<?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-10714095</id><updated>2012-01-15T21:01:29.764-05:00</updated><category term='A+'/><title type='text'>i hate kyler club</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default?start-index=101&amp;max-results=100'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>788</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-10714095.post-8089895324697635888</id><published>2012-01-09T13:52:00.000-05:00</published><updated>2012-01-15T17:01:30.132-05:00</updated><title type='text'>Life Drawing And Yoga</title><content type='html'>This is more digital life drawing.  I should get myself to a real life drawing session, but for now I am picking my skills back up with online life drawing.  And for the first time ever, a little bit of animated life drawing.  This could be done with a real model, but it is easier with digital reference.  In the future, I might move my life drawing into something more akin to life animating.&lt;br /&gt;&lt;br /&gt;But lets not get to ahead of ourselves yet.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-tDpypZImRuU/Tws1crJuyqI/AAAAAAAAQ4Y/AFrL7j2UH-I/s1600/lifeDrawing10.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-tDpypZImRuU/Tws1crJuyqI/AAAAAAAAQ4Y/AFrL7j2UH-I/s400/lifeDrawing10.png" width="225" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-K0rUHTULO6Q/Tws1eX_asWI/AAAAAAAAQ5o/AaqtVITTydA/s1600/lifeDrawing8.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://4.bp.blogspot.com/-K0rUHTULO6Q/Tws1eX_asWI/AAAAAAAAQ5o/AaqtVITTydA/s400/lifeDrawing8.png" width="225" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-UcsD_Xzh9vo/Tws1lp50rFI/AAAAAAAAQ50/cQwRD432EAY/s1600/lifeDrawing00016.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="225" src="http://3.bp.blogspot.com/-UcsD_Xzh9vo/Tws1lp50rFI/AAAAAAAAQ50/cQwRD432EAY/s400/lifeDrawing00016.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-CasTjOUf7sg/Tws1lGn73QI/AAAAAAAAQ3g/nagXQ-3vyrM/s1600/lifeDrawing00015.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="225" src="http://3.bp.blogspot.com/-CasTjOUf7sg/Tws1lGn73QI/AAAAAAAAQ3g/nagXQ-3vyrM/s400/lifeDrawing00015.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-cuFVFUQRnc8/Tws1nhAKHwI/AAAAAAAAQ38/JUcmT6dPFP0/s1600/lifeDrawing00013.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="225" src="http://1.bp.blogspot.com/-cuFVFUQRnc8/Tws1nhAKHwI/AAAAAAAAQ38/JUcmT6dPFP0/s400/lifeDrawing00013.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-1sintVeJYY8/Tws1kwI6s7I/AAAAAAAAQ3k/zi6z7g68Ehg/s1600/lifeDrawing00012.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="225" src="http://3.bp.blogspot.com/-1sintVeJYY8/Tws1kwI6s7I/AAAAAAAAQ3k/zi6z7g68Ehg/s400/lifeDrawing00012.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-ulhNCN9zreU/Tws1prot9mI/AAAAAAAAQ4c/Xdl0EYxgGJs/s1600/lifeDrawing00005.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="225" src="http://3.bp.blogspot.com/-ulhNCN9zreU/Tws1prot9mI/AAAAAAAAQ4c/Xdl0EYxgGJs/s400/lifeDrawing00005.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-dPP-7bJdx7A/Tws1uyWwYnI/AAAAAAAAQ5A/hBNzyfKFkY8/s1600/yogamove00002.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="225" src="http://2.bp.blogspot.com/-dPP-7bJdx7A/Tws1uyWwYnI/AAAAAAAAQ5A/hBNzyfKFkY8/s400/yogamove00002.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-VaIfQcGjwHM/Tws1vrLyzOI/AAAAAAAAQ5M/vu9CVdx26_o/s1600/yogamove00004.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="225" src="http://2.bp.blogspot.com/-VaIfQcGjwHM/Tws1vrLyzOI/AAAAAAAAQ5M/vu9CVdx26_o/s400/yogamove00004.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-H9h3TIwIjmA/Tws1wbQ4LAI/AAAAAAAAQ5Y/TQz1RkAr2tM/s1600/yogamove.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-H9h3TIwIjmA/Tws1wbQ4LAI/AAAAAAAAQ5Y/TQz1RkAr2tM/s1600/yogamove.gif" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-8089895324697635888?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/8089895324697635888/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=8089895324697635888&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/8089895324697635888'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/8089895324697635888'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2012/01/life-drawing-and-yoga.html' title='Life Drawing And Yoga'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-tDpypZImRuU/Tws1crJuyqI/AAAAAAAAQ4Y/AFrL7j2UH-I/s72-c/lifeDrawing10.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-8487896503480988980</id><published>2011-12-28T20:29:00.000-05:00</published><updated>2011-12-29T13:51:49.942-05:00</updated><title type='text'>Sheep and Lines</title><content type='html'>&lt;a href="https://picasaweb.google.com/lh/photo/RTjX8tLW7ZRPHT-lweLaaNMTjNZETYmyPJy0liipFm0?feat=embedwebsite"&gt;&lt;img src="https://lh3.googleusercontent.com/-LZW_qWimlgM/TvvBOJDX3BI/AAAAAAAAQ2Q/SFKiWaOM2fA/s400/%252520sheep00015.png" height="225" width="400" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="https://picasaweb.google.com/lh/photo/os_do9UNUci7F2ZFR7Lt89MTjNZETYmyPJy0liipFm0?feat=embedwebsite"&gt;&lt;img src="https://lh6.googleusercontent.com/-f30fWupOuqo/TvvBNH9S6hI/AAAAAAAAQ2Q/Cd6iaxkEA7g/s400/%252520sheep00017.png" height="225" width="400" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="https://picasaweb.google.com/lh/photo/M-UisMYCvMLCtoQAcwE8C9MTjNZETYmyPJy0liipFm0?feat=embedwebsite"&gt;&lt;img src="https://lh4.googleusercontent.com/-h1D2nKLjtJA/TvvAfJP8TtI/AAAAAAAAQ2Q/a6ircyBuDk4/s400/%252520sheep00013.png" height="347" width="400" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="https://picasaweb.google.com/lh/photo/dLJ9mqSZKOQDDWwpqqYmfdMTjNZETYmyPJy0liipFm0?feat=embedwebsite"&gt;&lt;img src="https://lh4.googleusercontent.com/-qwmVjOQvKYE/TvvBSlGS5TI/AAAAAAAAQ2Q/HDGUKV7VqxQ/s400/%252520sheep00010.png" height="225" width="400" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="https://picasaweb.google.com/lh/photo/l3vfZDAtmslwtpfdGmI3UNMTjNZETYmyPJy0liipFm0?feat=embedwebsite"&gt;&lt;img src="https://lh6.googleusercontent.com/-FWF8wTfoHUo/TvvAeQMRnmI/AAAAAAAAQ2Q/LAbfioLb4Mk/s400/%252520sheep00035.png" height="400" width="348" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="https://picasaweb.google.com/lh/photo/l6YlhZXbV1HiWqAx8cP8PdMTjNZETYmyPJy0liipFm0?feat=embedwebsite"&gt;&lt;img src="https://lh3.googleusercontent.com/-Ey_QqZl5kH8/TvvAfcW62rI/AAAAAAAAQ2Q/ZnIShZpoSZ8/s400/%252520sheep00042.png" height="225" width="400" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="https://picasaweb.google.com/lh/photo/SAkN1bHu_s5Uj3nvvEX9tNMTjNZETYmyPJy0liipFm0?feat=embedwebsite"&gt;&lt;img src="https://lh6.googleusercontent.com/-_vcJ-IDzetA/TvvBH6v7ijI/AAAAAAAAQ2Q/VpGpOJdSqvw/s400/%252520sheep00030.png" height="225" width="400" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://picasaweb.google.com/kylerk/SheepAndLines?authuser=0&amp;feat=directlink"&gt;Link to the full Sheep and Lines Album&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; Drawing lots of sheep for hothouse.&lt;br /&gt;&lt;br&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-8487896503480988980?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/8487896503480988980/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=8487896503480988980&amp;isPopup=true' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/8487896503480988980'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/8487896503480988980'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/12/sheep-and-lines.html' title='Sheep and Lines'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh3.googleusercontent.com/-LZW_qWimlgM/TvvBOJDX3BI/AAAAAAAAQ2Q/SFKiWaOM2fA/s72-c/%252520sheep00015.png' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-8393766186310198530</id><published>2011-12-25T01:19:00.001-05:00</published><updated>2011-12-25T01:23:28.014-05:00</updated><title type='text'>Merry Christmas</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-xuFHY4l3Olw/TvbAdqZsiWI/AAAAAAAAQvs/JRQNdM2Mmw4/s1600/Christmas+Cake.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="180" src="http://2.bp.blogspot.com/-xuFHY4l3Olw/TvbAdqZsiWI/AAAAAAAAQvs/JRQNdM2Mmw4/s320/Christmas+Cake.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-8393766186310198530?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/8393766186310198530/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=8393766186310198530&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/8393766186310198530'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/8393766186310198530'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/12/merry-christmas_25.html' title='Merry Christmas'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-xuFHY4l3Olw/TvbAdqZsiWI/AAAAAAAAQvs/JRQNdM2Mmw4/s72-c/Christmas+Cake.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-5883485529124454239</id><published>2011-12-12T11:07:00.002-05:00</published><updated>2011-12-12T14:57:47.230-05:00</updated><title type='text'>The Summit</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="270" mozallowfullscreen="" src="http://player.vimeo.com/video/33530996?title=0&amp;amp;byline=0&amp;amp;portrait=0" webkitallowfullscreen="" width="480"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;A film about the hardest decision there is in mountaineering.&lt;br /&gt;&lt;br /&gt;You can learn more about the making-of over at&amp;nbsp;&lt;a href="http://www.kylerkellyanimation.com/"&gt;www.kylerkellyanimation.com&lt;/a&gt;&amp;nbsp;in the film section.&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-5883485529124454239?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/5883485529124454239/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=5883485529124454239&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/5883485529124454239'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/5883485529124454239'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/12/summit.html' title='The Summit'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-5389865234838897656</id><published>2011-11-21T23:22:00.001-05:00</published><updated>2011-11-22T22:42:04.535-05:00</updated><title type='text'>An old photo manipulation.</title><content type='html'>&lt;a href="https://picasaweb.google.com/lh/photo/TXfuLmlt75p5ieeU6RKRhtMTjNZETYmyPJy0liipFm0?feat=embedwebsite"&gt;&lt;img src="https://lh6.googleusercontent.com/-hPdLJHYZGMk/TsskCCVyhII/AAAAAAAAQvY/q4sAxCMyq9Q/s640/angleslit1.jpg" width="500" /&gt;&lt;/a&gt;I did this when I was thinking up the crescendo step.  It was in one of my online photo albums.I always like it.Hmmm....&lt;br /&gt;&lt;br /&gt;&amp;nbsp;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-5389865234838897656?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/5389865234838897656/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=5389865234838897656&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/5389865234838897656'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/5389865234838897656'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/11/old-photo-manipulation.html' title='An old photo manipulation.'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh6.googleusercontent.com/-hPdLJHYZGMk/TsskCCVyhII/AAAAAAAAQvY/q4sAxCMyq9Q/s72-c/angleslit1.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-7330374287226654211</id><published>2011-11-19T20:11:00.001-05:00</published><updated>2011-11-21T23:29:21.429-05:00</updated><title type='text'>Digital Paint</title><content type='html'>After seeing some amazing art that was made on the tablet that I work with, it made me realize what was possible.&lt;br /&gt;&lt;br /&gt;After finding some essential color selection tools, which are exceptionally important for this work, and experimenting with ways to make natural feeling brush strokes, I'm on my way to painting digitally.&lt;br /&gt;&lt;br /&gt;Here are the first results. &amp;nbsp;I suspect there is going to be a glut still life painting in the future as I rekindle my abilities with this type of color work.&lt;br /&gt;&lt;br /&gt;Sure there is nothing like the feeling of mixing real paint, but the advantages of digital will make themselves apparent once I start towards animating.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://picasaweb.google.com/lh/photo/yRaVs43j278D6PQOvvO8rw?feat=embedwebsite"&gt;&lt;img src="https://lh5.googleusercontent.com/-_HT2Kx7I6Nk/TshTO2GxjaI/AAAAAAAAQuw/I_fNG2w9XUw/s640/tent.jpg"  width="512" /&gt;&lt;/a&gt;&lt;a href="https://picasaweb.google.com/lh/photo/z_NitROnkHTIzvd5v7YOUQ?feat=embedwebsite"&gt;&lt;img src="https://lh3.googleusercontent.com/-qKPjmZl16Hs/TshTO8yb0QI/AAAAAAAAQvM/Yxq64kkXMfE/s640/owl.jpg" height="620" width="640" /&gt;&lt;/a&gt;&lt;a href="https://picasaweb.google.com/lh/photo/4cbUmpr4HNz1J1wYvz8trw?feat=embedwebsite"&gt;&lt;img src="https://lh4.googleusercontent.com/-yjK-7I11IBg/TshTPHS3tfI/AAAAAAAAQvI/syBpXJWJAR8/s640/bluebear.jpg" height="640" width="532" /&gt;&lt;/a&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-7330374287226654211?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/7330374287226654211/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=7330374287226654211&amp;isPopup=true' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/7330374287226654211'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/7330374287226654211'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/11/digital-paint.html' title='Digital Paint'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh5.googleusercontent.com/-_HT2Kx7I6Nk/TshTO2GxjaI/AAAAAAAAQuw/I_fNG2w9XUw/s72-c/tent.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-1841736039438734415</id><published>2011-11-18T23:05:00.001-05:00</published><updated>2011-11-18T23:09:10.888-05:00</updated><title type='text'>A Field</title><content type='html'>&lt;a href="https://picasaweb.google.com/lh/photo/KIve3fS_XqWAmzToaiYoDA?feat=embedwebsite"&gt;&lt;img height="360" src="https://lh3.googleusercontent.com/-tV9o-eQK5TM/Tscqwr013OI/AAAAAAAAQug/l2YYbqwWWZw/s640/field.jpg" width="640" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;I think I figured some digital painting things out today.&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-1841736039438734415?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/1841736039438734415/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=1841736039438734415&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/1841736039438734415'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/1841736039438734415'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/11/field.html' title='A Field'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh3.googleusercontent.com/-tV9o-eQK5TM/Tscqwr013OI/AAAAAAAAQug/l2YYbqwWWZw/s72-c/field.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-1970582788852395737</id><published>2011-11-16T14:55:00.001-05:00</published><updated>2012-01-15T18:48:38.107-05:00</updated><title type='text'>Ballet Adagio</title><content type='html'>Based off of the film Ballet Adagio by Norman McLaren.I'm warming up my drawing skills for a film based on the circus.  This is ballet, but I think this is the type of bodies that I will need to be animating and designing.&lt;a href="https://picasaweb.google.com/lh/photo/hjvpG3FsQCnHhbsFm10p2A?feat=embedwebsite"&gt;&lt;img height="640" src="https://lh4.googleusercontent.com/-OLmQPbmDd4E/TsQUgfpSoZI/AAAAAAAAQuQ/2K6ITWlivaA/s640/Adagio_003.png" width="360" /&gt;&lt;/a&gt;&lt;a href="https://picasaweb.google.com/lh/photo/mAWJlx5nGgaaxJMBHNpG5w?feat=embedwebsite"&gt;&lt;img height="640" src="https://lh5.googleusercontent.com/-jFfXNVIOYZs/TsQUkILcPGI/AAAAAAAAQuQ/fcslkpSbcSY/s640/Adagio_006.png" width="360" /&gt;&lt;/a&gt;&lt;a href="https://picasaweb.google.com/lh/photo/hWL90eITLmHk0KqkFSORAQ?feat=embedwebsite"&gt;&lt;img height="640" src="https://lh5.googleusercontent.com/-3-zQfhiHCek/TsQUk-C5MYI/AAAAAAAAQuQ/JL0EVbkQcLk/s640/Adagio_007.png" width="360" /&gt;&lt;/a&gt;&lt;a href="https://picasaweb.google.com/lh/photo/xN4SIGLc4yKPouwrV55j8w?feat=embedwebsite"&gt;&lt;img height="640" src="https://lh4.googleusercontent.com/-qiBLY6lnWEA/TsQUnhItjfI/AAAAAAAAQuQ/I7qDxtbX4eE/s640/Adagio_009.png" width="360" /&gt;&lt;/a&gt;&lt;br /&gt;&amp;nbsp;Making these drawings was a test of my digital drawing techniques.  I feel like it is a challenge for the future to learn to draw digitally as well as I was able to draw with physical pen and paper.&lt;br /&gt;&lt;br /&gt;It is easy to assume that once you have a digital tablet that it is a one to one skill that transfers to digital work.&lt;br /&gt;&amp;nbsp;From my experience this is not true to a number of reasons.&lt;br /&gt;&lt;br /&gt;The first is just that the feeling of drawing on a tablet is different than paper.  The glass of the tablet is slick compared to paper.  You can't feel the end of your drawing tool vibrate as it move along the surface. This vibration actually tells you a lot about the movement of the pen.  Try drag a pencil along glass and than along paper.  There is a huge difference.  You can actually feel the movement of the pen on the paper.&lt;br /&gt;&lt;br /&gt;The next problem is a minor distance lag between the image of the drawing and the physical end of the drawing tool on a tablet.  I have found a solution to this by have a very visible cursor icon on the tablet and than paying very close attention to it's actually position.  In this way, drawing is much like painting in that you have to track the ever moving bristle of the brush and not just the handle of the brush.&lt;br /&gt;&lt;br /&gt;The next problems is software.  It is always getting in the way.  I am reading a book called Drawing on the Right Side of the Brain.  The premise of the book is that the right-side of the brain needs to take over for good drawing to occur.  This is the non-verbal, non-systematic, non-symbolic part of the brain.  It is everything that is opposite of computers.  The moment that you need to read something, or choose a folder or open a menu or doing anything to do with language and computer function, you lose the right side of your brain, and you lose much of your ability to draw.&lt;br /&gt;&lt;br /&gt;To overcome this, when drawing on the computer, you need to have your software set and well figured out before hand.  Learn the shortcuts and buttons that you need and learn them well.  If you don't,you will be force back into the left side of your brain and will be unable to tap into the part of your brain that make art.&lt;br /&gt;&lt;br /&gt;Getting into the flow of art is difficult on the computer.  I'm going to be looking more and more into this topic, and I think it could be a major part of computer development in the future. A company who made computers and software for artists, who understood this concept of getting into the zone could be very successful.  Imagine being able to flip a switch and suddenly your computer would be unable to interfere with you right brain.  It would turn off all language, all access to technical systems and only give you access to tools that let you create.&lt;br /&gt;&lt;br /&gt;And once things were created, you could revert back to the text zone and reorganize everything that you have made.&lt;br /&gt;&lt;br /&gt;That might be a great idea.&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-1970582788852395737?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/1970582788852395737/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=1970582788852395737&amp;isPopup=true' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/1970582788852395737'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/1970582788852395737'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/11/ballet-adagio.html' title='Ballet Adagio'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh4.googleusercontent.com/-OLmQPbmDd4E/TsQUgfpSoZI/AAAAAAAAQuQ/2K6ITWlivaA/s72-c/Adagio_003.png' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-5497945934549462844</id><published>2011-11-14T16:57:00.001-05:00</published><updated>2011-11-14T16:57:22.792-05:00</updated><title type='text'>Aww Shucks</title><content type='html'>&lt;a href="https://picasaweb.google.com/lh/photo/_syHcmz0nBAECjtFOZ6d4g?feat=embedwebsite"&gt;&lt;img src="https://lh3.googleusercontent.com/-uyozTznRXg4/TsGIP0J-dMI/AAAAAAAAQs0/OJCY1VGFYQY/s640/AwShucks.jpg" height="640" width="479" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-5497945934549462844?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/5497945934549462844/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=5497945934549462844&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/5497945934549462844'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/5497945934549462844'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/11/aww-shucks.html' title='Aww Shucks'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh3.googleusercontent.com/-uyozTznRXg4/TsGIP0J-dMI/AAAAAAAAQs0/OJCY1VGFYQY/s72-c/AwShucks.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-4266077680864928793</id><published>2011-11-12T16:06:00.001-05:00</published><updated>2011-11-12T16:06:37.911-05:00</updated><title type='text'>Hand</title><content type='html'>&lt;a href="https://picasaweb.google.com/lh/photo/w92O-XEMD2SphGGmLKPFGQ?feat=embedwebsite"&gt;&lt;img src="https://lh3.googleusercontent.com/-Clgotc3PUvg/Tr7fi7FxvhI/AAAAAAAAQsc/rH5r2024-kE/s400/Hand.jpg" height="250" width="400" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-4266077680864928793?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/4266077680864928793/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=4266077680864928793&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/4266077680864928793'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/4266077680864928793'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/11/hand.html' title='Hand'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh3.googleusercontent.com/-Clgotc3PUvg/Tr7fi7FxvhI/AAAAAAAAQsc/rH5r2024-kE/s72-c/Hand.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-3326835689442804933</id><published>2011-10-31T20:13:00.002-04:00</published><updated>2011-11-01T04:02:40.365-04:00</updated><title type='text'>The Trouble with Doing Good</title><content type='html'>Thinking about the topic of money, I realized there is a terrible hole in the way that our economic system is designed.In our society, it is generally required that one must earn a living.  You need to pay for food, rent and other necessities. A source of income is simply something that you must have.&lt;br /&gt;&lt;br /&gt;In general, to get money, you provide a good or service to another person and they trade you for money.&lt;br /&gt;&lt;br /&gt;Suppose someone were to go out and do something good. &amp;nbsp;Like plant trees in a place where all of the biologists agreed that they were needed.&lt;br /&gt;&lt;br /&gt;The trees would&amp;nbsp;undoubted&amp;nbsp;make the land richer.&lt;br /&gt;&lt;br /&gt;Other people might be willing to give charity to the tree planter. &amp;nbsp;But that depends on so many factors. &amp;nbsp;What if the surround area had little money, or there were no people nearby?&lt;br /&gt;&lt;br /&gt;In such a situation, it would be irrational for any person to become the tree planter. &amp;nbsp;It might still happen. People are good. &amp;nbsp;But it makes no sense economically.&lt;br /&gt;&lt;br /&gt;Is there a way to provide the tree planter with money?&lt;br /&gt;&lt;br /&gt;Money is ephemeral, it comes from nowhere. &amp;nbsp;The banking void from which money is brought into existence is no-place.&lt;br /&gt;&lt;br /&gt;So could the tree planter be paid? &amp;nbsp;From nowhere in particular, with money that is suddenly said to exist?&lt;br /&gt;&lt;br /&gt;I suspect that there could be a way for that to work. &amp;nbsp;For good work to be paid for by no one in particular. &amp;nbsp;I am not yet ready to write about how that could work.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-3326835689442804933?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/3326835689442804933/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=3326835689442804933&amp;isPopup=true' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/3326835689442804933'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/3326835689442804933'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/10/trouble-of-doing-good.html' title='The Trouble with Doing Good'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-3847820462657345406</id><published>2011-10-21T17:08:00.000-04:00</published><updated>2011-10-21T17:08:30.194-04:00</updated><title type='text'>Digital 3d Sculpture</title><content type='html'>Finally, it finally feels like art is possible in 3d on the computer. &amp;nbsp;Sure I've made 3d films on the computer. &amp;nbsp;But the real feeling of making art is hard to achieve digitally. &amp;nbsp;The tools are always getting in the way. &amp;nbsp;Drawing is getting pretty good digitally.&lt;br /&gt;&lt;br /&gt;But 3d has always been a really difficult problem to crack. &amp;nbsp;There is so much technical thought that goes into creating the 3d that it is difficult to get into a real flow.&lt;br /&gt;&lt;br /&gt;But a new version of the program Z-Brush has really brought 3d into the realm of art. &amp;nbsp;I was able to bring my windows tablet computer into an art gallery today do 3d sketches of the sculptures right there in the gallery.&lt;br /&gt;&lt;br /&gt;The process is a lot like working with real clay. In previous versions of 3d sculpting, anything that felt like 3d clay only felt like 3d clay for a few moments. &amp;nbsp;It would quickly distort and turn into polygons again. &amp;nbsp;A new feature of Z-Brush called Dynamesh allows you to overcome this barrier whenever it feels like it is about to impede your progress.&lt;br /&gt;&lt;br /&gt;I am still working how to sculpt in the computer, and the type of work flows that I should be using, so the results still are not spot on, but it is just like drawing, in that I will need to do it a lot to get good.&lt;br /&gt;&lt;br /&gt;It is really weird compared to life drawing in that it needs to be right from all angles. &amp;nbsp;This was one of the first times that I actually felt like a 3d display would have been immensely useful to me.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://picasaweb.google.com/lh/photo/yZqcWH5I-M4uPHABaPIguQ?feat=embedwebsite"&gt;&lt;img src="https://lh6.googleusercontent.com/-Xwax3ClmXS0/TqHdlybpbCI/AAAAAAAAQjw/rIFZBGFL2SA/s400/lostinThought.jpg" height="243" width="400" /&gt;&lt;/a&gt;&lt;a href="https://picasaweb.google.com/lh/photo/kS25CbTU7PuEz_X2YC7n_Q?feat=embedwebsite"&gt;&lt;img src="https://lh3.googleusercontent.com/-3M2juJn7vyQ/TqHdk0N6tVI/AAAAAAAAQjw/0ZwwjCvQho0/s400/MapleLeaf.jpg" height="400" width="302" /&gt;&lt;/a&gt;&lt;a href="https://picasaweb.google.com/lh/photo/55g0ZgLNdT8a3HM_MEf0wg?feat=embedwebsite"&gt;&lt;img src="https://lh3.googleusercontent.com/-1FRTfCEhIRw/TqHdk3USlMI/AAAAAAAAQjw/mCxW_bQjOCM/s400/MapleLeaf2.jpg" height="400" width="378" /&gt;&lt;/a&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-3847820462657345406?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/3847820462657345406/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=3847820462657345406&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/3847820462657345406'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/3847820462657345406'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/10/digital-3d-sculpture.html' title='Digital 3d Sculpture'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh6.googleusercontent.com/-Xwax3ClmXS0/TqHdlybpbCI/AAAAAAAAQjw/rIFZBGFL2SA/s72-c/lostinThought.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-9173435772403019168</id><published>2011-10-20T16:10:00.000-04:00</published><updated>2011-10-20T16:27:34.143-04:00</updated><title type='text'>BitCoins</title><content type='html'>&lt;br /&gt;I was at a newstand and all it took was a brief flash of the words&lt;a href="http://cryptome.org/0005/bitcoin-who.pdf"&gt; "Crypto-Currency"&lt;/a&gt; out of the corner of my eye to get me to buy a magazine.&lt;br /&gt;&lt;br /&gt;The words just melded into an interesting story in my head about what it could mean for money. &amp;nbsp;I've written about &lt;a href="http://ihatekylerclub.blogspot.com/2008/08/money-money-memes.html"&gt;money befor&lt;/a&gt;e. &amp;nbsp;It is definitely one of the most interesting aspects of our society. &amp;nbsp;It's like a weird sort of magic. &amp;nbsp;Sure we have batteries that you can charge up and store power in, but with money, you can store it up and than do anything you want with it.&lt;br /&gt;&lt;br /&gt;You can look at a gorge and think, I really wish there were a dam and a lake here. &amp;nbsp;And after a few years and a few billion dollars, it could be done.&lt;br /&gt;&lt;br /&gt;You can think " I want to be in Japan", and with a few clicks of your mouse, and a few numbers entered into websites, you can be Japan. &amp;nbsp;You could do it without needing to talk with anyone. &amp;nbsp;And you could probably do it today... maybe you would have to wait until tomorrow.&lt;br /&gt;&lt;br /&gt;Or if you have enough money, you could buy all the advertisement space in a whole subway system. &amp;nbsp;And put a picture of yourself everywhere with your name. &amp;nbsp;And than everybody in the city might know your name.&lt;br /&gt;&lt;br /&gt;Sure you need a bit pile of money to do all the things I've just talked about, but the point is that it can be done.&lt;br /&gt;&lt;br /&gt;So money is magical, but currently it's origin is ugly. &amp;nbsp;The short story of where money comes from is that the government ( or treasury (or central bank)) &amp;nbsp;just say that it exists, and numbers change in computers, and money gets printed. &amp;nbsp;There is no elegance or beauty to it.&lt;br /&gt;&lt;br /&gt;But here we are faced with something called Bitcoins. &amp;nbsp;And the special thing I find about Bitcoins is that their creation, and the system that they are used in, are all elegantly intertwined in such a way that their value is held up by math and morality.&lt;br /&gt;&lt;br /&gt;I won't attempt to explain exactly how bitcoins work. &amp;nbsp;A simple search, or reading the article linked above will provide a better outline than I can write myself.&lt;br /&gt;&lt;br /&gt;I'm thinking about the implications of this currency, about how it would spread and what that would be like. &amp;nbsp;Could this be the global currency that everyone will flock to. &amp;nbsp;In what realm of regulation does a currency like this exist it. &amp;nbsp;It has no central creator. &amp;nbsp;Is it something good, or is it something dangerous. &amp;nbsp;Will it hurt people or will it help people. &amp;nbsp;Is it better than what we have know, the same, or worse.&lt;br /&gt;&lt;br /&gt;Should we be trying it?&lt;br /&gt;&lt;br /&gt;Economics seems like a field where there is never a consensus. &amp;nbsp;It isn't really a science. It works with what people think has value. &amp;nbsp;What people think changes from day to day.&lt;br /&gt;&lt;br /&gt;The feeling I get from Bitcoin is that it is such a huge and confusing step in the monetary system that regular people would have an exceedingly difficult time accepting it.&lt;br /&gt;&lt;br /&gt;But the other feeling I get is that it is something that won't be destroyed, and that it will last as long as it has a purpose. &amp;nbsp;It feels like an organization was created out of the programming of bitcoin that has no head and can't be destroy. &amp;nbsp;In the same way that all companies have a value attributed to them by the market, Bitcoin too has value invested into it by all the people who thought that it was a good idea, and are able to see the logic and reason that lie in it's code.&lt;br /&gt;&lt;br /&gt;Thinking about it now, Bitcoin is just a bit of code that runs on computers all around the world. &amp;nbsp;And all by itself, this code is running the equivalent of a monetary system. &amp;nbsp;It spreads because it is a good idea.&lt;br /&gt;&lt;br /&gt;Now suppose that instead of just handling money, suppose that a system such as Bitcoin could handle our democracy.&lt;br /&gt;&lt;br /&gt;I've never been relaxed with the idea of a true democracy because I don't think there has ever been one. &amp;nbsp;New things are scary. &amp;nbsp;Sure we have "democracy", but there are so many layers between what people actually vote, and what happens that it isn't scary. We have leaders who try to take care of us. &amp;nbsp;I get the feeling that real democracy is scary.&lt;br /&gt;&lt;br /&gt;In a real democracy there is a good chance that you won't know how to spread a message and get your voice heard, so no one will hear you. &amp;nbsp;Majorities can be scary.&lt;br /&gt;&lt;br /&gt;But getting back to the Bitcoin as democracy, suppose that suddenly a program popped up that allowed everyone on earth to vote for what they wanted. &amp;nbsp;Lets assume that it would include advanced biometric data recognition to ensure that each person was only given one vote ( in exactly the same way that you can only spend a bitcoin once). &amp;nbsp;And that their votes were anonymous, in the same way that Bitcoins are anonymous.&lt;br /&gt;&lt;br /&gt;If this program were to spread, the question of what people actually wanted would be answered. How could a government argue with democracy like that.&lt;br /&gt;&lt;br /&gt;I guess, I just wrote a post about the Occupy movement, and suddenly I have an idea for something that actually makes sense to me, something that feels like the next step.&lt;br /&gt;&lt;br /&gt;Now my problem is that I feel like the ideas are so big that no one would believe me or care to listen.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-9173435772403019168?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/9173435772403019168/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=9173435772403019168&amp;isPopup=true' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/9173435772403019168'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/9173435772403019168'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/10/bitcoins.html' title='BitCoins'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-8088212355435432017</id><published>2011-10-20T15:17:00.003-04:00</published><updated>2011-10-20T15:17:21.805-04:00</updated><title type='text'>The Occupation Movement</title><content type='html'>It feels like a lot of stuff is happening in the world right now.&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Big important stuff, and it is easy to feel in awe and very small compared to the stuff that is going.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;There is a movement brewing. &amp;nbsp;The Occupy&lt;i&gt;INSERTPLACENAMEHERE &lt;/i&gt;movement is gathering momentum. &amp;nbsp;The american version, that started in New York didn't make sense to me for the first few weeks that it was going on.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Every idea I heard about the movement at the beginning was about different things. First it was about the financial crisis, and than about the environment, and than about politics, or the prison system. &amp;nbsp;And than suddenly the point of the protest shifted. &amp;nbsp;All of those ideas became the result of something else. &amp;nbsp;The financial crisis, the environmental disasters, and the terrible political system in america were all the result of collusion between the biggests corporations in america and the government. &amp;nbsp;Everybody was noticing different problems, and than suddenly the whole puzzle fit together. &amp;nbsp;There was probably one big problem that resulted in all sorts of different little problems.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;The method of protest spread. &amp;nbsp;There was a brand. &amp;nbsp;You can occupy any place. &amp;nbsp;Every place has problems. &amp;nbsp;Everywhere you can find a reason to occupy.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;America's problem is big and obvious. &amp;nbsp;And it's problems reach all around the world into every other country near and far.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;In Canada, I have trouble feeling the same urge to occupy somewhere. &amp;nbsp;Especially in my particular life, at this particular moment, I don't feel burdened by the weight of society. &amp;nbsp;I hear the news, I read the news. &amp;nbsp;But I don't often see, with my own eyes, the problems that are being discussed. &amp;nbsp;And I really don't live the problems that other people have.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I walked by the site of the occupation in Montreal, and I didn't feel any real connection to the issues. &amp;nbsp;I saw one large printed poster, and it seemed like it was a graph of everything about being a human. &amp;nbsp;There is so much noise right now that I can't pick up a signal that resonates with me.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;Maybe in a few weeks some chord will be struck just the right way in Canada that will get me to act differently.&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/10714095-8088212355435432017?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/8088212355435432017/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=8088212355435432017&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/8088212355435432017'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/8088212355435432017'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/10/occupation-movement.html' title='The Occupation Movement'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-4452594021326877236</id><published>2011-10-13T11:48:00.001-04:00</published><updated>2011-10-13T11:54:48.248-04:00</updated><title type='text'>Cuba - Havana and Varadero</title><content type='html'>While I was in Cuba I could feel the differences caused by the revolution. &amp;nbsp;It's easy to read about a society, about communism, or socialism, or facism and understand how they are different, but it is a different experience entirely to visit a country and feel the differences in so many little ways.&lt;br /&gt;&lt;br /&gt;On our first taxi ride, between the Varadero airport and Havana I kept noticing how the electrical poles that ran along the high way were not just different from canadian ones, they kept changing as we moved through the country. &amp;nbsp;Standard wood poles, than twisted wood poles and finally crumbling reinforced concrete.&lt;br /&gt;&lt;br /&gt;And some of the insulators were clear glass.&lt;br /&gt;&lt;a href="https://picasaweb.google.com/lh/photo/8z0FXCZVmJa2bcLPDb_P3Q?feat=embedwebsite"&gt;&lt;img height="400" src="https://lh5.googleusercontent.com/-3D8cOojJp5g/TpJ3ALxm7LI/AAAAAAAAQes/AYJaUoAYXgo/s400/DSC_9551.JPG" width="268" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;After the revolution there were a lot of problems in Cuba, and seeing all the attempts at solutions made it feel like they were more willing to try things, to at least give them a chance.&lt;br /&gt;&lt;br /&gt;Take for example their traffic lights, many of them are&amp;nbsp;equipped&amp;nbsp;with count-downs that let drivers know how long they have till a red light, or how long they have till a green light. &amp;nbsp;It feels like the decision to use such lights would have to be made in a place where change was acceptable, where you are allowed to try something new because it will probably make things better.&lt;br /&gt;&lt;br /&gt;I get the feeling that most of the time, in countries that haven't been radically&amp;nbsp;disturbed&amp;nbsp;by revolution, there is simply no allowance for new good ideas. &amp;nbsp;Things are generally good enough, and the possibility that something "might" make things better is not enough of a reason to upset the balance of life.&lt;br /&gt;&lt;br /&gt;There are definitely examples of how this type of decision making can make life more confusing. &amp;nbsp;Because of the confusing financial situation of Cuba, cut off from the US and in some ways the rest of the world, they have two types of money: money for the tourist and money for the people. It's a system that makes the country feel segregated. &amp;nbsp;It makes life more complicated and inefficient, they have four&amp;nbsp;separate&amp;nbsp;types of pay phones. &amp;nbsp;They have roughly four different types of taxis and probably five different types of buses.&lt;br /&gt;&lt;br /&gt;In any case, people are always adaptable. &amp;nbsp;They find a way to live in the system. &amp;nbsp;There was very little advertising or signage in the country. &amp;nbsp;To fill this void, the streets in tourist areas are filled with jineteros, people trying to get you to come to their families restaurant,and or to buy their cigars, or take their taxis.&lt;br /&gt;&lt;br /&gt;Coming to Cuba as a tourist makes you feel like a member of high society in a&amp;nbsp;segregated&amp;nbsp;place. Your allowed into hotels when the general population isn't. &amp;nbsp;Your being constantly asked for your money in any number of ways. And your money feels like it has more power than it did back home.&lt;br /&gt;&lt;br /&gt;If you are reading this blog, which would be hard and expensive to do from Cuba, than you probably are part of world that has a higher standard of living than the rest, you have benefits and exclusive rights to things that other people could only dream of.&lt;br /&gt;&lt;br /&gt;When you travel, and get right up close to different places, the contrast in society becomes much clearer.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://picasaweb.google.com/lh/photo/QID245okPC03c4KhbtgwWA?feat=embedwebsite"&gt;&lt;img height="268" src="https://lh3.googleusercontent.com/-7jp43cYU1So/TpJ3NVjvlwI/AAAAAAAAQfs/-eg8811omxk/s400/DSC_9751.JPG" width="400" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://picasaweb.google.com/lh/photo/tIf9w1kLl-n8ufJt013lew?feat=embedwebsite"&gt;&lt;img height="268" src="https://lh5.googleusercontent.com/-PrEFHxH7lq0/TpJ3OtWQ8UI/AAAAAAAAQf0/8Q7lZNEdBx0/s400/DSC_9759.JPG" width="400" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;For more pictures of our trip visit this album.&lt;br /&gt;&lt;table style="width: 194px;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td align="center" style="background: url(https://picasaweb.google.com/s/c/transparent_album_background.gif) no-repeat left; height: 194px;"&gt;&lt;a href="https://picasaweb.google.com/kylerk/Cuba2011HavanaAndVaradero?authuser=0&amp;amp;feat=embedwebsite"&gt;&lt;img height="160" src="https://lh5.googleusercontent.com/--ZIcSbPxhi0/TpJ1wicVFFE/AAAAAAAAQjA/BzsAilsVm1Q/s160-c/Cuba2011HavanaAndVaradero.jpg" style="margin: 1px 0 0 4px;" width="160" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="font-family: arial,sans-serif; font-size: 11px; text-align: center;"&gt;&lt;a href="https://picasaweb.google.com/kylerk/Cuba2011HavanaAndVaradero?authuser=0&amp;amp;feat=embedwebsite" style="color: #4d4d4d; font-weight: bold; text-decoration: none;"&gt;Cuba 2011 - Havana and Varadero&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;I didn't feel like what I wanted to say about Cuba had much to do with the specifics of our trip. &amp;nbsp;We saw a lot of sights, and had fun on the beach. &amp;nbsp;We saw a show at the Tropicana and explored Havana. &amp;nbsp;We stayed at Casa Particulars, the equivalent of family run bed and breakfasts. &amp;nbsp;They were fantastic.&lt;br /&gt;&lt;br /&gt;Kyler&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-4452594021326877236?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/4452594021326877236/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=4452594021326877236&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/4452594021326877236'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/4452594021326877236'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/10/cuba-havana-and-varadero.html' title='Cuba - Havana and Varadero'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh5.googleusercontent.com/-3D8cOojJp5g/TpJ3ALxm7LI/AAAAAAAAQes/AYJaUoAYXgo/s72-c/DSC_9551.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-4447513904641495234</id><published>2011-09-14T17:54:00.002-04:00</published><updated>2011-09-14T17:54:40.508-04:00</updated><title type='text'>Muscles On the Face</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-K_ed7-fsN4M/TnEii9doxDI/AAAAAAAAQYY/0QE4M8oz6ok/s1600/muscledfaceBig.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-K_ed7-fsN4M/TnEii9doxDI/AAAAAAAAQYY/0QE4M8oz6ok/s320/muscledfaceBig.jpg" width="275" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-4447513904641495234?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/4447513904641495234/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=4447513904641495234&amp;isPopup=true' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/4447513904641495234'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/4447513904641495234'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/09/muscles-on-face.html' title='Muscles On the Face'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-K_ed7-fsN4M/TnEii9doxDI/AAAAAAAAQYY/0QE4M8oz6ok/s72-c/muscledfaceBig.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-7225377937836538469</id><published>2011-09-13T20:56:00.002-04:00</published><updated>2011-09-13T20:56:57.788-04:00</updated><title type='text'>ZBrush</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-fD64i98jVcw/Tm_7Ye0AV0I/AAAAAAAAQYQ/0WqPABmvtLk/s1600/skull.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="233" src="http://1.bp.blogspot.com/-fD64i98jVcw/Tm_7Ye0AV0I/AAAAAAAAQYQ/0WqPABmvtLk/s320/skull.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;I've gotten some hew software, ZBrush. It's like a whole different medium than 3D. I still &amp;nbsp;am thinking about how I can use it.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-7225377937836538469?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/7225377937836538469/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=7225377937836538469&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/7225377937836538469'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/7225377937836538469'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/09/zbrush.html' title='ZBrush'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-fD64i98jVcw/Tm_7Ye0AV0I/AAAAAAAAQYQ/0WqPABmvtLk/s72-c/skull.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-2298914878192715983</id><published>2011-08-25T18:08:00.002-04:00</published><updated>2011-08-25T18:08:35.248-04:00</updated><title type='text'>Sculpting Substraction</title><content type='html'>This was the result of sculpting in a very peculiar way.&amp;nbsp; All I did was start with a cube and than removed ellipsoid shaped chunks one at a time using Boolean commands.&amp;nbsp; It is a very different way of working and feels quite natural,&amp;nbsp; I need experiment a lot more, but it is a start.&lt;br /&gt;&lt;img alt="" 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" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-2298914878192715983?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/2298914878192715983/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=2298914878192715983&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/2298914878192715983'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/2298914878192715983'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/08/sculpting-substraction.html' title='Sculpting Substraction'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-2338435322874246507</id><published>2011-08-23T16:39:00.000-04:00</published><updated>2011-08-23T16:39:15.659-04:00</updated><title type='text'>Wealth Cap</title><content type='html'>I heard a news story today about the super rich actually suggesting that they would like to pay more taxes to help society.&amp;nbsp; And it got me thinking about the implication of wealth, about how wealthy people can actually get and what the alternatives would be like.&lt;br /&gt;&lt;br /&gt;Is it a good thing that people can become infinitely wealth?&amp;nbsp; Is it actually a good thing that there is more than a six order of magnitude difference between the poor and the wealthy?&lt;br /&gt;&lt;br /&gt;My instincts about numbers suggests that something is wrong,&amp;nbsp; people aren't created exactly the same, but one person is not a million times better than anyone else.&amp;nbsp; They can't work a million times harder.&lt;br /&gt; &lt;br /&gt;When a person becomes super wealthy it is because they find a crack in the system of society, or in the earth, and out gushes money, whether it is from the ground or wallets it doesn't really matter.&lt;br /&gt;&lt;br /&gt;I don't think I would want a system where there were no chances of striking it rich, because that is the type of reward that drives people to create great things, the problem is the feedback loop which is caused by money.&lt;br /&gt;&lt;br /&gt;Those who have money gain the ability to make more and more of it.&amp;nbsp; With money comes the power to make more money.&amp;nbsp; Suddenly the wealthy will become super wealthy and a huge disparity opens up between the rich and the poor.&lt;br /&gt;&lt;br /&gt;With enough money, a single person can be more influential than a million others.&amp;nbsp; A single person can become a ruler, a king or a god with enough money.&amp;nbsp; Is that what we really want? &lt;br /&gt; &lt;br /&gt;What type of solution is there to this?&amp;nbsp; Taxes.&amp;nbsp; Curently taxes level off at a specified level of income, and after that it is smooth sailing to make more and more money because it gets easier and easier to come by.&lt;br /&gt;&lt;br /&gt;But what if taxes got harsher and harsher, what if taxes increased super linearly, exponentially, so that super-rich meant a much lower number.&lt;br /&gt;&lt;br /&gt;Once you are really rich I don't think your goal should be to make any more money.&amp;nbsp; The more you have the less other people will have.&lt;br /&gt;&lt;br /&gt;If you are still very concerned with money when you are super rich, it is time to reconsider your purpose, and notice that everyone around you is trying to make their way, and you have the power to make it much more difficult, or much easier.&lt;br /&gt;&lt;br /&gt;There is no way to be super rich, no way to be bigger than life,&amp;nbsp; there is always some trick to it.&amp;nbsp; It's an illusion that casts a powerful spell.&amp;nbsp; But there is no such thing as magic.&lt;br /&gt;&lt;br /&gt;Kyler&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-2338435322874246507?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/2338435322874246507/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=2338435322874246507&amp;isPopup=true' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/2338435322874246507'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/2338435322874246507'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/08/wealth-cap.html' title='Wealth Cap'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-2276058292986883501</id><published>2011-08-12T17:56:00.004-04:00</published><updated>2011-08-12T17:57:15.977-04:00</updated><title type='text'>Rocks!</title><content type='html'>&lt;br /&gt;&lt;iframe width="500" height="314" src="http://www.youtube.com/embed/HyCH7M4thtw?rel=0" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;This video just somehow happened to me last year when I was in the parks all summer.&lt;br /&gt;&lt;br /&gt;It's the weird me that doesn't come out in public very often.&amp;nbsp; How very peculiar.&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-2276058292986883501?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/2276058292986883501/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=2276058292986883501&amp;isPopup=true' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/2276058292986883501'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/2276058292986883501'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/08/rocks.html' title='Rocks!'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/HyCH7M4thtw/default.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-4044395337687698891</id><published>2011-08-10T16:58:00.002-04:00</published><updated>2011-08-10T16:59:08.868-04:00</updated><title type='text'>Gel Sight - Something for artists</title><content type='html'>&lt;a href="http://www.gelsight.com/technology/"&gt;Gel Sight&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="349" src="http://www.youtube.com/embed/S7gXih4XS7A?rel=0" width="560"&gt;&lt;/iframe&gt;&lt;br /&gt;I saw this video and realized that there was an incredible powerful application for this technology&amp;nbsp; that can sense the most minute touch input.&lt;br /&gt;&lt;br /&gt;Suppose that you had a one foot square piece of this material on the desk in front of you with a camera underneath capturing the touch sensitivity.&amp;nbsp; Next there is a projector above projecting a computer image down onto the top surface of the material.&amp;nbsp;&amp;nbsp; And now you have your fingers and paint brushes and whatever other tools you wish to use to touch the gel sight material with.&lt;br /&gt;&lt;br /&gt;The computer can detect the position texture and strength of the slightest touch.&amp;nbsp; It uses this input for a drawing program that creates a beautiful digital image with 3d texture.&amp;nbsp; The projector above is calibrated as to project the image directly back onto the working surface, allowing you to see the result.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;This would be an entirely new level of digital art, giving it so much more depth and subtlety.&lt;br /&gt;&lt;br /&gt;Well another idea to put on the giant pile of ideas.&lt;br /&gt;&lt;br /&gt;Kyler&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-4044395337687698891?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/4044395337687698891/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=4044395337687698891&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/4044395337687698891'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/4044395337687698891'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/08/gel-sight-something-for-artists.html' title='Gel Sight - Something for artists'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/S7gXih4XS7A/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-4231469510151117559</id><published>2011-08-10T10:28:00.000-04:00</published><updated>2011-08-10T10:28:16.427-04:00</updated><title type='text'>Most of the Leg</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-chOX0lJbBT0/TkKVdOVCT8I/AAAAAAAAQXA/Q3sg-FV4ogs/s1600/Partleg.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-chOX0lJbBT0/TkKVdOVCT8I/AAAAAAAAQXA/Q3sg-FV4ogs/s1600/Partleg.jpeg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-4231469510151117559?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/4231469510151117559/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=4231469510151117559&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/4231469510151117559'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/4231469510151117559'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/08/most-of-leg.html' title='Most of the Leg'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-chOX0lJbBT0/TkKVdOVCT8I/AAAAAAAAQXA/Q3sg-FV4ogs/s72-c/Partleg.jpeg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-7363351688602669487</id><published>2011-08-08T11:29:00.004-04:00</published><updated>2011-08-08T11:30:21.560-04:00</updated><title type='text'>Polygonal Anatomy - Femur</title><content type='html'>I think I am starting a new project.&amp;nbsp; For some reason I actually think I started this project once before, but it never got going.&lt;br /&gt;&lt;br /&gt;I'm going to go through human anatomy in 3d.&amp;nbsp; Piece by piece until the whole human figure is complete.&amp;nbsp; I'll start really easily, with just bones.&amp;nbsp; But as I get further, I will rig the bones together so that they move as one.&amp;nbsp; And than model the muscles.&amp;nbsp; And hopefully rig those as well.&lt;br /&gt;&lt;br /&gt;I get the feeling that if I can model the human body in 3d, from the inside out, not just a thin outside shell, I will end up with something.&lt;br /&gt;&lt;br /&gt;I am doing it simply in 3d, with polygons.&amp;nbsp; Nothing smooth.&amp;nbsp; I will see how much can be said with polygons because they have intention.&amp;nbsp; If I let things get smoothed, everything I put in will get glossed over by an algorithm.&lt;br /&gt;&lt;br /&gt;Magicians should only reveal their tricks when the trick itself is beautiful.&amp;nbsp; I'm not really sure what parts of the 3d modelling process are beautiful.&amp;nbsp; I started with a cube and added loops of division.&amp;nbsp; I pushed and pulled the new points that I had created in space to adhere to the surface of the bone I had in mind.&amp;nbsp; I spin the model in the computer, and as it moves I am able to see the 3d shape of it even though it is a two dimensional image on the screen.&lt;br /&gt;&lt;br /&gt;The 3d shape begins to feel more and more real as I increase the detail and precision of the model.&lt;br /&gt;&lt;br /&gt;Here is the first femur. &lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-1l4eKohqWQk/TkAA2x3qzeI/AAAAAAAAQWs/I-rQujIZVGs/s1600/FemurSpin.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-1l4eKohqWQk/TkAA2x3qzeI/AAAAAAAAQWs/I-rQujIZVGs/s400/FemurSpin.jpeg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;Kyler&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-7363351688602669487?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/7363351688602669487/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=7363351688602669487&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/7363351688602669487'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/7363351688602669487'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/08/polygonal-anatomy-femur.html' title='Polygonal Anatomy - Femur'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-1l4eKohqWQk/TkAA2x3qzeI/AAAAAAAAQWs/I-rQujIZVGs/s72-c/FemurSpin.jpeg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-5951309022286052968</id><published>2011-08-03T21:33:00.001-04:00</published><updated>2011-08-03T21:33:36.256-04:00</updated><title type='text'>A New Place on the Web</title><content type='html'>I've known for quite a while that I would need to build myself a more official place for myself on the internet.&amp;nbsp; It was only a week and a half ago that suddenly the design took shape in my head.&lt;br /&gt;&lt;br /&gt;I wanted to make the design of the website somehow be essential animated.&amp;nbsp; I ended up needing to teach myself about the entire topic of web design to make it work. &lt;br /&gt;&lt;br /&gt;&amp;nbsp;Like all art, I ended up learning a lot about myself making this site. I think I really represented how I feel about animation with this site.&lt;br /&gt;&lt;br /&gt; I hope you enjoy it &lt;a href="http://kylerkellyanimation.com/"&gt;kylerkellyanimation.com&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;Spread it around. The more places it goes, the more places I might.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;Kyler &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-5951309022286052968?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/5951309022286052968/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=5951309022286052968&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/5951309022286052968'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/5951309022286052968'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/08/new-place-on-web.html' title='A New Place on the Web'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-8791095946693066346</id><published>2011-07-19T12:55:00.001-04:00</published><updated>2011-07-20T11:17:12.121-04:00</updated><title type='text'>The Very Simple Reason that Facial Motion Capture is Terrible</title><content type='html'>I have seen a lot of different research videos and papers on the topic of facial performance capture.&amp;nbsp; They put any number of markers on a face, video the markers with cameras&amp;nbsp; and they create a 3d mesh out of all of this data.&lt;br /&gt;&lt;br /&gt;And than usually the results look smooth but ugly.&amp;nbsp; And not really acting that you would want to spend much time watching.&lt;br /&gt;&lt;br /&gt;And often, going through this research, you will find images like this.&lt;br /&gt;&lt;br /&gt;&lt;img alt="" height="156" 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" width="400" /&gt;&lt;br /&gt;I've been drawing faces a lot lately, really simple faces.&amp;nbsp; Really expressive faces.&amp;nbsp; And you know what I always make sure to get right, even if everything else isn't great?&amp;nbsp; I always go for the eyes.&amp;nbsp; And than the mouth, and then the eye brows and maybe the nose.&amp;nbsp; And usually after that, the point and emotion of the drawing is pretty obvious.&lt;br /&gt;&lt;br /&gt;So I look at these performance capture technologies and the first and most obvious thing that they don't capture is the eye.&amp;nbsp; And it isn't just the rotational position of the eye that is important to capture, it is the white space around the eye.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-7ntbYlISnbA/TiW0q76MqvI/AAAAAAAAQUs/PpDxrOaZSbs/s1600/eyes.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="245" src="http://2.bp.blogspot.com/-7ntbYlISnbA/TiW0q76MqvI/AAAAAAAAQUs/PpDxrOaZSbs/s400/eyes.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;It's about the amount of the iris and pupil that is visible, the shape that cuts it off and the white space that surrounds it.&lt;br /&gt;&lt;br /&gt;If you are to translate a performance capture onto a digital character, it is not the amount of rotation of the eye in the socket that must be transferred, it is the end result of that rotation that makes an image that we as humans with advanced facial recognition abilities can interpret that must be captured and transferred.&lt;br /&gt;&lt;br /&gt;Human facial recognition is good, but it has been tricked by drawings for a long time.&amp;nbsp; It is just a matter on focusing on the important parts and letting everything else fall to the side.&lt;br /&gt;&lt;br /&gt;Kyler&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-8791095946693066346?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/8791095946693066346/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=8791095946693066346&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/8791095946693066346'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/8791095946693066346'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/07/very-simple-reason-that-facial-motion.html' title='The Very Simple Reason that Facial Motion Capture is Terrible'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-7ntbYlISnbA/TiW0q76MqvI/AAAAAAAAQUs/PpDxrOaZSbs/s72-c/eyes.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-1586326320569748300</id><published>2011-07-11T20:21:00.000-04:00</published><updated>2011-07-11T20:21:05.764-04:00</updated><title type='text'>Wright Brother's Model</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Mglki6rvAuQ/ThtkRzVNkdI/AAAAAAAAQTo/YwcaZvgEL50/s1600/DSC_8471.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-Mglki6rvAuQ/ThtkRzVNkdI/AAAAAAAAQTo/YwcaZvgEL50/s640/DSC_8471.JPG" width="427" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&amp;nbsp;I started building this model a few months ago and finally figured out how to finish it and present it.&amp;nbsp; I have a new-found respect for model builders who take model building to a whole different level of finish and detail.&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;&lt;br /&gt;&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;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-1586326320569748300?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/1586326320569748300/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=1586326320569748300&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/1586326320569748300'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/1586326320569748300'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/07/wright-brothers-model.html' title='Wright Brother&apos;s Model'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-Mglki6rvAuQ/ThtkRzVNkdI/AAAAAAAAQTo/YwcaZvgEL50/s72-c/DSC_8471.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-3919039488874569800</id><published>2011-06-20T22:39:00.003-04:00</published><updated>2011-06-20T22:43:34.648-04:00</updated><title type='text'>Happy Father's and Mother's Day</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="320" src="http://www.youtube.com/embed/670C5hzk-y4?rel=0" width="510"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;My parents have come to visit in Montreal.  I made them an animated card using my character from last year.&lt;br /&gt;&lt;br /&gt;Made on my new tablet computer with TVpaint software.  It feels a lot like using a magic animation lightable with magic paper.&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-3919039488874569800?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/3919039488874569800/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=3919039488874569800&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/3919039488874569800'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/3919039488874569800'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/06/happy-fathers-and-mothers-day.html' title='Happy Father&apos;s and Mother&apos;s Day'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/670C5hzk-y4/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-1007519678801825705</id><published>2011-05-19T12:25:00.004-04:00</published><updated>2011-05-19T12:28:39.725-04:00</updated><title type='text'>The Summit Poster</title><content type='html'>&lt;a href="https://picasaweb.google.com/lh/photo/Tm_Pa95dWRABoDYjcFTj5g?feat=embedwebsite"&gt;&lt;img src="https://lh6.googleusercontent.com/_ZZtfdqENa-c/TdVFJVXTX4I/AAAAAAAAQPY/-A3nQWDl88Y/s800/PosterTheSummit.jpg" height="800" width="518" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-1007519678801825705?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/1007519678801825705/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=1007519678801825705&amp;isPopup=true' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/1007519678801825705'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/1007519678801825705'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/05/summit-poster.html' title='The Summit Poster'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh6.googleusercontent.com/_ZZtfdqENa-c/TdVFJVXTX4I/AAAAAAAAQPY/-A3nQWDl88Y/s72-c/PosterTheSummit.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-7021289468458296813</id><published>2011-05-18T16:08:00.001-04:00</published><updated>2011-05-18T16:31:08.676-04:00</updated><title type='text'>Drawing but different</title><content type='html'>&lt;a href="https://picasaweb.google.com/lh/photo/rwOTFqlM_mb5QW0jr0FLVBXkz-8JNQbypf9_KvIvSJg?feat=embedwebsite"&gt;&lt;img src="https://lh3.googleusercontent.com/_ZZtfdqENa-c/TdQkhLG2r9I/AAAAAAAAQOM/732KqiPLgEs/s800/face1.jpg" height="160" width="800" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="https://picasaweb.google.com/lh/photo/R2YAxDhkEVSZp01V1EYb5hXkz-8JNQbypf9_KvIvSJg?feat=embedwebsite"&gt;&lt;img src="https://lh5.googleusercontent.com/_ZZtfdqENa-c/TdQkhI4kbgI/AAAAAAAAQN8/ql_r_UFC98M/s800/face2.jpg" height="160" width="800" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="https://picasaweb.google.com/lh/photo/qHcCOuwmAzjjhmGOsysEhRXkz-8JNQbypf9_KvIvSJg?feat=embedwebsite"&gt;&lt;img src="https://lh6.googleusercontent.com/_ZZtfdqENa-c/TdQkkO6doyI/AAAAAAAAQOA/KFq0DbqEFdo/s800/face4.jpg" height="160" width="800" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="https://picasaweb.google.com/lh/photo/fhaaFaCrBCcWC7vyrODcwRXkz-8JNQbypf9_KvIvSJg?feat=embedwebsite"&gt;&lt;img src="https://lh3.googleusercontent.com/_ZZtfdqENa-c/TdQkkqQ0e8I/AAAAAAAAQOE/mVqJi2b6UlU/s800/face3.jpg" height="160" width="800" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="https://picasaweb.google.com/lh/photo/aY19UlTibHl1EjbdH-90JhXkz-8JNQbypf9_KvIvSJg?feat=embedwebsite"&gt;&lt;img src="https://lh5.googleusercontent.com/_ZZtfdqENa-c/TdQkkifmdnI/AAAAAAAAQOU/bXsVY1rXBGE/s800/face5.jpg" height="160" width="800" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;I've been doing a lot of drawing.  I'm trying to get a character designed for a game for Mory.  It requires a female main characte&lt;br /&gt;&lt;br /&gt;Character design is always difficult, and drawing faces is difficult and a giant hurdle that I don't felt I have ever really gotten over is drawing female faces and really understand what makes them female.&lt;br /&gt;&lt;br /&gt;So this is just a big pile of female face and face drawing research that I have been doing.&lt;br /&gt;&lt;br /&gt;Now there is something special about these drawings.  They look like pencil but the aren't.&lt;br /&gt;&lt;br /&gt;I just graduated from school and received as a graduation gift an Asus Ep121 tablet computer.  It has a wacom pen built into the screen so that I can draw directly on it with pressure sensitivity and very precise line work.&lt;br /&gt;&lt;br /&gt;I am really loving it.  I don't feel at all hindred by the tablet anymore.  I'm still working on getting some really good animation software for it, but I have use a trial of TVpaint and it is going to be great to create 2d animation on.&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-7021289468458296813?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/7021289468458296813/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=7021289468458296813&amp;isPopup=true' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/7021289468458296813'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/7021289468458296813'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/05/drawing-but-different.html' title='Drawing but different'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh3.googleusercontent.com/_ZZtfdqENa-c/TdQkhLG2r9I/AAAAAAAAQOM/732KqiPLgEs/s72-c/face1.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-5719698538522804036</id><published>2011-03-19T23:02:00.001-04:00</published><updated>2011-03-19T23:03:50.297-04:00</updated><title type='text'>Illusion</title><content type='html'>I am very enamoured by illusions.&lt;br /&gt;&lt;br /&gt;Whenever I find a new one, I am intensely interested in it.&lt;br /&gt;&lt;br /&gt;My most recent find was mime.&amp;nbsp; This video is quite incredible.&lt;br /&gt;&lt;iframe frameborder="0" height="302" src="http://player.vimeo.com/video/2353760" width="400"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://vimeo.com/2353760"&gt;Tug of War&lt;/a&gt; from &lt;a href="http://vimeo.com/mimedance"&gt;Karen Montanaro&lt;/a&gt; on &lt;a href="http://vimeo.com/"&gt;Vimeo&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;I ended up buying the dvd set because everything he is talking about is utterly related to animation.&amp;nbsp; It arrived today and I already learned a lot from the first hour.&lt;br /&gt;&lt;br /&gt;But back to illusions.&amp;nbsp; I've been interested in animation, the illusion of movement, optical illusions, magic eye 3d illusions, magic tricks, card tricks, video games, computer graphics, binaural sound recording, motion tracking, stop motion, photosynths, high realism drawing and painting, virtual reality,&amp;nbsp; and probably a number of other things.&lt;br /&gt;&lt;br /&gt;I'm pretty sure that I don't just like fake things, it's that I like knowing how to directly communicate to our perceptual systems.&amp;nbsp; This fantastic mime has stripped away everything but the bare essentials parts of what he is trying to communicate, which is a tug of war.&lt;br /&gt;&lt;br /&gt;Every illusion is actually the result of a deep understanding.&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-5719698538522804036?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/5719698538522804036/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=5719698538522804036&amp;isPopup=true' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/5719698538522804036'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/5719698538522804036'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/03/illusion.html' title='Illusion'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-56658278359530043</id><published>2011-03-12T22:16:00.000-05:00</published><updated>2011-03-12T22:16:54.530-05:00</updated><title type='text'>Inside Job</title><content type='html'>I just watched the Inside Job, a film that explains the root causes of the financial meltdown in the last few years.&lt;br /&gt;&lt;br /&gt;Out of that comes a discussion of money and wealth.&amp;nbsp; There are all sorts of people getting millions dollar bonus, moving billions of dollars around.&amp;nbsp; And a lot of the time, it feels like people are saying that if a banker got 150 million dollar bonus that money should be going directly to some average working class people.&amp;nbsp; It should just be divided up and given around.&amp;nbsp; In the film, a number like 150 million dollars was compared to 18 000 dollars that elderly were being paid from a pension fund.&lt;br /&gt;&lt;br /&gt;And this type of math makes everything feel insane.&lt;br /&gt;&lt;br /&gt;But I think there is something weird going on.&amp;nbsp; I don't really think that one banker having 150 million dollars is the same thing as 150 people having a million dollars each, or 1500 people having 100 000 dollars.&lt;br /&gt;&lt;br /&gt;The question I am asking is where did the bankers 150 million dollars come from?&amp;nbsp; Did it actually come from hard working people, or was it simply withdrawn from other mysterious investments inside the bank?&amp;nbsp; And what did the banker do with 150 million dollars.&amp;nbsp; I have a feeling it went right back into some sort of investment.&lt;br /&gt;&lt;br /&gt;And the thing with investments is that you can't really take all of you money out of them.&amp;nbsp; Suppose all of the bankers with 150 million dollars suddenly wanted to spend all of that money.&amp;nbsp; They would need to sell all of there investments, the market would be flooded and the end value of what they actually had would be dramatically reduced.&lt;br /&gt;&lt;br /&gt;So in fact while all sorts of bank statements and computers might say that there are millions and billions of dollars moving around in the bank accounts of a minor top percentage of the world,&amp;nbsp; I have a feeling that that money is tied up, and simply could not be let forth into the world.&amp;nbsp; And money that can't be used doesn't really have much value.&lt;br /&gt;&lt;br /&gt;The bankers did do something wrong with how they were practicing economics, but I don't believe that the numbers that they are telling us have anything to do with the actual amount of value which they stole from the world, though they did a really good job of mucking up how everything and everyone else in the world thinks about value.&lt;br /&gt;&lt;br /&gt;I guess value is the real mystery.&amp;nbsp; I will have to think more about what is money and what is value and what they mean.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-56658278359530043?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/56658278359530043/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=56658278359530043&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/56658278359530043'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/56658278359530043'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2011/03/inside-job.html' title='Inside Job'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-8298681562484416874</id><published>2010-12-30T23:11:00.000-05:00</published><updated>2010-12-30T23:11:55.381-05:00</updated><title type='text'>Lies</title><content type='html'>I don't like going to stores very much anymore.&lt;br /&gt;&lt;br /&gt;I don't like looking at many commercial things anymore.&lt;br /&gt;&lt;br /&gt;Every sign, picture, word, message, jingle, phrase, logo, tag-line and catch phrase is lying to me.&lt;br /&gt;&lt;br /&gt;You said your food was fresh.&lt;br /&gt;You said your restaurant was world famous.&lt;br /&gt;You said this was a triple A grade egg.&lt;br /&gt;You said I was saving money.&lt;br /&gt;You said this was a great deal.&lt;br /&gt;You said this was a guarantee.&lt;br /&gt;You said I was helping the environment.&lt;br /&gt;You said I wasn't cutting down trees.&lt;br /&gt;&lt;br /&gt;But it's all lies, all the time.&lt;br /&gt;&lt;br /&gt;Just tell the truth and I will buy your products.&amp;nbsp; But don't try to tell me your telling the truth, because that would probably be a lie.&lt;br /&gt;&lt;br /&gt;Good luck economy&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-8298681562484416874?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/8298681562484416874/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=8298681562484416874&amp;isPopup=true' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/8298681562484416874'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/8298681562484416874'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2010/12/lies.html' title='Lies'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-5426541750793083526</id><published>2010-12-30T23:07:00.000-05:00</published><updated>2010-12-30T23:07:25.192-05:00</updated><title type='text'>Black Swan</title><content type='html'>Always remember that film isn't the real world.&lt;br /&gt;&lt;br /&gt;It feels real.  It has consequences.  Continuity must be... except of course it doesn't have to be.&lt;br /&gt;&lt;br /&gt;This film isn't reality.  It is a type of fantasy.  It is part science fiction.  It is the filmic representation of a platonic form.  It demonstrates with powerful film language what it takes to create the perfect performance.  It doesn't surrender in an attempt to be real.&lt;br /&gt;&lt;br /&gt;Don't try to understand what &lt;i&gt;actually happened&lt;/i&gt; in a film, because it didn't happen.&lt;br /&gt;&lt;br /&gt;Understand what the film meant.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-5426541750793083526?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/5426541750793083526/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=5426541750793083526&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/5426541750793083526'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/5426541750793083526'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2010/12/black-swan.html' title='Black Swan'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-7994079923203931392</id><published>2010-11-30T17:11:00.001-05:00</published><updated>2010-11-30T17:12:30.326-05:00</updated><title type='text'>Building a mountain</title><content type='html'>I guess I haven't written much about the project I am working on for school.&lt;br /&gt;&lt;br /&gt;My film is about a mountain and two mountaineers.&lt;br /&gt;&lt;br /&gt;The past few weeks I have been building this mountain.  I had a rough outline of what the mountain needed to be from my storyboards.  What should be roughly where.  I had enormous books, with gigantic pictures of Mount Everest and Mount Blanc borrowed out of the library for weeks.  I had thought a lot about this mountain.&lt;br /&gt;&lt;br /&gt;I sculpted a tiny version of the mountain and adjacent mountains in plasticine.  I painted watercolours of the mountain.&lt;br /&gt;&lt;br /&gt;And the last week I have been finally creating the mountain in 3d.  For along time it felt really small in the computer, just like the model that I had sitting on my desk.  But today, I started in on the details.  I started adding parts where the characters would actually be up close and personal.&lt;br /&gt;&lt;br /&gt;Finally I added little stand-ins for the characters, just to get the idea of the scale of things.&lt;br /&gt;&lt;br /&gt;I put my virtual camera right next to these tiny little figures, and suddenly the massive scale of the thing I had created took shape.&lt;br /&gt;&lt;br /&gt;It's a primal feeling that I get when I work in 3d, where I am no longer looking at a virtual set, but I feel like I am there.&lt;br /&gt;&lt;br /&gt;I put myself at the top of the mountain, and I felt unease, vertigo, high above the glacier I had just created.&lt;br /&gt;&lt;br /&gt;Right there, that feeling, is why I like 3d, why I like computers, why I use his medium and not any others.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-7994079923203931392?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/7994079923203931392/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=7994079923203931392&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/7994079923203931392'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/7994079923203931392'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2010/11/building-mountain.html' title='Building a mountain'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-4676645456905990470</id><published>2010-11-23T19:20:00.002-05:00</published><updated>2010-11-23T19:25:21.612-05:00</updated><title type='text'>End of Fall Life Drawing</title><content type='html'>&lt;a href="http://picasaweb.google.com/lh/photo/I_bBCr264xCcksMOtaUQYg?feat=embedwebsite"&gt;&lt;img height="400" src="http://lh5.ggpht.com/_ZZtfdqENa-c/TOxZYU8bvNI/AAAAAAAAQHU/JLbjPJmUf-0/s400/DSC_7963.JPG" width="269" /&gt;&lt;/a&gt;&lt;a href="http://picasaweb.google.com/lh/photo/qhMHVaGUvU2-G6s6jwKNgg?feat=embedwebsite"&gt;&lt;img src="http://lh6.ggpht.com/_ZZtfdqENa-c/TOxZZ9YKwII/AAAAAAAAQHc/qXE99RnD-1o/s400/DSC_7968.JPG" height="400" width="269" /&gt;&lt;/a&gt;&lt;a href="http://picasaweb.google.com/lh/photo/IUAUFN2bEbp3dPgjUG_QQA?feat=embedwebsite"&gt;&lt;img src="http://lh5.ggpht.com/_ZZtfdqENa-c/TOxZb8uBvgI/AAAAAAAAQHo/1Pl8wPdy5WA/s400/DSC_7977.JPG" height="400" width="269" /&gt;&lt;/a&gt;&lt;a href="http://picasaweb.google.com/lh/photo/wjt9uR2pN8VGkdJ6oB8d1A?feat=embedwebsite"&gt;&lt;img src="http://lh3.ggpht.com/_ZZtfdqENa-c/TOxZdDf6B4I/AAAAAAAAQHw/VrnSwJ9oYCY/s400/DSC_7983.JPG" height="400" width="269" /&gt;&lt;/a&gt;&lt;a href="http://picasaweb.google.com/lh/photo/hZkL0CY43CWkt9JSjH1J1w?feat=embedwebsite"&gt;&lt;img src="http://lh5.ggpht.com/_ZZtfdqENa-c/TOxZXgt-TnI/AAAAAAAAQIM/yH3Bb0u20i0/s400/DSC_7958.JPG" height="400" width="269" /&gt;&lt;/a&gt;&lt;br /&gt;And that is all the life drawing for this semester.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-4676645456905990470?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/4676645456905990470/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=4676645456905990470&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/4676645456905990470'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/4676645456905990470'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2010/11/end-of-fall-life-drawing.html' title='End of Fall Life Drawing'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://lh5.ggpht.com/_ZZtfdqENa-c/TOxZYU8bvNI/AAAAAAAAQHU/JLbjPJmUf-0/s72-c/DSC_7963.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-99498815739408726</id><published>2010-11-12T21:09:00.000-05:00</published><updated>2010-11-12T21:09:44.155-05:00</updated><title type='text'>Glow Strings</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/_ZZtfdqENa-c/TN3zOFbmq7I/AAAAAAAAQGg/1Fa7BdG0ZGE/s1600/GlowStrings.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/_ZZtfdqENa-c/TN3zOFbmq7I/AAAAAAAAQGg/1Fa7BdG0ZGE/s640/GlowStrings.jpg" width="512" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-99498815739408726?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/99498815739408726/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=99498815739408726&amp;isPopup=true' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/99498815739408726'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/99498815739408726'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2010/11/glow-strings.html' title='Glow Strings'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_ZZtfdqENa-c/TN3zOFbmq7I/AAAAAAAAQGg/1Fa7BdG0ZGE/s72-c/GlowStrings.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-225013383882585260</id><published>2010-11-12T11:46:00.000-05:00</published><updated>2010-11-12T11:46:24.580-05:00</updated><title type='text'>Many things probably</title><content type='html'>How am I doing?&lt;br /&gt;&lt;br /&gt;I haven't been posting much here recently.  Now why is that?&lt;br /&gt;&lt;br /&gt;I think the simplest answer is that my life has been changing, and I haven't felt comfortable posting all of the information about how it has been changing.  Thus I have fell into the trap of simple not posting, thus not needing to confront the issue of what to post online and what not too.&lt;br /&gt;&lt;br /&gt;Many months have past since I made a post about Jackie on this blog.  It wasn't really a big grand post, it didn't do a very good job of keeping the blog rolling.  Relationships have never really been part of the scope of what I talk about on this blog.  There are actually unpublished blog posts about relationships sitting in the background of the blog, waiting patiently, one day to made public... well perhaps.&lt;br /&gt;&lt;br /&gt;But the summer's long story made shorter, Jackie and I fell in love during the summer.  It is only finally starting to feel like real life again.  Though the whole world was tipped on its side and everything is different but still fantastic.&lt;br /&gt;&lt;br /&gt;We live in Montreal, snug in the same apartment I was living in last year.  There is so much more life in the apartment now.  The walls are covered with maps and drawings.  There are arts and crafts everywhere.  We go to music concerts and cook dinner together.  I go to school, she goes to work.  We struggle with ordinary life problems.  It feels like we hold each other up.&lt;br /&gt;&lt;br /&gt;Suddenly I feel like I've jumped a few years forward in life.  I'm right on the edge of really having to be an "adult".&lt;br /&gt;&lt;br /&gt;There was this feeling when I was little that my parents could just deal with anything.  No matter what, they knew how to deal with it.  There was this feeling that an adult could plan a trip, while a child could only really go along for the ride.  I don't know any other way to describe it.  And suddenly I can feel that same level of responsibility rising in myself.&lt;br /&gt;&lt;br /&gt;I don't think of it has a burden of responsibility, there is a certain amount of strength in it.  Finally getting to be in charge of all of the decisions.&lt;br /&gt;&lt;br /&gt;How am I doing?&lt;br /&gt;Really well.  Though I can tell that time is just going to start sweeping by.&lt;br /&gt;I need to make life more interesting to slow it down.&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-225013383882585260?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/225013383882585260/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=225013383882585260&amp;isPopup=true' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/225013383882585260'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/225013383882585260'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2010/11/many-things-probably.html' title='Many things probably'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-6631658615420015357</id><published>2010-10-31T12:27:00.002-04:00</published><updated>2010-10-31T12:30:44.485-04:00</updated><title type='text'>Drawing with Rhythm</title><content type='html'>I've been to two life drawing sessions after that first post of drawings.  The second session of the year is always painful.  Everything feels forced, and the drawings just don't seem to come out right.&lt;br /&gt;&lt;br /&gt;But than in the third session.  The teaching assistant who gently leads the classes brought in some hand outs which explained drawing with rhythm. Having straight lines sit opposite of curved lines, and having these sets of a straight and a curved line alternate around the body.&lt;br /&gt;&lt;br /&gt;It makes the curvature seem to snake around the body, from one side to the other.  This is often called rhythm.  &lt;br /&gt;&lt;br /&gt;I pretty much completely forgot about proportion, or anatomy once I started drawing this way, but it gave my drawings a big boost of vitality that they had been lacking.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/5KvcI-hT7DG0oD7yn7AAfg?feat=embedwebsite"&gt;&lt;img src="http://lh5.ggpht.com/_ZZtfdqENa-c/TM2XbCIT7qI/AAAAAAAAQFA/pBF1uEY75No/s400/DSC_7642.JPG" height="400" width="268" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/aZp1gJLZPiiV55HWFIxdDg?feat=embedwebsite"&gt;&lt;img src="http://lh3.ggpht.com/_ZZtfdqENa-c/TM2XbnS_LBI/AAAAAAAAQFE/RYRd6Cq8IWs/s400/DSC_7644.JPG" height="400" width="268" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/Ra60cIGjj_JjrmPhXIgfuQ?feat=embedwebsite"&gt;&lt;img src="http://lh3.ggpht.com/_ZZtfdqENa-c/TM2Xd04SSZI/AAAAAAAAQFc/aQsxPTJE7MY/s400/DSC_7660.JPG" height="400" width="268" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/G_9kkm_89OUwhtP7lrfCog?feat=embedwebsite"&gt;&lt;img src="http://lh4.ggpht.com/_ZZtfdqENa-c/TM2XemswR9I/AAAAAAAAQFg/2xN8cimEako/s400/DSC_7663.JPG" height="400" width="268" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/_babPBZNMe80v6FTTo1p2A?feat=embedwebsite"&gt;&lt;img src="http://lh3.ggpht.com/_ZZtfdqENa-c/TM2XeyyqTdI/AAAAAAAAQFk/sFsl-GELcF4/s400/DSC_7664.JPG" height="400" width="268" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/AU3j7mEp3oZZTTQZ1rjSKQ?feat=embedwebsite"&gt;&lt;img src="http://lh3.ggpht.com/_ZZtfdqENa-c/TM2XftCvTqI/AAAAAAAAQFo/kcgeKD20Nhg/s400/DSC_7666.JPG" height="400" width="268" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/ea0nX6ymgbSvsNXhpEk7VA?feat=embedwebsite"&gt;&lt;img src="http://lh4.ggpht.com/_ZZtfdqENa-c/TM2XgGg2rxI/AAAAAAAAQFs/0shkAR8Z-G4/s400/DSC_7667.JPG" height="400" width="280" /&gt;&lt;&lt;/a&gt;&lt;a href="http://picasaweb.google.com/lh/photo/hWBCCrBIWH7rYujhZQNMgw?feat=embedwebsite"&gt;&lt;img src="http://lh4.ggpht.com/_ZZtfdqENa-c/TM2XYv2AssI/AAAAAAAAQGA/GqLv0BT-Hqg/s400/DSC_7635.JPG" height="400" width="268" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-6631658615420015357?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/6631658615420015357/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=6631658615420015357&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/6631658615420015357'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/6631658615420015357'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2010/10/drawing-with-rhythm.html' title='Drawing with Rhythm'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://lh5.ggpht.com/_ZZtfdqENa-c/TM2XbCIT7qI/AAAAAAAAQFA/pBF1uEY75No/s72-c/DSC_7642.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-6083310596657791078</id><published>2010-10-17T13:31:00.001-04:00</published><updated>2010-10-17T13:32:13.118-04:00</updated><title type='text'>Life Drawing Restart</title><content type='html'>It has been quite a while since I have been able to attend life drawing sessions.  This year I have the time.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/ROKJFZsKjzQeRYEwKXNYBg?feat=embedwebsite"&gt;&lt;img src="http://lh3.ggpht.com/_ZZtfdqENa-c/TLsxoV5WrgI/AAAAAAAAQDQ/izZjtkkBggQ/s400/DSC_7584.JPG" height="400" width="268" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/m4rGLLhfPDc8DB880M7idg?feat=embedwebsite"&gt;&lt;img src="http://lh3.ggpht.com/_ZZtfdqENa-c/TLsxpnrBc6I/AAAAAAAAQDY/0uvbSCuphXQ/s400/DSC_7593.JPG" height="400" width="268" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/WBSYvMJMyVnbBM3KM4k6aQ?feat=embedwebsite"&gt;&lt;img src="http://lh6.ggpht.com/_ZZtfdqENa-c/TLsxqqbA-hI/AAAAAAAAQDg/KwC4WgdBacY/s400/DSC_7601.JPG" height="400" width="268" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/fkJu19h-dYmHJDlBhuDRUA?feat=embedwebsite"&gt;&lt;img src="http://lh4.ggpht.com/_ZZtfdqENa-c/TLsxs_3JojI/AAAAAAAAQDw/N9jjJYnTBls/s400/DSC_7599.JPG" height="400" width="268" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/1rfWxCAE7dBAgbebkd9qsw?feat=embedwebsite"&gt;&lt;img src="http://lh6.ggpht.com/_ZZtfdqENa-c/TLsxtus0PWI/AAAAAAAAQD0/y7p2zMCkTX8/s400/DSC_7615.JPG" height="400" width="268" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-6083310596657791078?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/6083310596657791078/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=6083310596657791078&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/6083310596657791078'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/6083310596657791078'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2010/10/life-drawing-restart.html' title='Life Drawing Restart'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://lh3.ggpht.com/_ZZtfdqENa-c/TLsxoV5WrgI/AAAAAAAAQDQ/izZjtkkBggQ/s72-c/DSC_7584.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-2837812585071974604</id><published>2010-10-08T01:03:00.000-04:00</published><updated>2010-10-08T01:03:19.219-04:00</updated><title type='text'>Graphics</title><content type='html'>I had a discussion today with my roommate about graphics in video games.  &lt;br /&gt;&lt;br /&gt;I thought that it was the limited simple graphics of Minecraft, which made it such an appealing game.  He thought that I was missing the point.  The reason Minecraft was good was because the underlying world simulation was more interesting than most modern games, which was what lead it to being a more interesting game.  He felt that any graphic improvements to Minecraft, as long as it retained the same underlying complexity would only serve to improve the game.&lt;br /&gt;&lt;br /&gt;For some reason this didn't feel like a compelling hypothesis to me.  I felt there was something inherently better about the simple graphics.  I made an argument that like in painting, there are many times when simplifying the image results in a stronger image.  I felt that you could make graphics higher quality in terms of craft, such as higher resolution, better frame rates, smoother edges, but that making the virtual worlds more "realistic" and detailed would not improve the experience.&lt;br /&gt;&lt;br /&gt;He countered with another idea.  Everybody who has been playing games for anytime has experienced the fact that in nearly all games that have realistic graphics, in which there is a lot of detail in the world, there is almost no interaction with the world.  You can move things, you can't touch things, you can't affecting things.  Most of the effort of programming went into making everything look good, instead of giving it life. Thus as a gamer, we have come to link good graphics with limited interaction.&lt;br /&gt;&lt;br /&gt;It was than that I realized something, something that I learned in art history.&lt;br /&gt;There are different periods of art history.  There was Realism, a time when the most compelling art attempt to reproduce nature, but this lead Impressionism, when artists attempted to capture the Impression of nature.  But than artist move to another period and completely forgot about nature and where more interested in the medium and the politics and there was Modernism.  Times change based on the art of the time.&lt;br /&gt;&lt;br /&gt;And right now, times are changing for video games.  A few years ago graphics where one of the most compelling aspects of games, but right now there is a return to limited graphics which support more compelling underpinning structures.&lt;br /&gt;&lt;br /&gt;If I had to guess, there will be a resurgence of games that do not rely on the cutting edge of graphics.  When there are art historians writing about video game history, they will look back at this and probably be able to name it.&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-2837812585071974604?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/2837812585071974604/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=2837812585071974604&amp;isPopup=true' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/2837812585071974604'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/2837812585071974604'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2010/10/graphics.html' title='Graphics'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-5439761115728193003</id><published>2010-09-24T11:10:00.000-04:00</published><updated>2010-09-24T11:10:49.016-04:00</updated><title type='text'>Minecraft</title><content type='html'>I've long had a deep interest in video games, however in the last few years, there have really been few games that felt compelling or interesting.&lt;br /&gt;&lt;br /&gt;Until yesterday.&lt;br /&gt;&lt;br /&gt;I downloaded a game called &lt;a href="http://www.minecraft.net/"&gt;Minecraft&lt;/a&gt;, it isn't really free, but I haven't had to pay for it yet because it is still in development and I have been playing it offline.  I'm fairly sure it is being made by one guy, and it is really the talk of the internet town right now.&lt;br /&gt;&lt;br /&gt;Most games give the player a very thin shell of a world to run around in, and fight bad guys.  Walls are impenetrable.  Objects are unbreakable.  Things look right, but they don't react correctly.&lt;br /&gt;&lt;br /&gt;In this game, the graphics have been simplified to the point to which they only represent the data which makes up the game.  The fundamental data of this game is a three dimensional array of cubes.  This array is probably about a thousand cubes, by a thousand cubes, by 200 cubes deep.  And each one of those cubes is made of a different material: Rock, ore, sand, water, lava, trees or other such materials.&lt;br /&gt;&lt;br /&gt;The game begins by randomizing this array.  Hills, mountains and oceans create the surface.  Trees, grass and flowers grow on the surface.  But the game does not stop at the surface. It randomly generates a world all the way down deep into the earth.  Deposits of ore, crystal and lava are placed underground.  Rudimentary fluid simulations eat out underground caves.&lt;br /&gt;&lt;br /&gt;The player is than dropped into this world.  It is a dangerous place, with enemies who will attack, thus the players most viable options is to dig themselves a mine from which to get materials and to hide in.&lt;br /&gt;&lt;br /&gt;Creating the mines is an amazingly creative process.  It can be done in any way which you chose.  You can create a well organized mine slowly slopping down into the earth.  Lighting it along the way with torches and placing steps to make it easy to navigate.  Or you can dig straight down, hope to hit valuable resources, and than dig yourself out.&lt;br /&gt;&lt;br /&gt;I played the game yesterday, and without any intention of having one, I had an adventure.  I dug my mine deep into the earth, and suddenly and came upon an underground cave.  It was extensive. It was true exploration as I had no idea what lay around the next bend in the darkness.  I would hastily place torches as my fear of the dark had been renewed.  I actually felt at times like I was hundreds of feet underground.&lt;br /&gt;&lt;br /&gt;Soon I had built an underground base, where I could manufacture goods out of the mined ore.  When I returned to the surface, I discovered there was also a farming aspect of the game.  To rejuvenate health, one must eat, thus I planted some wheat.  But wild animals were continually stepping on and eating my wheat.  I decided to build a wall to keep them out.&lt;br /&gt;&lt;br /&gt;Within a few minutes of beginning this wall for my farm, I realized that I was no longer building a wall, I was designing a castle.  It had a torch lined parapet, and stairs leading up to the wall.&lt;br /&gt;&lt;br /&gt;It wasn't long before I was beginning to make a lava filled moat.&lt;br /&gt;&lt;br /&gt;The graphics in this game are simple, yet the data behind it is complex.&lt;br /&gt;&lt;br /&gt;I started the game with empty hands and now have a castle.&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-5439761115728193003?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/5439761115728193003/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=5439761115728193003&amp;isPopup=true' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/5439761115728193003'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/5439761115728193003'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2010/09/minecraft.html' title='Minecraft'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-6464930332615583344</id><published>2010-08-30T22:48:00.000-04:00</published><updated>2010-08-30T22:48:30.701-04:00</updated><title type='text'>Shobac Cottages in Nova Scotia</title><content type='html'>I am currently on a family trip in Nova Scotia.  We are in the middle of an architectural dreamscape. &lt;br /&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/LydCmnv9j4R97b9HJBfihg?feat=embedwebsite"&gt;&lt;img src="http://lh5.ggpht.com/_ZZtfdqENa-c/THxr_KoU3WI/AAAAAAAAP6g/Zi4UDndpS4E/s400/DSC_6600.JPG" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/jPLjlkgO1E-SiI_j9cC2Tw?feat=embedwebsite"&gt;&lt;img src="http://lh3.ggpht.com/_ZZtfdqENa-c/THxsUV-tpmI/AAAAAAAAP70/EY-GBu3GOyM/s400/DSC_6801.JPG" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/dn49FuKUZRDqlOuR8uotIQ?feat=embedwebsite"&gt;&lt;img src="http://lh4.ggpht.com/_ZZtfdqENa-c/THxsSY-ODNI/AAAAAAAAP7s/ryyZsoXU6i4/s400/DSC_6786.JPG" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/Uqh7saC2L4n4fHCO2VkSpQ?feat=embedwebsite"&gt;&lt;img src="http://lh3.ggpht.com/_ZZtfdqENa-c/THxsbGN-YjI/AAAAAAAAP8c/vCKdm0_NdUM/s400/DSC_6827.JPG" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/wqugs1nyxdPquUEjdNtdLA?feat=embedwebsite"&gt;&lt;img src="http://lh5.ggpht.com/_ZZtfdqENa-c/THxsbi1WAhI/AAAAAAAAP8g/cQll5AnmbtA/s400/DSC_6854.JPG" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Being at a cottage with my family is a very special experience.&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-6464930332615583344?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/6464930332615583344/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=6464930332615583344&amp;isPopup=true' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/6464930332615583344'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/6464930332615583344'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2010/08/shobac-cottages-in-nova-scotia.html' title='Shobac Cottages in Nova Scotia'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://lh5.ggpht.com/_ZZtfdqENa-c/THxr_KoU3WI/AAAAAAAAP6g/Zi4UDndpS4E/s72-c/DSC_6600.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-8371971637061976536</id><published>2010-08-21T21:50:00.001-04:00</published><updated>2010-08-21T21:51:30.415-04:00</updated><title type='text'>Watercolour Drawings</title><content type='html'>This summer I have been doing a lot of watercolour drawings.  They are an essential part of one of the videos that I made.  Here are a selection of the best.  The whole group can be seen by clicking through to my photo gallery.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/fd9QetT1U5uE797ouVz-aA?feat=embedwebsite"&gt;&lt;img src="http://lh6.ggpht.com/_ZZtfdqENa-c/THCA-5MeuZI/AAAAAAAAP4I/UjNkx9382R8/s400/20100821192405_005.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/ZXeo8etg637PJsUiykTz7Q?feat=embedwebsite"&gt;&lt;img src="http://lh3.ggpht.com/_ZZtfdqENa-c/THCBBYONHdI/AAAAAAAAP4Y/gYq2k2x4nLw/s400/20100821192405_006.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/_5l65C9qno_TgJYx4j073w?feat=embedwebsite"&gt;&lt;img src="http://lh6.ggpht.com/_ZZtfdqENa-c/THCBFFLtOLI/AAAAAAAAP4w/rGGvabvt6HU/s400/20100821192405_012.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/yEHSopNwjI4RMatTJ1B4lA?feat=embedwebsite"&gt;&lt;img src="http://lh4.ggpht.com/_ZZtfdqENa-c/THCBGc5-1qI/AAAAAAAAP44/l9W7woTwhjw/s400/20100821192405_008.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/SMvDgErgOOrkCdjysBnJwQ?feat=embedwebsite"&gt;&lt;img src="http://lh5.ggpht.com/_ZZtfdqENa-c/THCBI2zJIzI/AAAAAAAAP5I/6HHr_W2A67o/s400/20100821192405_018.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/OjEmjE3GaXrHzEdPdwc9Wg?feat=embedwebsite"&gt;&lt;img src="http://lh6.ggpht.com/_ZZtfdqENa-c/THCBJu5n6TI/AAAAAAAAP5M/LeAE2LUWnq0/s400/20100821192405_014.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/-TpGBbSjSjg5uL2XTjOM6Q?feat=embedwebsite"&gt;&lt;img src="http://lh3.ggpht.com/_ZZtfdqENa-c/THCBKC56bGI/AAAAAAAAP5Q/ZJD_nIjwwjU/s400/20100821192405_016.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Very spontaneous.&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-8371971637061976536?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/8371971637061976536/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=8371971637061976536&amp;isPopup=true' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/8371971637061976536'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/8371971637061976536'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2010/08/watercolour-drawings.html' title='Watercolour Drawings'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://lh6.ggpht.com/_ZZtfdqENa-c/THCA-5MeuZI/AAAAAAAAP4I/UjNkx9382R8/s72-c/20100821192405_005.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-2227842391642816064</id><published>2010-08-20T11:50:00.003-04:00</published><updated>2010-08-20T11:52:48.511-04:00</updated><title type='text'>A Twenty Thousand Kilometer Summer</title><content type='html'>It has been a vast summer. With my Parks Canada videography job, I have crisscrossed the country in which I live. I have met hundreds of people. Packed my bags countless times.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/W70IXUp_I4hIRS31xWSgag?feat=embedwebsite"&gt;&lt;img src="http://lh3.ggpht.com/_ZZtfdqENa-c/TG6iTLnQ-7I/AAAAAAAAP3o/DYBhbz8XhtA/s400/DSC_6553.JPG" /&gt;&lt;/a&gt; &lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/mgJcATxMpV7APZj-L1ZYAQ?feat=embedwebsite"&gt;&lt;img src="http://lh4.ggpht.com/_ZZtfdqENa-c/TG6iNmpLnrI/AAAAAAAAP3A/oSL8aDTqaYA/s400/DSC_6453.JPG" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://picasaweb.google.com/lh/photo/b2ENAQu_emqvkBXhp8Z-6g?feat=embedwebsite"&gt;&lt;img src="http://lh4.ggpht.com/_ZZtfdqENa-c/TG6iD-iqO4I/AAAAAAAAP1w/IthwjHGZbw8/s400/DSC_6223.JPG" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;I will recount my experiences of my trip to Torngat National Park, but I still don't know exactly what to say.&lt;br /&gt;&lt;br /&gt;On a basic level, it felt a lot like one of those wonderful childhood camps that many people go too.  Campfire songs.  Exploration.  Humor. Camaraderie.  Living in tents.&lt;br /&gt;&lt;br /&gt;I'm still not sure what it meant on a grander scale, or if it needs to mean more than that.&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-2227842391642816064?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/2227842391642816064/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=2227842391642816064&amp;isPopup=true' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/2227842391642816064'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/2227842391642816064'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2010/08/twenty-thousand-kilometer-summer.html' title='A Twenty Thousand Kilometer Summer'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://lh3.ggpht.com/_ZZtfdqENa-c/TG6iTLnQ-7I/AAAAAAAAP3o/DYBhbz8XhtA/s72-c/DSC_6553.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-1927361045609877201</id><published>2010-07-26T23:30:00.000-04:00</published><updated>2010-07-26T23:30:34.410-04:00</updated><title type='text'>Old Days Again</title><content type='html'>In the old days, to make a photograph, photographers had to be very skilled.&amp;nbsp; They had to do everything manually.&amp;nbsp; Figure out exposure and the development process just right to make a picture.&amp;nbsp; But photographic technology developed.&amp;nbsp; Slowly, everything that was once hard became easier, and easier until today, every single step is automatic, down to detecting whether or not the person is smiling.&lt;br /&gt;&lt;br /&gt;I suspect that if i had been born about 80 years ago, I would have been engrossed in photography.&amp;nbsp; But today I can't really be, almost everything has been figured out.&lt;br /&gt;&lt;br /&gt;However, I have gotten myself into a field which has the same characteristics of that photographic era. Computer animation is a very similar, very technical skill that only a small percentage of the population has figured out.&amp;nbsp; It's part art, part technology, and delves with image creation.&lt;br /&gt;&lt;br /&gt;The question I wonder is if and when and how 3d animation will be made easier, and if it will ever get to the point where anyone who wants can use it as a powerful tool.&amp;nbsp; I suspect that being on the forefront of bring this type of high technology to the masses would be a good place to be.&lt;br /&gt;&lt;br /&gt;Kyler&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10714095-1927361045609877201?l=ihatekylerclub.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ihatekylerclub.blogspot.com/feeds/1927361045609877201/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=10714095&amp;postID=1927361045609877201&amp;isPopup=true' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/1927361045609877201'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/10714095/posts/default/1927361045609877201'/><link rel='alternate' type='text/html' href='http://ihatekylerclub.blogspot.com/2010/07/old-days-again.html' title='Old Days Again'/><author><name>Kyler Kelly</name><uri>https://profiles.google.com/112783268171600201561</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh3.googleusercontent.com/-UxVQwwGDB-U/AAAAAAAAAAI/AAAAAAAAQRs/9Zr4FQiJMxI/s512-c/photo.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-10714095.post-1467893637933089652</id><published>2010-07-22T15:15:00.000-04:00</published><updated>2010-07-22T15:15:34.905-04:00</updated><title type='text'>Ten Thousand Hour Master</
