527438</id><published>2012-01-28T23:30:00.000-05:00</published><updated>2012-01-28T23:30:05.004-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3d animation'/><category scheme='http://www.blogger.com/atom/ns#' term='student work'/><category scheme='http://www.blogger.com/atom/ns#' term='Maya'/><category scheme='http://www.blogger.com/atom/ns#' term='after effects'/><category scheme='http://www.blogger.com/atom/ns#' term='Dony Permedi'/><title type='text'>Dony Permedi's Animations</title><content type='html'>I really wanted to use my first post as an opportunity to share two of my favorite student 3D animation short films. Both are created by Dony Permedi, a graduate of the School of Visual Arts in New York City. I've long admired his two shorts, &lt;em&gt;Kiwi!&lt;/em&gt; and &lt;em&gt;Pony&lt;/em&gt;. I feel &lt;em&gt;Kiwi!&lt;/em&gt; is particularly relevant to our course because it was created with Maya and After Effects. Check it out below:&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/sdUUx5FdySs/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/sdUUx5FdySs&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/sdUUx5FdySs&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;What I really enjoy about this short is how Permedi focuses most of his efforts on the animation aspect of the short. Because the short is lacking in certain areas, such as texture art, and because the kiwi is a silent character, the film relies heavily on the use of animation to convey certain points. Permedi did a great job of conveying emotions in particular. I always liked the part where he twirls down the rope because he looks so enthusiastic. The last shot of the kiwi's face is a very meaningful scene as well.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;In an&amp;nbsp;&lt;a href="http://www.isfat.com/forum/index.php?autocom=blog&amp;amp;blogid=2&amp;amp;showentry=1" target="_blank"&gt;interview with the blog ISFAT&lt;/a&gt;, Permedi brings up a few points that I considered valuable advice for anyone starting out with 3D animation. He mentions how the animation took up his second year in graduate school and that taking the time to create storyboards and an animatic really helped the process of creating the short. He also brings up that he fouced on his strength in animation because he wasn't the best texture or lighting artist. He noted that had he focused too much on perfecting every aspect, he would have wasted too much time. Permedi also took the time to state that the &lt;a href="http://forums.cgsociety.org/" target="_blank"&gt;CGTalk forums&lt;/a&gt; are a vauable&amp;nbsp;source of advice and information for&amp;nbsp;both fledgling and professional animators.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;To learn more about Dony Permedi, check out his &lt;a href="http://www.donysanimation.com/" target="_blank"&gt;website&lt;/a&gt;! As for the Pony video I mentioned earlier, check it out below!&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" 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/lNu8u_Kpa00/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/lNu8u_Kpa00&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/lNu8u_Kpa00&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-729281555836527438?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/729281555836527438/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=729281555836527438' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/729281555836527438'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/729281555836527438'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2012/01/dony-permedis-animations.html' title='Dony Permedi&apos;s Animations'/><author><name>AshleyAlicea</name><uri>http://www.blogger.com/profile/10402242939227070165</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-1402117869820177.post-1491919025150304999</id><published>2012-01-28T21:09:00.004-05:00</published><updated>2012-01-28T22:34:46.346-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Cartoon Network'/><category scheme='http://www.blogger.com/atom/ns#' term='Bruce Timm'/><category scheme='http://www.blogger.com/atom/ns#' term='3d animation'/><category scheme='http://www.blogger.com/atom/ns#' term='Green Lantern'/><category scheme='http://www.blogger.com/atom/ns#' term='DC Comics'/><title type='text'>Green Lantern: The Animated Series</title><content type='html'>&lt;span class="Apple-style-span" &gt;I said in class that I want to work on animated programs, specifically for DC Comics, so I felt like my first blog post should pertain to my interest. Recently DC has released their first complete CG program; Green Lantern: The Animated Series. DC has done many 2D animated programs, such as Batman: The Animated Series and (more recently) Young Justice, but for them to jump on the bandwagon of many other production houses and dive into the 3D animation is very interesting. As a fan I was very tentative about this idea. I've seen many 3D TV series, and many have a great deal of fundamental problems; many dealing in the characters movements. I was afraid that DC's streak of well produced animated programs might be broken if they couldn't pull off the 3D very well. Bruce Timm; who is the artist behind Batman: The Animated Series; Justice League; as well as many others; mentioned his trepidations about this endeavor. "&lt;span class="Apple-style-span" style="line-height: 16px; background-color: rgb(255, 255, 255); "&gt;&lt;span class="Apple-style-span" &gt;For a while, I was actually really resistant of CG because everyone was like&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: arial; line-height: 16px; background-color: rgb(255, 255, 255); font-size: medium; "&gt; ‘Oh, this is so much better and blah blah blah!’ So, I probably had a chip on my shoulder about&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: arial; line-height: 16px; background-color: rgb(255, 255, 255); font-size: medium; "&gt; CG, but then certain movies came out and it’s just like, wow, The Incredibles is amazing! To&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: arial; line-height: 16px; background-color: rgb(255, 255, 255); font-size: medium; "&gt; me, that’s like CG done perfect. And I really enjoyed Tangled. I thought Tangled was really&lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: rgb(255, 255, 255); "&gt;&lt;span class="Apple-style-span"  &gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt; awesome…. But it’s the difference between comic book line art and a painting. It’s not like one is better than the other just because ‘It’s a painting, therefore it’s better!’ Not necessarily. There’s a certain power in the black and white line art that you can’t get in the painting and vice versa." I think this was a very interesting analysis, especially coming from a man who made his name in 2D. What I think is remarkable about the show is that it retains his art style; the powerful jaw lines, the hour-glass bodies. It was iconic for my childhood and the idea that they are able to recreate that in a program like Maya is incredibly exciting for me. Everyone always says the possibilities are endless for these kinds of programs, and this just reaffirms that for me. The pilot episode has already aired and it was well received by fans and critics alike. Right now it has nominations pending for the 39th Annie Awards. Here's a 6 minute preview from the pilot: &lt;iframe width="560" height="315" src="http://www.youtube.com/embed/44W2s7W1P8U" frameborder="0" allowfullscreen=""&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="background-color: rgb(255, 255, 255); "&gt;&lt;span class="Apple-style-span"  &gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;The series returns Saturday March 17th at 10 AM on Cartoon Network.&lt;/span&gt;&lt;/span&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/1402117869820177-1491919025150304999?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/1491919025150304999/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=1491919025150304999' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/1491919025150304999'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/1491919025150304999'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2012/01/green-lantern-animated-series.html' title='Green Lantern: The Animated Series'/><author><name>Andrew</name><uri>http://www.blogger.com/profile/08535202533236004106</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/44W2s7W1P8U/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-7809847148048277056</id><published>2012-01-27T16:06:00.003-05:00</published><updated>2012-01-28T18:51:58.116-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='trailer'/><category scheme='http://www.blogger.com/atom/ns#' term='3D graphics'/><category scheme='http://www.blogger.com/atom/ns#' term='scott pilgrim vs the world'/><category scheme='http://www.blogger.com/atom/ns#' term='3d animation'/><title type='text'>One Two Three Four!</title><content type='html'>I would like my first post to be about one of my favorite movies of 2010. I'm talking about Scott Pilgrim vs the World, A movie that my not be in 3d but which graphics are definitely going to change the way movies of this genre are made in the future. What I like about Scott Pilgrim is that the graphics used not only look "cool" but also help tell the story. I think that the fact that this movie combines reality with animation to communicate with the audience is what makes this movie so different and original. I like also that the style of the graphics bring you into this videogamish world.  Some of them even suit each of the characters by the style of the font or even the color of the graphics. This movie made me think that we need to plan ahead before we begin our projects. We might need to ask ourselves, which style am i going for and which elements am I going to use in my design to create it in order to achieve the look we are going fore. Here is the trailer for Scott Pilgrim. &lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;iframe src="http://www.youtube.com/embed/A1qaLmfzW3I" allowfullscreen="" frameborder="0" height="315" width="560"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-7809847148048277056?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/7809847148048277056/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=7809847148048277056' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/7809847148048277056'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/7809847148048277056'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2012/01/one-two-three-four.html' title='One Two Three Four!'/><author><name>jmaguey1</name><uri>http://www.blogger.com/profile/17118406153577335754</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/-QPkMq6z97h8/Tl2YOZt4j5I/AAAAAAAAADI/gAlIdNpzOB8/s220/Photo%2Bon%2B2011-08-03%2Bat%2B00.40%2B%25232.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/A1qaLmfzW3I/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-6289142071745533656</id><published>2012-01-26T00:43:00.005-05:00</published><updated>2012-01-26T01:00:42.107-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Oscars'/><category scheme='http://www.blogger.com/atom/ns#' term='hugo'/><category scheme='http://www.blogger.com/atom/ns#' term='animation'/><category scheme='http://www.blogger.com/atom/ns#' term='3d'/><category scheme='http://www.blogger.com/atom/ns#' term='rise of the planet of the apes'/><category scheme='http://www.blogger.com/atom/ns#' term='software'/><category scheme='http://www.blogger.com/atom/ns#' term='Maya'/><category scheme='http://www.blogger.com/atom/ns#' term='harry potter'/><category scheme='http://www.blogger.com/atom/ns#' term='academy awards'/><category scheme='http://www.blogger.com/atom/ns#' term='Transformers'/><title type='text'>Maya featured in Academy Award Nominees</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;a href="http://timenerdworld.files.wordpress.com/2012/01/rise_of_the_planet_of_the_apes.jpg?w=580" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 580px; height: 326px;" src="http://timenerdworld.files.wordpress.com/2012/01/rise_of_the_planet_of_the_apes.jpg?w=580" border="0" alt="" /&gt;&lt;/a&gt;&lt;br /&gt;There are many very impressive special effects being featured in this years Academy Awards.  While look at Oscar nominees, I found a &lt;a href="http://techland.time.com/2012/01/25/photos-the-five-movies-nominated-for-best-visual-effects-academy-award/#rise_of_the_planet_of_the_apes"&gt;slide show&lt;/a&gt; that explains which software the movies used to create their special effects.  Maya was featured in movies such as Rise of the Planet of the Apes, Harry Potter and even Transformers.  The companies use Maya and other Autodesk softwares as the basis and core of their creative ventures.  The programs ability to capture the lifelike characteristics such as hair, eyes, and muscles make for very realistic CGI.  The story mentions that Harry Potter used MudBox as well for their digital modeling.  The lavish art design of Huge and the CGI effects of Maya created an detailed set of 1930's Paris, taking of a year of work to complete and done by Pixonmondo.  You really see the variety of how Maya can be used in films.  In Rise of the Planet of the Apes, it is being used to create hundreds of animals that need to pass as realistic and in movies like Real Steel it is used to create two robots battling.  There is the complete difference in textures, from fur to metal, and the movements which each character makes.  Maya is the connecting factor between Transformers and Huge, two movies with very different art styles and audiences.    &lt;div&gt;&lt;br /&gt;&lt;div&gt;&lt;a href="http://timenerdworld.files.wordpress.com/2012/01/harrypotter.jpg?w=580" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img src="http://timenerdworld.files.wordpress.com/2012/01/harrypotter.jpg?w=580" border="0" alt="" style="display: block; margin-top: 0px; margin-right: auto; margin-bottom: 10px; margin-left: auto; text-align: center; cursor: pointer; width: 580px; height: 326px; " /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I definitely wasn't aware that Maya had such a prominent role in the art direction and animation of movies.  The fact that it is featured in the best movies of the year makes learning the program that much more exciting.&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href="http://timenerdworld.files.wordpress.com/2012/01/transformers.jpg?w=580" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img src="http://timenerdworld.files.wordpress.com/2012/01/transformers.jpg?w=580" border="0" alt="" style="display: block; margin-top: 0px; margin-right: auto; margin-bottom: 10px; margin-left: auto; text-align: center; cursor: pointer; width: 580px; height: 213px; " /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-6289142071745533656?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/6289142071745533656/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=6289142071745533656' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/6289142071745533656'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/6289142071745533656'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2012/01/maya-featured-in-academy-award-nominees.html' title='Maya featured in Academy Award Nominees'/><author><name>Melanie Segal</name><uri>http://www.blogger.com/profile/03975606383938134303</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-1402117869820177.post-8292907984723198733</id><published>2011-12-18T23:08:00.004-05:00</published><updated>2011-12-18T23:35:48.441-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='timelapse'/><category scheme='http://www.blogger.com/atom/ns#' term='street view'/><category scheme='http://www.blogger.com/atom/ns#' term='Address Is Approximate'/><category scheme='http://www.blogger.com/atom/ns#' term='stop motion'/><title type='text'>Address Is Approximate</title><content type='html'>&lt;iframe src="http://player.vimeo.com/video/32397612?title=0&amp;amp;byline=0&amp;amp;portrait=0" width="398" height="224" frameborder="0" webkitAllowFullScreen mozallowfullscreen allowFullScreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Stop motion animation is the oldest form of 3D animation, where manipulating real 3D objects and taking many photographs to create a moving picture.  This video does a good job of incorporating 2D (computer screen) with 3D objects. It's the equivalent of using After Effects to incorporate 2D objects with a scene created in Maya.  According to the description, "All screen imagery was animated - there are no screen replacements." &lt;br /&gt;&lt;br /&gt;The story is also set up very well, and gives you the same feeling in 2 1/2-minutes as if you had just watched a 90-minute Pixar movie.  &lt;br /&gt;&lt;br /&gt;Some behind the scenes photos are available on &lt;a href=https://www.facebook.com/media/set/?set=a.293407880691317.73582.135537249811715&amp;type=3&gt; The Theory's Facebook Page. &lt;/a&gt;  It's interesting to see how they set up the shots and "rigged" the scenes, using some fog and long exposures to create the unique look.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-8292907984723198733?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://vimeo.com/32397612' title='Address Is Approximate'/><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/8292907984723198733/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=8292907984723198733' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/8292907984723198733'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/8292907984723198733'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/address-is-approximate.html' title='Address Is Approximate'/><author><name>jimmyh</name><uri>http://www.blogger.com/profile/08421183739476006733</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-1402117869820177.post-1580703297161344987</id><published>2011-12-18T13:34:00.003-05:00</published><updated>2011-12-18T13:40:49.435-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='music video'/><category scheme='http://www.blogger.com/atom/ns#' term='Disney.'/><category scheme='http://www.blogger.com/atom/ns#' term='remix'/><category scheme='http://www.blogger.com/atom/ns#' term='Pixar'/><category scheme='http://www.blogger.com/atom/ns#' term='&quot;Up&quot;'/><title type='text'>Up- Remix</title><content type='html'>I found this guy on Youtube who remixes various films, like Dexter, Harry Potter and here I've attached his remix of Up and of Disney, the little videos remix both sound and video, and while the sound kinda sounds the same between all the videos, I thought the sampling of videos is a great example of creative editing and I thought they'd be a fun break from finals.&lt;br /&gt;&lt;br /&gt;&lt;iframe width="560" height="315" src="http://www.youtube.com/embed/JVxe5NIABsI" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe width="560" height="315" src="http://www.youtube.com/embed/t_htoSaQFf4" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-1580703297161344987?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/1580703297161344987/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=1580703297161344987' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/1580703297161344987'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/1580703297161344987'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/up-remix.html' title='Up- Remix'/><author><name>Hillary</name><uri>http://www.blogger.com/profile/17695206045082797603</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://4.bp.blogspot.com/-3Aqt2G0adn8/Tncqd4MTOtI/AAAAAAAAAN0/3Ff5wczm9iE/s220/machu.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/JVxe5NIABsI/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-5905174728750846194</id><published>2011-12-12T16:36:00.000-05:00</published><updated>2011-12-12T16:36:59.020-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3d animation'/><category scheme='http://www.blogger.com/atom/ns#' term='ecards'/><title type='text'>Christmas Card</title><content type='html'>Christmas cards have become very creative and stay up to date on technology. This ecard I got from my Grandma is very cute. It is interactive and allows you to click on things which then are animated. Snowballs become a Snowman. People start to skate with the a click of a mouse and snow starts to fall.&amp;nbsp; I assume the trees in the back are an image but that everything else is animated in a 3d software. The skaters movements were probably key framed. This is an interesting use of 3d. I mainly think of animation or videos but not ecards. &lt;br /&gt;&lt;br /&gt;&lt;a href="http://ecard.ashland.edu/index.php?ecardYear=2004adm"&gt;http://ecard.ashland.edu/index.php?ecardYear=2004adm&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-5905174728750846194?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/5905174728750846194/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=5905174728750846194' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/5905174728750846194'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/5905174728750846194'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/christmas-card.html' title='Christmas Card'/><author><name>Sarah F</name><uri>http://www.blogger.com/profile/09175529156996795623</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://3.bp.blogspot.com/-UrBXq3jFb6s/TbIE6W-Bz1I/AAAAAAAAABE/Y1WacTaCyCg/s220/DSC_0418.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-4381099371805863213</id><published>2011-12-12T01:29:00.000-05:00</published><updated>2011-12-12T01:29:00.965-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Home Alone'/><category scheme='http://www.blogger.com/atom/ns#' term='Christmas Vacation'/><category scheme='http://www.blogger.com/atom/ns#' term='Christopher Columbus'/><category scheme='http://www.blogger.com/atom/ns#' term='National Lampoons'/><category scheme='http://www.blogger.com/atom/ns#' term='Christmas Movies'/><title type='text'>Christmas Movies Give the Greatest Ideas</title><content type='html'>With Christmas only thirteen days away, i reflected back on my favorite Christmas Movie, Home Alone. Watching it reminded me of being a kid again. I remember wanting to be like Kevin McCallister defending my house from the Christmas robbers. While it may be over dramatic for a movie, it is an insanely epic and family-fun film.&lt;br /&gt;&lt;br /&gt;There are various funny parts like when he orders a pizza and pulls a prank on the pizza guy by watching a movie about gang wars and firing a gun. I still get a kick out of it and have often thought about pulling that prank throughout my years; however, my parents would yell at me at even trying. "Keep the change you filthy animal."&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="360" src="http://www.youtube.com/embed/Q3Tyy-gLMG4" width="480"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Many of the stunts or tricks Kevin McCallister tried, I often tried to attempt. For instance, he sleigh rode in his house. As fake as the scene was, I got a lot of good and bad ideas from it. My stairs were positioned right in front of my front door and often would get yelled at by my parents but even better was when I watched Christmas Vacation and wanted to attempt this:&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="360" src="http://www.youtube.com/embed/zpCVrzVr97M" width="480"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;I would buy saucers to try and grease them up like Clark W. Griswald. Unfortunately it never happened. You know why . . . it's a movie!&lt;br /&gt;&lt;br /&gt;My parents kept trying to tell me that but I didn't want to believe it because I was a little kid enjoying fun-filled Christmas movies. Who could deny me of wanting to do these activities. They looked fun and&amp;nbsp;entertaining&amp;nbsp;but not possible.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-4381099371805863213?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/4381099371805863213/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=4381099371805863213' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/4381099371805863213'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/4381099371805863213'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/christmas-movies-give-greatest-ideas.html' title='Christmas Movies Give the Greatest Ideas'/><author><name>George Ryan</name><uri>http://www.blogger.com/profile/07129787670254894950</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='18' src='http://2.bp.blogspot.com/-fJei6kQP-Ns/Tl-h5C9AYuI/AAAAAAAAAB0/TpGk1FZylIw/s220/Name-Logo-PNG_00000.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/Q3Tyy-gLMG4/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-610940588893700533</id><published>2011-12-11T23:52:00.003-05:00</published><updated>2011-12-12T01:28:04.860-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3d short film'/><category scheme='http://www.blogger.com/atom/ns#' term='3d animation'/><category scheme='http://www.blogger.com/atom/ns#' term='the passenger'/><category scheme='http://www.blogger.com/atom/ns#' term='Short Film'/><title type='text'>The Passenger</title><content type='html'>I found this "cute" video the other day. I call it "cute" because it's fairly entertaining and while it's very dark, I wouldn't call it scary, it's more humorous than that, plus I really like the style they used for it. Even better, I found it on this &lt;a href="http://www.deepspirits.com/life-changing-arts/movies/animated-short-movies.php"&gt;site,&lt;/a&gt; which has a TON of animated short films, all seemingly of really high quality, I'm excited to go through and watch more of them.&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/OGW0aQSgyxQ" allowfullscreen="" frameborder="0" height="315" width="560"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Also, during the credits, it briefly shows some of the preproduction sketches and what-not in an advert for the dvd, and that 15 seconds alone is really insane, just to see all the work in Maya/on a sketchpad after having just watched the film.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-610940588893700533?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/610940588893700533/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=610940588893700533' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/610940588893700533'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/610940588893700533'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/passenger.html' title='The Passenger'/><author><name>Hillary</name><uri>http://www.blogger.com/profile/17695206045082797603</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='19' src='http://4.bp.blogspot.com/-3Aqt2G0adn8/Tncqd4MTOtI/AAAAAAAAAN0/3Ff5wczm9iE/s220/machu.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/OGW0aQSgyxQ/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-8559003038957664535</id><published>2011-12-11T23:19:00.002-05:00</published><updated>2011-12-11T23:32:12.778-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='IGN'/><category scheme='http://www.blogger.com/atom/ns#' term='Emotiv Epoc Neuro Headset'/><category scheme='http://www.blogger.com/atom/ns#' term='Angry Birds'/><title type='text'>Brain Control</title><content type='html'>When my brain gets a great idea a lot of physical things get in the way when trying to move that idea from within my head to within my computer.  First obstacle is my hands.  I can't even draw a straight line, how am I supposed to move things around precisely.  Then there's my mouse, but I forget that a lot so I end up using a track pad which is even worse.  But when I do have my mouse i rarely have a mouse pad so its accuracy depends on the surface that I am on.  Basically the chance that an idea isn't greatly effected by these physical obstacles is very small.  I just wish my brain could be directly connected to my computer.  But I saw something online that makes it look like this might be possible soon.  The Emotiv Epoc Neuro Headset is now on sale for 299 right &lt;a href="http://emotiv.com/store/hardware/epoc-bci/epoc-neuroheadset/"&gt;here&lt;/a&gt;.  I was skeptical until I saw an IGN review.&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/M89M1VUc-ZQ" allowfullscreen="" frameborder="0" height="315" width="560"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;And a guy playing angry birds with it.&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/WDgkZZYSVPo" allowfullscreen="" frameborder="0" height="315" 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/1402117869820177-8559003038957664535?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/8559003038957664535/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=8559003038957664535' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/8559003038957664535'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/8559003038957664535'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/brain-control.html' title='Brain Control'/><author><name>Alex Pickering</name><uri>http://www.blogger.com/profile/12798856293588320177</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/M89M1VUc-ZQ/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-4971281568564211653</id><published>2011-12-11T23:08:00.003-05:00</published><updated>2011-12-11T23:43:59.029-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='virtual environments'/><category scheme='http://www.blogger.com/atom/ns#' term='green screen'/><category scheme='http://www.blogger.com/atom/ns#' term='3d animation'/><category scheme='http://www.blogger.com/atom/ns#' term='motion tracking'/><title type='text'>Labrinth - Earthquake ft. Tinie Tempah</title><content type='html'>&lt;iframe width="560" height="315" src="http://www.youtube.com/embed/u0fk6syQ7iY" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;One of my friends showed me this incredibly well done music video that has the artist interacting in a 3D environment the entire time.  It's difficult to tell if the wide shots that take place in a warehouse video was shot on a green screen or on a practical set.  With most of the close up shots where he's on a different "set" it appears as though he is on an entirely virtual set.&lt;br /&gt;&lt;br /&gt;There are very few shots in this videos that are static.  Nearly every shot incorporates some form of movement to it.  While most of the sets themselves were created in a 3D program, most of the particle elements were likely created using an After Effects-like program with the same tracking data used for create the 3D environment.  By using After Effects, you are able to view things quicker and in a more real time environment.  &lt;br /&gt;&lt;br /&gt;Overall, this video is incredibly well animated.  The sets are incredibly realistic and they interaction between the artist and his environment feels very natural.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-4971281568564211653?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.youtube.com/watch?v=u0fk6syQ7iY' title='Labrinth - Earthquake ft. Tinie Tempah'/><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/4971281568564211653/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=4971281568564211653' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/4971281568564211653'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/4971281568564211653'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/labrinth-earthquake-ft-tinie-tempah.html' title='Labrinth - Earthquake ft. Tinie Tempah'/><author><name>jimmyh</name><uri>http://www.blogger.com/profile/08421183739476006733</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/u0fk6syQ7iY/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-6869213566405713452</id><published>2011-12-11T22:51:00.003-05:00</published><updated>2011-12-11T22:56:00.508-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='end of the world'/><category scheme='http://www.blogger.com/atom/ns#' term='major freakouts'/><category scheme='http://www.blogger.com/atom/ns#' term='heart attacks'/><title type='text'>End of Semester Freak Out</title><content type='html'>So my hard drive just crashed with my entire field and 3D project on it so Arturo I hope you have a heart and understand my less than superb blog right now... i'll make up for it and post a better one asap!!!! I'm currently facing 18+ hours of backing up and hope i lose nothing... yes i'm having a HEART ATTACK.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Anyways the things I want to address tomorrow in class are as follows... maybe one of you guys can help me!&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;1) Arturo showed me this graph that showed all the keyframes in a timeline... now I can't find it! Where is it, any hints for understanding it better so you can edit your keyframes faster?&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;2) Parenting, my animation is pretty much finished minus some minor stuff I want to clean up in the keyframes so how the heck do I parent it so it actually picks up my piece????&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;...hopefully tomorrow I'll finish it in class! GAH&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-6869213566405713452?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/6869213566405713452/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=6869213566405713452' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/6869213566405713452'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/6869213566405713452'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/end-of-semester-freak-out.html' title='End of Semester Freak Out'/><author><name>Steph Primavera</name><uri>http://www.blogger.com/profile/12427464296209396160</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>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-3228472308701154448</id><published>2011-12-11T22:31:00.004-05:00</published><updated>2011-12-11T22:38:14.351-05:00</updated><title type='text'>Ice Carving</title><content type='html'>Nice work Francine, I really like it! You have inspired me to elaborate on my intro which is pretty basic at the moment. I've found that I am far more interested in and excited about text animation than character animation. &lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;A bit off topic but I was downtown at the ice carving competition this weekend and thought they were incredible. Two guys who I watched for a while were carving Kermit the Frog playing a banjo which they said was the hardest design they've ever done in competition. I got to take a look at their drawings which consisted of a pretty basic, overall sketch of the sculpture as well as scaled sketches of each individual piece. This technique seems like it could come in handy when doing 3D computer animation. Breaking a character or object down into simple shapes and sketching those beforehand would likely make the animation process go much quicker than looking at it in a "big picture" type way. For those of you who missed out on the action, here's an ice carving video!&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;iframe width="420" height="315" src="http://www.youtube.com/embed/L6LZ1awlm3U" frameborder="0" allowfullscreen=""&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-3228472308701154448?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/3228472308701154448/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=3228472308701154448' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/3228472308701154448'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/3228472308701154448'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/ice-carving.html' title='Ice Carving'/><author><name>Abby Sophir</name><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/L6LZ1awlm3U/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-8135412767376090276</id><published>2011-12-11T21:33:00.001-05:00</published><updated>2011-12-11T21:56:50.426-05:00</updated><title type='text'>Real-time rendering</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/o2FRzDUskZY" width="560"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;From recent experiences with Maya I've learned that rendering out both individual frames and especially entire sequences with multiple models and light sources takes some time and processing power. Because of this, I've gained a a new respect for the kind of optimization it takes for graphics in today's games to be pumped out in real-time. The linked video is an example of one of today's most graphically intensive PC games running on high-end gaming hardware. It looks incredible compared to our relatively simple chess scenes, yet it renders out much faster. The amount of optimization that goes into making graphics like this run smoothly must require a lot of engineering behind the scenes.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-8135412767376090276?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/8135412767376090276/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=8135412767376090276' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/8135412767376090276'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/8135412767376090276'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/real-time-rendering.html' title='Real-time rendering'/><author><name>Keith Bress</name><uri>http://www.blogger.com/profile/03872385592230895900</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://3.bp.blogspot.com/-X-EUO-nIoGM/Tl3E_SMGtMI/AAAAAAAAAAQ/p_wmhMTTOBY/s220/263624_2079369992549_1494025146_32277626_7171877_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/o2FRzDUskZY/default.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-7538331657014141366</id><published>2011-12-11T20:39:00.000-05:00</published><updated>2011-12-11T20:39:11.331-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='credits'/><category scheme='http://www.blogger.com/atom/ns#' term='3d animation'/><category scheme='http://www.blogger.com/atom/ns#' term='Maya'/><title type='text'>Progress, finally!</title><content type='html'>Hey guys guess what!?! I finally managed to animate, render, and create a movie! These are the "opening credits" for my animation. Parts of it are still jumpy and it is by no means perfect but it definitely made me smile to watch it, especially when I added the goofy music (yay for apple loops!). Just some advice in terms of key framing. It's definitely way harder to go back and key frames once you've done several after them. So, I suggest playing your animation in Maya every few key frames to make sure it is going the way you want it. In order to see it play through the camera view you have to have only that screen open, then you can just press play on the little timeline near where you see where each key frame is. It will play slower than normal here but at least you can get a feel for how the camera will move between key frames. Can't wait to see what everyone else has done!&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-4c0f788b2b231abf" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"&gt;&lt;param name="movie" value="http://www.youtube.com/get_player"&gt;&lt;param name="bgcolor" value="#FFFFFF"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="flashvars" value="flvurl=http://v8.nonxt5.googlevideo.com/videoplayback?id%3D4c0f788b2b231abf%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1329998254%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D377EFEE46E9A48B65991636E689FD4BCC3477FCF.2D4341384D6281D9915663B321426D40D29AC6DC%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D4c0f788b2b231abf%26offsetms%3D5000%26itag%3Dw160%26sigh%3DB_qzqGHCeo5o1QSQGqYRMcU0iJ0&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="320" height="266" bgcolor="#FFFFFF"flashvars="flvurl=http://v8.nonxt5.googlevideo.com/videoplayback?id%3D4c0f788b2b231abf%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1329998254%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D377EFEE46E9A48B65991636E689FD4BCC3477FCF.2D4341384D6281D9915663B321426D40D29AC6DC%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D4c0f788b2b231abf%26offsetms%3D5000%26itag%3Dw160%26sigh%3DB_qzqGHCeo5o1QSQGqYRMcU0iJ0&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-7538331657014141366?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/7538331657014141366/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=7538331657014141366' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/7538331657014141366'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/7538331657014141366'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/progress-finally.html' title='Progress, finally!'/><author><name>Francine Price</name><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-1402117869820177.post-7812584854415454000</id><published>2011-12-11T18:25:00.003-05:00</published><updated>2011-12-11T18:30:57.547-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Parenting'/><category scheme='http://www.blogger.com/atom/ns#' term='3d animation'/><category scheme='http://www.blogger.com/atom/ns#' term='constraints'/><category scheme='http://www.blogger.com/atom/ns#' term='Chess pawn'/><category scheme='http://www.blogger.com/atom/ns#' term='camera movements'/><title type='text'>Parenting/Constraints for Pawn &amp; Hand</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;iframe width="560" height="315" src="http://www.youtube.com/embed/GkDNwFZgc-Y" frameborder="0" allowfullscreen=""&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-tab-span" style="white-space:pre"&gt; &lt;/span&gt;So we have one week! Ahh. I am finally getting around to the actual picking-up and moving the pawn, sooooo this could be pretty helpful for those that are also in the same boat. This guy is pretty clear, goes pretty slow and explains what he is doing, and it is pretty much exactly what we need to complete the move. He even does a little jig with his guy. I kind of wish we all had our little people we made at the beginning of the semester. But you win some you lose some, and here is the tutorial. Goodluck this last week of classes!&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-7812584854415454000?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/7812584854415454000/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=7812584854415454000' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/7812584854415454000'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/7812584854415454000'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/parentingconstraints-for-pawn-hand.html' title='Parenting/Constraints for Pawn &amp; Hand'/><author><name>Connie Honeycutt</name><uri>http://www.blogger.com/profile/03360611990229867796</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='29' height='32' src='http://3.bp.blogspot.com/-q6OxaJhy50k/Tl11kX9SeJI/AAAAAAAAAAY/BRocw0Jr9XM/s220/DSC_0116.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/GkDNwFZgc-Y/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-2685193487630713832</id><published>2011-12-11T17:15:00.002-05:00</published><updated>2011-12-11T17:27:44.170-05:00</updated><title type='text'></title><content type='html'>&lt;iframe width="560" height="315" src="http://www.youtube.com/embed/-rprfWfgnFc" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;hey so i know weve talked about this in a few different classes so i figured id post something. as far as performance the broadcaster gives some details (mpg top speed etc). Cornell has a 3d printer and some cool info i didnt know about 3d printers, they use the same material for each print as a medium. the material changes for printing metals but a lot of the moving parts are plastic and the blueprints/schematics were all done on programs like maya! yeah. my question for this: do they key frame movements? or do they use the driven and set keys similar to our hand rigs? it makes sense because they have to make certain and precise movements. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;we should print our chessboard&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-2685193487630713832?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/2685193487630713832/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=2685193487630713832' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/2685193487630713832'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/2685193487630713832'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/hey-so-i-know-weve-talked-about-this-in.html' title=''/><author><name>saintmalo13</name><uri>http://www.blogger.com/profile/07395253171445762110</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/-rprfWfgnFc/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-1905051703463030136</id><published>2011-12-11T14:11:00.003-05:00</published><updated>2011-12-11T14:13:41.204-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3d animation'/><category scheme='http://www.blogger.com/atom/ns#' term='Short Film'/><title type='text'>"Bath Time"</title><content type='html'>&lt;iframe width="420" height="315" src="http://www.youtube.com/embed/qGI_cVCmSaE" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Ok, so I'm running out of ideas. I've posted about 3D games, 3D rides, 3D tutorials, 3D movies, 3D awards, 3D magazines, 3D tvs, 3D drawings, basically 3D everything. I'm running out of ideas. So this what you're getting from me this week. This a cute little 3D short film I found online. I hope you enjoy.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-1905051703463030136?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/1905051703463030136/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=1905051703463030136' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/1905051703463030136'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/1905051703463030136'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/bath-time.html' title='&quot;Bath Time&quot;'/><author><name>Michelle E</name><uri>http://www.blogger.com/profile/17907672065728203455</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='http://4.bp.blogspot.com/-1mUVwfejdOo/Tl2P7WzvXkI/AAAAAAAAAAQ/t0ttE-oyH18/s220/P3310052.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/qGI_cVCmSaE/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-7919954715866753199</id><published>2011-12-10T14:13:00.004-05:00</published><updated>2011-12-10T15:12:23.279-05:00</updated><title type='text'>Image Metrics... this is dope</title><content type='html'>&lt;div style="text-align: -webkit-auto;"&gt;&lt;p style="margin-top: 0.4em; margin-right: 0px; margin-bottom: 0.5em; margin-left: 0px; line-height: 19px; font-family: sans-serif; font-size: 13px; background-color: rgb(255, 255, 255); "&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;iframe frameborder="0" width="480" height="276" src="http://www.dailymotion.com/embed/video/x6pfz7_image-metrics-driven-facial-animati_tech"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://www.dailymotion.com/video/x6pfz7_image-metrics-driven-facial-animati_tech" target="_blank"&gt;Image Metrics - Driven Facial Animation&lt;/a&gt; &lt;i&gt;by &lt;a href="http://www.dailymotion.com/kamandanu" target="_blank"&gt;kamandanu&lt;/a&gt;&lt;/i&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Image Metrics is a 3D facial animation company that makes programs such as Faceware and Portable You.  These programs use a markerless motion capture to film an actor's performance and generate a 3D animation.  The process analyzes high definition video and maps it onto a 3D model, including very detailed movements of features like teeth, tongue, lips, and eyes.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I find this technology pretty amazing, and I can't wait till stuff like this becomes more commercial and consumer friendly.  Could this potentially make character creation and animation in programs like Maya obsolete?&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;embed src="http://www.image-metrics.com/jwplayer/player.swf" height="196" width="347" bgcolor="0x000000" allowscriptaccess="always" allowfullscreen="true" flashvars="&amp;amp;backcolor=0x000000&amp;amp;controlbar=over&amp;amp;file=http%3A%2F%2Fwww.image-metrics.com%2Fimg%2Fvideo%2F2011_HomePage_WEB_qtp.mp4&amp;amp;frontcolor=0xeeeeee&amp;amp;image=http%3A%2F%2Fwww.image-metrics.com%2Fimg%2Fvideo%2FHP_Faceware_POSTER.jpg&amp;amp;lightcolor=0xeeeeee&amp;amp;plugins=viral-2d&amp;amp;screencolor=0x000000&amp;amp;skin=http%3A%2F%2Fwww.image-metrics.com%2Fjwplayer%2Fglow.zip"&gt;&lt;/embed&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-7919954715866753199?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/7919954715866753199/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=7919954715866753199' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/7919954715866753199'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/7919954715866753199'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/image-metrics-this-is-dope.html' title='Image Metrics... this is dope'/><author><name>Eric Wysocki</name><uri>http://www.blogger.com/profile/02614870113500101853</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='18' height='32' src='http://4.bp.blogspot.com/-5wsd6uNRFgk/Tl5SgUFmOKI/AAAAAAAAABY/Ji7vJHNmlUk/s220/188628_10150158587096807_621206806_8258371_5623753_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-218015897483661407</id><published>2011-12-05T21:56:00.000-05:00</published><updated>2011-12-05T21:56:58.268-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3D costs'/><category scheme='http://www.blogger.com/atom/ns#' term='3D TV'/><title type='text'>Why 3D TV won't catch on</title><content type='html'>&lt;a href="http://www.selectspecs.com/blog/10-reasons-why-3d-tv-sucks-and-why-it-will-never-catch-on-for-now-anyway/"&gt;http://www.selectspecs.com/blog/10-reasons-why-3d-tv-sucks-and-why-it-will-never-catch-on-for-now-anyway/ &lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Last week I blogged about 2D trailers for 3D movies and how so many films are coming out in 3D now. I found a blog that agrees with me and lists their reasons logically. I am fascinated by this technology and want to know if this will fade out soon or stay with us for a while. I talked about the health concerns for 3D TV in the last blog and the author of this blog says, "Research also suggests that watching 3D tv is actually bad for your eyes  as it forces them to act in an entirely unnatural way which causes the  eye strain, headaches and fatigue, this has been labeled convergence-accommodation conflict." This proves my point strongly. Also, the glasses can be very uncomfortable, especially for someone who wears prescription glasses. One thing I was unaware of was the price of the glasses. The author says Panasonic Active Shutter Glasses costs £100. If two pairs of glasses comes with a TV that is good but what about children!?&lt;br /&gt;&lt;br /&gt;The TV and glasses are expensive and there is very little 3D content. The better the response from viewers, the more 3D content will be made, which will lower the price of production and TVs, so it won't take much to change people's negative views on costs and accessibility.&amp;nbsp;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-218015897483661407?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/218015897483661407/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=218015897483661407' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/218015897483661407'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/218015897483661407'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/why-3d-tv-wont-catch-on.html' title='Why 3D TV won&apos;t catch on'/><author><name>Sarah F</name><uri>http://www.blogger.com/profile/09175529156996795623</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://3.bp.blogspot.com/-UrBXq3jFb6s/TbIE6W-Bz1I/AAAAAAAAABE/Y1WacTaCyCg/s220/DSC_0418.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-6428825737058563029</id><published>2011-12-05T00:12:00.003-05:00</published><updated>2011-12-05T00:26:33.864-05:00</updated><title type='text'>Waltz with Bashir</title><content type='html'>Does anyone remember this movie?  It came out in 2008 and won a bunch of awards in 2009.  It started out at Cannes Film Festival, and then went on to get nominated for an Academy Award, and also got the Golden Globe for Best foreign language film.  I thought this movie was really cool because it fell under the very uncommon category of animated documentary.  It tells the story of writer/director Ari Folman searching his lost memories of the 1982 Lebanon War.  Waltz with Bashir is one of the only two animated Israeli films to be relased in theaters since the 60s.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;iframe width="560" height="315" src="http://www.youtube.com/embed/ylzO9vbEpPg" frameborder="0" allowfullscreen=""&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Fun Fact:  Despite the huge success of the film, it is officially banned in Lebanon.  According to the director it was created with a combination of Flash animation, Classic animation, and 3D animation.&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1402117869820177-6428825737058563029?l=vrworlds.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://vrworlds.blogspot.com/feeds/6428825737058563029/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1402117869820177&amp;postID=6428825737058563029' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/6428825737058563029'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1402117869820177/posts/default/6428825737058563029'/><link rel='alternate' type='text/html' href='http://vrworlds.blogspot.com/2011/12/waltz-with-bashir.html' title='Waltz with Bashir'/><author><name>Eric Wysocki</name><uri>http://www.blogger.com/profile/02614870113500101853</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='18' height='32' src='http://4.bp.blogspot.com/-5wsd6uNRFgk/Tl5SgUFmOKI/AAAAAAAAABY/Ji7vJHNmlUk/s220/188628_10150158587096807_621206806_8258371_5623753_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/ylzO9vbEpPg/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1402117869820177.post-3077302898964843438</id><published>2011-12-04T23:33:00.002-05:00</published><updated>2011-12-04T23:56:03.671-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2001 A Space Odyssey'/><category scheme='http://www.blogger.com/atom/ns#' term='Samsung'/><category scheme='http://www.blogger.com/atom/ns#' term='iPhone'/><category scheme='http://www.blogger.com/atom/ns#' term='Apple'/><title type='text'>Samsung vs Apple + Stanley Kubrick?</title><content type='html'>This post doesn't deal as much with 3D as it does current technology giants and their constant legal struggles.  With the grey areas that intellectual property laws create and the huge amounts of money companies like Apple and Samsung have to spend, some interesting cases have come to be.  Companies like Google and Apple have to employ armies of lawyers to protect the patents that they push out.  With the explosion of the internet and the amount of software produced every year, old property right rules are at times proving to be obsolete.  There is even a whole Wikipedia page dedicated to the &lt;a href="http://en.wikipedia.org/wiki/Software_patent_debate"&gt;Software Patent Debate&lt;/a&gt;.  These huge companies use their lawyers to try and catch each other in loop holes and squeeze millions of dollars out of settlements and lost profits.&lt;br /&gt;&lt;br /&gt;An article I read shows just how out of hand these battles can get.  Samsung recently filed a case claiming that the Apple Iphone and Ipad copy prior art in the form of Stanley Kubrick's 2001: A Space Odyssey.  Samsung is basically claiming that the Apple products look too similar to the monolithic black structure in the film.  It was filed as a counter suit to a prior attack by Apple on the Samsung Galaxy tablet design.  You can read the article &lt;a href="http://techcrunch.com/2011/09/13/samsung-fires-at-apple-in-france-targets-the-ipad-and-iphone/"&gt;here&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;img 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
