<?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-5501940991982870764</id><updated>2012-02-16T10:39:10.477Z</updated><category term='alpha'/><category term='audio'/><category term='processing'/><category term='colour'/><category term='generative'/><category term='transparency'/><category term='word command'/><category term='zero x F300'/><category term='abstraction'/><category term='laser cutter'/><category term='minim'/><category term='random'/><category term='generative drawing'/><category term='Barry Manilow'/><category term='CNC'/><category term='inspiration'/><category term='systems art'/><title type='text'>Imprecise with precise tools ␥⦚≋♒</title><subtitle type='html'>Blog for participants of a three-day staff/student workshop exploiting the clash between digital and analogue using Processing (open source generative design software) with CNC and laser machines.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://imprecise-precise.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>IMPRECISE WITH PRECISE TOOLS ♒</name><uri>http://www.blogger.com/profile/11394349189849555308</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>64</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-4302622545778949144</id><published>2011-11-20T19:02:00.000Z</published><updated>2011-11-20T19:02:31.842Z</updated><title type='text'>Life inside the machine.</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-b9d4c2d188c7c2e0" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"&gt;&lt;param name="movie" value="http://www.youtube.com/get_player"&gt;&lt;param name="bgcolor" value="#FFFFFF"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="flashvars" value="flvurl=http://v16.nonxt5.googlevideo.com/videoplayback?id%3Db9d4c2d188c7c2e0%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1332405347%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D2AC42A3AA15B3F3FAAD2969872209F47DDBA0F0F.314CB934CC66E39C4DA457FF34B09E9998C04B0%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Db9d4c2d188c7c2e0%26offsetms%3D5000%26itag%3Dw160%26sigh%3DLKNk_8QdzAku1DQq2O5J7r6kNqM&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="320" height="266" 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href='http://www.blogger.com/feeds/5501940991982870764/posts/default/4302622545778949144'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/life-inside-machine.html' title='Life inside the machine.'/><author><name>IMPRECISE WITH PRECISE TOOLS ♒</name><uri>http://www.blogger.com/profile/11394349189849555308</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-5414505457194513333</id><published>2011-11-20T12:34:00.000Z</published><updated>2011-11-20T12:34:16.701Z</updated><title type='text'>The finished exhibition.</title><content type='html'>&lt;a href="http://www.flickr.com/photos/46599298@N07/6368707107/" title="GOPR8304 by Adam Cluley, on Flickr"&gt;&lt;img src="http://farm7.staticflickr.com/6099/6368707107_38e993ce68.jpg" width="500" height="375" alt="GOPR8304"&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/46599298@N07/6368706213/" title="GOPR8309 by Adam Cluley, on Flickr"&gt;&lt;img src="http://farm7.staticflickr.com/6037/6368706213_ccc84e84d1.jpg" width="500" height="375" alt="GOPR8309"&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/46599298@N07/6368708121/" title="IMG_0100 by Adam Cluley, on Flickr"&gt;&lt;img src="http://farm7.staticflickr.com/6217/6368708121_c8683b00e1.jpg" width="500" height="375" alt="IMG_0100"&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-5414505457194513333?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5414505457194513333'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5414505457194513333'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/finished-exhibition_20.html' title='The finished exhibition.'/><author><name>IMPRECISE WITH PRECISE TOOLS ♒</name><uri>http://www.blogger.com/profile/11394349189849555308</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-3805351325972726388</id><published>2011-11-18T11:52:00.001Z</published><updated>2011-11-18T11:55:17.200Z</updated><title type='text'></title><content type='html'>&lt;a href="http://www.flickr.com/photos/46599298@N07/6357787831/" title="GOPR8285 by Adam Cluley, on Flickr"&gt;&lt;img src="http://farm7.static.flickr.com/6045/6357787831_151f3b151e.jpg" width="500" height="319" alt="GOPR8285" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/46599298@N07/6357788141/" title="GOPR8288 by Adam Cluley, on Flickr"&gt;&lt;img src="http://farm7.static.flickr.com/6237/6357788141_171298e136.jpg" width="500" height="375" alt="GOPR8288" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/46599298@N07/6357789589/" title="GOPR8295 by Adam Cluley, on Flickr"&gt;&lt;img src="http://farm7.static.flickr.com/6108/6357789589_1d31b0e5c2.jpg" width="500" height="375" alt="GOPR8295" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/46599298@N07/6357788987/" title="GOPR8294 by Adam Cluley, on Flickr"&gt;&lt;img src="http://farm7.static.flickr.com/6217/6357788987_c7a068252e.jpg" width="500" height="375" alt="GOPR8294" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/46599298@N07/6357788745/" title="GOPR8293 by Adam Cluley, on Flickr"&gt;&lt;img src="http://farm7.static.flickr.com/6098/6357788745_23884472a8.jpg" width="500" height="375" alt="GOPR8293" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/46599298@N07/6357788601/" title="GOPR8292 by Adam Cluley, on Flickr"&gt;&lt;img src="http://farm7.static.flickr.com/6224/6357788601_8bef49c280.jpg" width="500" height="375" alt="GOPR8292" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/46599298@N07/6357788471/" title="GOPR8291 by Adam Cluley, on Flickr"&gt;&lt;img src="http://farm7.static.flickr.com/6095/6357788471_e7a4a3b41f.jpg" width="500" height="375" alt="GOPR8291" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/46599298@N07/6357788367/" title="GOPR8289 by Adam Cluley, on Flickr"&gt;&lt;img src="http://farm7.static.flickr.com/6019/6357788367_134304fa11.jpg" width="500" height="259" alt="GOPR8289" /&gt;&lt;/a&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Update: Exhibition Friday 18th Nov. Just a taster of our lo-fi paradise.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-3805351325972726388?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/3805351325972726388'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/3805351325972726388'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/update-exhibition-friday-18th-nov.html' title=''/><author><name>Adam Cluley</name><uri>http://www.blogger.com/profile/12677679724721309068</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='21' height='32' src='http://3.bp.blogspot.com/-5DDmF-GU8DA/Tr_XqBX5zBI/AAAAAAAAAG4/Fpp9iKUpq1w/s220/9.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://farm7.static.flickr.com/6045/6357787831_151f3b151e_t.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-2848055802070950316</id><published>2011-11-18T10:44:00.003Z</published><updated>2011-11-18T10:49:35.770Z</updated><title type='text'>Exhbition today</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-hU2N-o88Zhw/TsY4NzzjFPI/AAAAAAAAAIw/hMnXTMFm-To/s1600/processing%2B047.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://3.bp.blogspot.com/-hU2N-o88Zhw/TsY4NzzjFPI/AAAAAAAAAIw/hMnXTMFm-To/s400/processing%2B047.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5676286190242960626" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-1w5IBZ1yL_A/TsY4M88CuzI/AAAAAAAAAIo/IFvzypzL3KU/s1600/processing%2B049.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://2.bp.blogspot.com/-1w5IBZ1yL_A/TsY4M88CuzI/AAAAAAAAAIo/IFvzypzL3KU/s400/processing%2B049.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5676286175514639154" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-tEMJdpg5cGo/TsY4MmIE1NI/AAAAAAAAAIY/ujitn42-s4o/s1600/processing%2B043.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://3.bp.blogspot.com/-tEMJdpg5cGo/TsY4MmIE1NI/AAAAAAAAAIY/ujitn42-s4o/s400/processing%2B043.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5676286169391092946" /&gt;&lt;/a&gt;&lt;br /&gt;open 10am - 4pm&lt;br /&gt;intro talk at 12.30&lt;br /&gt;All Welcome&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-2848055802070950316?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/2848055802070950316'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/2848055802070950316'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/exhbition-today.html' title='Exhbition today'/><author><name>Dan R</name><uri>http://www.blogger.com/profile/17241675447828576623</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-XnTUPcnfLCU/TrKFgnlNDTI/AAAAAAAAAFk/6WggI7GRsWg/s220/danr.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-hU2N-o88Zhw/TsY4NzzjFPI/AAAAAAAAAIw/hMnXTMFm-To/s72-c/processing%2B047.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-1764442430887437776</id><published>2011-11-17T10:44:00.007Z</published><updated>2011-11-18T11:06:39.026Z</updated><title type='text'>Processing Design Fabrication</title><content type='html'>&lt;strong&gt;Reflections on the Processing Workshop &lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;“…Processing is an open source programming environment for people who want to create images, animations, and interactions. With the coding based system processing converts the data in generated information. Data in many formats can be imported, manipulated, and exported.&lt;br /&gt;The potential of the software environment of Processing combined with the CNC or photo-etched process of "tooling" (milling, drilling, shaping and sketching) opens new challenges for designers. The Processing based sketches becomes "tactile" with material properties.&lt;br /&gt;&lt;br /&gt;Thank you for the invitation – Steffi Hußlein”&lt;br /&gt;&lt;br /&gt;&lt;em&gt;&lt;b&gt;Thoughts on Interaction Design&lt;/b&gt;&lt;br /&gt;&lt;/em&gt;&lt;br /&gt;Interaction Design is a process of designing with digital materials, physical negotiations and human communication. Basically, the challenge of human-system interface is to create user-friendly, effective, easy to use interactive systems for today and your future.&lt;br /&gt;&lt;br /&gt;The appropriate combination of software and hardware is the key to the design process: the design of forms and functions (Product Design) linked with the integrated design of networked information and often most complex story-driven interactive formats (Interaction Design).&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-1764442430887437776?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/1764442430887437776'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/1764442430887437776'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/processing-design-fabrication.html' title='Processing Design Fabrication'/><author><name>Steffi Husslein</name><uri>http://www.blogger.com/profile/11917852909824390975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-6050378093725695988</id><published>2011-11-17T10:42:00.005Z</published><updated>2011-11-18T11:06:57.151Z</updated><title type='text'>Geetings and thoughts from Rob!</title><content type='html'>Why should artists use CNC machinery, code and programming?&lt;br /&gt;&lt;br /&gt;The coding for the input side is new, almost none of the participants have experience in developing complex scripts to feed the computer. So in programming terms the results are very basic and the quality of expression is constrained to the basics. The challenge is to develop an artistic standpoint. The use of CNC machinery for output was limited in the same way like the input, as it is complicated to direct a CNC router to make moves. Manual control of a tool is much more direct. So for everybody it felt like drawing a picture without using their hands, guiding the brush only with the lips. After getting over this frustration the workshop showed what could be achieved even with this limited abilities. Provided with the same processing sketch the participants saw the diverseness of output that can be created. Everybody using the same sketch, creating different images, a whole image space was evolved. With this understanding the motivation rose to create individual and collaborative expressions within this constrained environment.&lt;br /&gt;&lt;br /&gt;The workshop demonstrated the complexity of new tools for design and art. In the past this process would have involved a computer scientist, an artist, a machinist and a coordinator. After three days of discussion the workflow was understood and began to output. For some it was not easy to be confronted with tasks never done before. Flexibility and team spirit succeeded and made this workshop a great starting point for further development.&lt;br /&gt;&lt;br /&gt;Thank You for the invitation.  Robert Laux&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-6050378093725695988?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/6050378093725695988'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/6050378093725695988'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/geetings-rob.html' title='Geetings and thoughts from Rob!'/><author><name>Steffi Husslein</name><uri>http://www.blogger.com/profile/11917852909824390975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-5560809689718692669</id><published>2011-11-16T21:09:00.001Z</published><updated>2011-11-16T21:17:21.646Z</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-aEabbPAAh3E/TsQkcgZYv3I/AAAAAAAAAmE/pYxEV3iU_-M/s1600/DSCF5815.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" hda="true" height="240" src="http://4.bp.blogspot.com/-aEabbPAAh3E/TsQkcgZYv3I/AAAAAAAAAmE/pYxEV3iU_-M/s320/DSCF5815.JPG" width="320" /&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://3.bp.blogspot.com/-bqx36mVg6Yg/TsQlOHWYz4I/AAAAAAAAAmM/kcZb2Zd7Lgs/s1600/DSCF5818.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" hda="true" height="240" src="http://3.bp.blogspot.com/-bqx36mVg6Yg/TsQlOHWYz4I/AAAAAAAAAmM/kcZb2Zd7Lgs/s320/DSCF5818.JPG" width="320" /&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://2.bp.blogspot.com/-65R34OMdDSA/TsQlrHwC8vI/AAAAAAAAAmU/xh0Jgryd__k/s1600/DSCF5823.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" hda="true" height="240" src="http://2.bp.blogspot.com/-65R34OMdDSA/TsQlrHwC8vI/AAAAAAAAAmU/xh0Jgryd__k/s320/DSCF5823.JPG" width="320" /&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://3.bp.blogspot.com/-_cLfif8CFQo/TsQmUrZPnEI/AAAAAAAAAmc/glbBwg4AaP4/s1600/DSCF5826.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" hda="true" height="240" src="http://3.bp.blogspot.com/-_cLfif8CFQo/TsQmUrZPnEI/AAAAAAAAAmc/glbBwg4AaP4/s320/DSCF5826.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Some of the work produced on day 3 by Carol Sowden, Gina Stockwell, Adam Cluley,Zoe Moyden and James Smart &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-5560809689718692669?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5560809689718692669'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5560809689718692669'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/some-of-work-produced-on-day-3-by-carol.html' title=''/><author><name>Our relationship with...</name><uri>http://www.blogger.com/profile/14221023506973273487</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-aEabbPAAh3E/TsQkcgZYv3I/AAAAAAAAAmE/pYxEV3iU_-M/s72-c/DSCF5815.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-4884655032983925516</id><published>2011-11-16T20:04:00.000Z</published><updated>2011-11-16T20:04:43.381Z</updated><title type='text'>int workshopDays = 3</title><content type='html'>So here we are, on the other side. Anyway below is a selection of my images produced through Processing code.&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-uNE97Zxp_Ms/TsQW_m5KwwI/AAAAAAAAAEk/kJcVqQ_ZNIY/s1600/antdots2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="210" src="http://1.bp.blogspot.com/-uNE97Zxp_Ms/TsQW_m5KwwI/AAAAAAAAAEk/kJcVqQ_ZNIY/s320/antdots2.jpg" width="320" /&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://3.bp.blogspot.com/-rXyQ9GuDFtw/TsQXCbIRXYI/AAAAAAAAAEs/GaNZ5rVOtq8/s1600/antdots3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="210" src="http://3.bp.blogspot.com/-rXyQ9GuDFtw/TsQXCbIRXYI/AAAAAAAAAEs/GaNZ5rVOtq8/s320/antdots3.jpg" width="320" /&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://1.bp.blogspot.com/-zvWVUS3whKE/TsQXHst4DSI/AAAAAAAAAE0/EA7WJ8tMMAE/s1600/fire.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-zvWVUS3whKE/TsQXHst4DSI/AAAAAAAAAE0/EA7WJ8tMMAE/s320/fire.jpg" width="213" /&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://3.bp.blogspot.com/-IUW-Fk4HE6I/TsQXN8mNroI/AAAAAAAAAE8/F8EnD0DdRZk/s1600/map.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-IUW-Fk4HE6I/TsQXN8mNroI/AAAAAAAAAE8/F8EnD0DdRZk/s320/map.jpg" width="236" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;-Adam&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/5501940991982870764-4884655032983925516?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/4884655032983925516'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/4884655032983925516'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/int-workshopdays-3.html' title='int workshopDays = 3'/><author><name>IMPRECISE WITH PRECISE TOOLS ♒</name><uri>http://www.blogger.com/profile/11394349189849555308</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-uNE97Zxp_Ms/TsQW_m5KwwI/AAAAAAAAAEk/kJcVqQ_ZNIY/s72-c/antdots2.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-800152880002865625</id><published>2011-11-16T17:03:00.002Z</published><updated>2011-11-16T17:10:53.270Z</updated><title type='text'></title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-kpmmcurSwmY/TsPulpRakMI/AAAAAAAAAHo/QvVqMOJEiwg/s1600/pinhole1.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 139px; height: 200px;" src="http://2.bp.blogspot.com/-kpmmcurSwmY/TsPulpRakMI/AAAAAAAAAHo/QvVqMOJEiwg/s200/pinhole1.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675642285918425282" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-800152880002865625?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/800152880002865625'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/800152880002865625'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/blog-post_4793.html' title=''/><author><name>Dan R</name><uri>http://www.blogger.com/profile/17241675447828576623</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-XnTUPcnfLCU/TrKFgnlNDTI/AAAAAAAAAFk/6WggI7GRsWg/s220/danr.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-kpmmcurSwmY/TsPulpRakMI/AAAAAAAAAHo/QvVqMOJEiwg/s72-c/pinhole1.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-8106979539212879064</id><published>2011-11-16T16:57:00.004Z</published><updated>2011-11-16T17:08:17.720Z</updated><title type='text'></title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-1yeolk8TDGo/TsPsA_uSSLI/AAAAAAAAADI/_cQb186U3pM/s1600/IMG_3195.JPG"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 214px;" src="http://3.bp.blogspot.com/-1yeolk8TDGo/TsPsA_uSSLI/AAAAAAAAADI/_cQb186U3pM/s320/IMG_3195.JPG" alt="" id="BLOGGER_PHOTO_ID_5675639457266682034" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-MA_U3VW3Wdo/TsPr4lDPYWI/AAAAAAAAAC8/FvGbMwbJPiU/s1600/_MG_3220.JPG"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 214px;" src="http://3.bp.blogspot.com/-MA_U3VW3Wdo/TsPr4lDPYWI/AAAAAAAAAC8/FvGbMwbJPiU/s320/_MG_3220.JPG" alt="" id="BLOGGER_PHOTO_ID_5675639312667861346" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-UgyQei22LTQ/TsPrw-u6GzI/AAAAAAAAACw/cZlb5lKRqpo/s1600/IMG_3187.JPG"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 214px;" src="http://3.bp.blogspot.com/-UgyQei22LTQ/TsPrw-u6GzI/AAAAAAAAACw/cZlb5lKRqpo/s320/IMG_3187.JPG" alt="" id="BLOGGER_PHOTO_ID_5675639182122949426" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-YTj8GqAgYm0/TsProHAuMnI/AAAAAAAAACk/FFSIB_W1bZo/s1600/_MG_3211.JPG"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 214px;" src="http://4.bp.blogspot.com/-YTj8GqAgYm0/TsProHAuMnI/AAAAAAAAACk/FFSIB_W1bZo/s320/_MG_3211.JPG" alt="" id="BLOGGER_PHOTO_ID_5675639029726327410" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-8106979539212879064?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/8106979539212879064'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/8106979539212879064'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/blog-post_1871.html' title=''/><author><name>Katie Broadley</name><uri>http://www.blogger.com/profile/04656260134025269912</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-1yeolk8TDGo/TsPsA_uSSLI/AAAAAAAAADI/_cQb186U3pM/s72-c/IMG_3195.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-987343206149450892</id><published>2011-11-16T16:42:00.000Z</published><updated>2011-11-16T17:02:46.992Z</updated><title type='text'>Cheryl's first image</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-uAG8eyPnULw/TsPshtCWIXI/AAAAAAAAAHE/eWJ6QG3D2T8/s1600/ch%2Brasta.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 139px; height: 200px;" src="http://2.bp.blogspot.com/-uAG8eyPnULw/TsPshtCWIXI/AAAAAAAAAHE/eWJ6QG3D2T8/s200/ch%2Brasta.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5675640019186229618" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-987343206149450892?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/987343206149450892'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/987343206149450892'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/cheryls-first-image.html' title='Cheryl&apos;s first image'/><author><name>Dan R</name><uri>http://www.blogger.com/profile/17241675447828576623</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-XnTUPcnfLCU/TrKFgnlNDTI/AAAAAAAAAFk/6WggI7GRsWg/s220/danr.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-uAG8eyPnULw/TsPshtCWIXI/AAAAAAAAAHE/eWJ6QG3D2T8/s72-c/ch%2Brasta.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-8162093984363884732</id><published>2011-11-16T16:31:00.001Z</published><updated>2011-11-16T16:31:30.992Z</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-ab92a632ba12bd88" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"&gt;&lt;param name="movie" value="http://www.youtube.com/get_player"&gt;&lt;param name="bgcolor" value="#FFFFFF"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="flashvars" value="flvurl=http://v7.nonxt3.googlevideo.com/videoplayback?id%3Dab92a632ba12bd88%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1332405347%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D247DF19656C9E6A948B7740D3DF133F4D3B37CCF.631D72222C44A654CAC642E022DDC8754856FE56%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Dab92a632ba12bd88%26offsetms%3D5000%26itag%3Dw160%26sigh%3DbcgGe-ZE8IODm85XSaFLEK11Wws&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="320" height="266" bgcolor="#FFFFFF"flashvars="flvurl=http://v7.nonxt3.googlevideo.com/videoplayback?id%3Dab92a632ba12bd88%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1332405347%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D247DF19656C9E6A948B7740D3DF133F4D3B37CCF.631D72222C44A654CAC642E022DDC8754856FE56%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Dab92a632ba12bd88%26offsetms%3D5000%26itag%3Dw160%26sigh%3DbcgGe-ZE8IODm85XSaFLEK11Wws&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;/div&gt;CNC in motion! Finally seeing the fruits of our labour materialize!!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-8162093984363884732?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/8162093984363884732'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/8162093984363884732'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/cnc-in-motion-finally-seeing-fruits-of.html' title=''/><author><name>Our relationship with...</name><uri>http://www.blogger.com/profile/14221023506973273487</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-5882620062858923569</id><published>2011-11-16T16:30:00.005Z</published><updated>2011-11-16T19:27:13.184Z</updated><title type='text'>INTRODUCTORY QUOTES</title><content type='html'>CHERYL HUNTBACH - "In my practice, I use meticulous and repetitive processes. Working within prescribed perimeters in order to explore and push the nuances of drawing."&lt;br /&gt;&lt;br /&gt;ROGER BERRY - "I have previously experimented with CNC machinery that has allowed me to explore the random use of  paintbrush strokes on a static surface. Random use of colours also created rather interesting results, but the use of indian inks doesn't work because all colours ultimately turn brown in a short period of time."&lt;br /&gt;&lt;br /&gt;MATT PARKES - "I like to think of this technology as a way of making people that are artistically inclined able to have full control over the output of their work."&lt;br /&gt;&lt;br /&gt;JAMES SMART - "I come from a fine art background, and have experimented with the exploration of materials and investigating the process of making. This has now extended into software/computers and related technology."&lt;br /&gt;&lt;br /&gt;TOM - KNAPP "I have primarily used computers as a way of creating music and to set up a system that I can interact with, the majority of what I do is live performance and I have also used audio to drive real-time computer graphic systems."&lt;br /&gt;&lt;br /&gt;ZOE MOYDEN  - "My work is largely based around the experience of reading and interacting with books, this ranges from the process of making books in an extremely labour intensive manner to the act of submerging yourself into the literature itself. I ultimately explore literature as a means of art."&lt;br /&gt;&lt;br /&gt;ELISA HEIKKILA - "My work explores the notions of female identity and the way that this can change throughout life experiences, such as motherhood."&lt;br /&gt;&lt;br /&gt;ADAM CLULEY - "My body of work explores the notions of space and environment and the investigation of utopias and dystopias, with my current project I aim to draw comparisons between solitary and social microcosms. "&lt;br /&gt;&lt;br /&gt;DAN ROBINSON - "I work with events and images of events,  often drawings. I like to use different time-scales, so for example a drawing proposes an event, an event happens and then further images document it. I'm really interested in this clash of digital and analogue.&lt;br /&gt;In my teaching practice I work with collaboration and bringing together different disciplines. For this workshop, I believe it's really important that teaching staff, technical staff and students are all working together, outside the confines of their normal roles."&lt;br /&gt;&lt;br /&gt;CAROL SOWDEN - "My work explores the natural world and the physicality of the land and it's material. The processes that I use and the rawness of such materials is extremely important to me."&lt;br /&gt;&lt;br /&gt;KATIE BROADLEY - "My current practice explores rules, boundaries and obstruction. It is these themes that I want to apply to Processing by generating digital instruction that stretches the boundaries of the process.&lt;br /&gt;&lt;br /&gt;VARSHA CHOUHAN - "I explore the concept of globalisation of beauty and the ideals created, this is largely from a female perspective, i also explore identity and gender sexuality with regards to varying cultures. At the moment I'm looking at the relationship between human emotions and hair. I have touched upon hair being a symbol of beauty and I am interested in how this can quickly become the abject."&lt;br /&gt;&lt;br /&gt;GINA STOCKWELL - "I am largely concerned with mental health issues and the way that the human brain and emotions work, I like to explore the relationship between fantasy and reality. Through digital media I explore manipulation of images, mirroring how the mind can manipulate the perception of reality when faced with such chemical imbalance."&lt;br /&gt;&lt;br /&gt;PATRICK KIRK-SMITH- "Processing is not a method that I use in my practice generally, but I am interested in manipulating code using automated software to generate text."&lt;br /&gt;&lt;br /&gt;JOANNA GELDARD - "I've landed from a greenhouse, I explore the edge of spaces, so I work with diagrams, maps and blueprints to reinterpret voids, this means I have used a variety of processes from technical through to performance."&lt;br /&gt;&lt;br /&gt;PAULA CHAMBERS - "I am a 3D artist who subverts objects, I am exploring what it means to inhabit a female body in the 21st Century, i use contextually relevant materials and processes, this creates strong narrative themes and imagery."&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-5882620062858923569?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5882620062858923569'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5882620062858923569'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/introductory-quotes.html' title='INTRODUCTORY QUOTES'/><author><name>Lauren Robson</name><uri>http://www.blogger.com/profile/09920133547634837548</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://2.bp.blogspot.com/-zVS54vstjZg/TXqGYFwN-fI/AAAAAAAAAYg/P2wOfZ2rSBg/s220/IMG_9284.JPG'/></author></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-5958706305288989503</id><published>2011-11-16T16:29:00.002Z</published><updated>2011-11-16T16:35:37.013Z</updated><title type='text'>Week in Processing.</title><content type='html'>For a workshop dominated by us Interdiscplinarists (a species&amp;nbsp;heavily practised in raw process) being thrown into a three-day intensive-course in computer programming, was a bit of a shock to the system. Even so, everyones', modified,&amp;nbsp;ideas have been realised; made use of the online open-source processing society (the biggest blessing of the week); and, largely, created a pretty lively discussion/atmosphere.&lt;br /&gt;&lt;br /&gt;I came into the workshop with, what I tought was, a reasonable amount of experience (and&amp;nbsp;the understanding that processing was a little bit like Barry Manilow) but I've learned more in these three days than I probably ever have in all my high school&amp;nbsp;I.C.T lessons put together. I'll almost certainly be using this software again. Just a quick look at what we've produced (interdisciplinarists, technical staff, et al)&amp;nbsp;in three days, shows the almost infinite possibilities of this software.&lt;br /&gt;&lt;br /&gt;Once we came to terms with square eyes and tempermantal air conditioning, it was a massively enjoyable few days.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-IFGZjtmYSyE/TsPlw4EyxvI/AAAAAAAAACc/oPCe6Bvkrus/s1600/processing.png" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" hda="true" height="200" src="http://3.bp.blogspot.com/-IFGZjtmYSyE/TsPlw4EyxvI/AAAAAAAAACc/oPCe6Bvkrus/s200/processing.png" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;&lt;a href="http://2.bp.blogspot.com/-EWFDI1wdf-I/TsPlf2uf-pI/AAAAAAAAACU/ydN2xnOP7Ss/s1600/kzqqun69zet6te6.jpg" imageanchor="1" style="clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" hda="true" height="185" src="http://2.bp.blogspot.com/-EWFDI1wdf-I/TsPlf2uf-pI/AAAAAAAAACU/ydN2xnOP7Ss/s200/kzqqun69zet6te6.jpg" width="200" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div align="center"&gt;&lt;span style="font-size: x-large;"&gt;&lt;strong&gt;=﻿&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-5958706305288989503?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5958706305288989503'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5958706305288989503'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/week-in-processing.html' title='Week in Processing.'/><author><name>Patrick James Kirk-Smith</name><uri>http://www.blogger.com/profile/01407188173470518937</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-IFGZjtmYSyE/TsPlw4EyxvI/AAAAAAAAACc/oPCe6Bvkrus/s72-c/processing.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-3077875009449603002</id><published>2011-11-16T16:21:00.001Z</published><updated>2011-11-16T16:25:08.009Z</updated><title type='text'>Finished Pieces</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-CQTuNiO4D18/TsPjsweU6hI/AAAAAAAAAB0/saZTiR5ax8Q/s1600/DSC_0658.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 214px;" src="http://1.bp.blogspot.com/-CQTuNiO4D18/TsPjsweU6hI/AAAAAAAAAB0/saZTiR5ax8Q/s320/DSC_0658.JPG" alt="" id="BLOGGER_PHOTO_ID_5675630313482807826" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-xw9mwCxe6_0/TsPjssREV5I/AAAAAAAAABk/4jDXMiKrtCE/s1600/DSC_0659.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 214px;" src="http://4.bp.blogspot.com/-xw9mwCxe6_0/TsPjssREV5I/AAAAAAAAABk/4jDXMiKrtCE/s320/DSC_0659.JPG" alt="" id="BLOGGER_PHOTO_ID_5675630312353453970" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-ciuDYd03q3E/TsPjt7i67SI/AAAAAAAAAB8/1wKuZgs-yWI/s1600/DSC_0637.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 214px;" src="http://3.bp.blogspot.com/-ciuDYd03q3E/TsPjt7i67SI/AAAAAAAAAB8/1wKuZgs-yWI/s320/DSC_0637.JPG" alt="" id="BLOGGER_PHOTO_ID_5675630333634735394" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-3077875009449603002?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/3077875009449603002'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/3077875009449603002'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/finished-pieces.html' title='Finished Pieces'/><author><name>Gina Stockwell</name><uri>http://www.blogger.com/profile/06734207692243781766</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://3.bp.blogspot.com/-xcktRN7VDY0/Tx_8wQRkinI/AAAAAAAAACc/MUOZ_e-RN40/s220/crop.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-CQTuNiO4D18/TsPjsweU6hI/AAAAAAAAAB0/saZTiR5ax8Q/s72-c/DSC_0658.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-1844647672392835130</id><published>2011-11-16T15:12:00.011Z</published><updated>2011-11-17T21:39:37.340Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='laser cutter'/><category scheme='http://www.blogger.com/atom/ns#' term='random'/><category scheme='http://www.blogger.com/atom/ns#' term='CNC'/><category scheme='http://www.blogger.com/atom/ns#' term='colour'/><category scheme='http://www.blogger.com/atom/ns#' term='alpha'/><category scheme='http://www.blogger.com/atom/ns#' term='transparency'/><category scheme='http://www.blogger.com/atom/ns#' term='abstraction'/><title type='text'>day 3.</title><content type='html'>Experiments with drawing, shape, colour, transparency and random values.&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-P6K8dhS725Q/TsPjN_Xg5gI/AAAAAAAAAh4/Nk4psmAD8mA/s1600/rndgreen.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 321px;" src="http://1.bp.blogspot.com/-P6K8dhS725Q/TsPjN_Xg5gI/AAAAAAAAAh4/Nk4psmAD8mA/s400/rndgreen.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5675629784904820226" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-CahWzBiKM8Y/TsPgonv30SI/AAAAAAAAAhg/60sAxUKvm6g/s1600/randellipses.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 321px;" src="http://3.bp.blogspot.com/-CahWzBiKM8Y/TsPgonv30SI/AAAAAAAAAhg/60sAxUKvm6g/s400/randellipses.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5675626943886119202" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-xstk7xREFWw/TsPglvAPfwI/AAAAAAAAAhU/0tL3bA1OgC0/s1600/hmhm.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 390px; height: 400px;" src="http://3.bp.blogspot.com/-xstk7xREFWw/TsPglvAPfwI/AAAAAAAAAhU/0tL3bA1OgC0/s400/hmhm.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5675626894294220546" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;Today we formed collaborative groups. The group I worked with (Cheryl Huntbach, Varsha Chouhan, Elisa Heikkila and myself) used processing to drive the CNC and the laser cutter to make work exploring abstraction and repetition on various surfaces.&lt;/p&gt;&lt;p&gt;&lt;a href="http://4.bp.blogspot.com/-uFhcGx5vXDM/TsPhm-0n7dI/AAAAAAAAAhs/Gypg7hDv2M8/s1600/111116_132811_raster.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 302px;" src="http://4.bp.blogspot.com/-uFhcGx5vXDM/TsPhm-0n7dI/AAAAAAAAAhs/Gypg7hDv2M8/s400/111116_132811_raster.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5675628015231954386" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-BLScn0vxh8g/TsPTYxjCWXI/AAAAAAAAAgk/EjCazH0I24s/s1600/IMG_0507.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://3.bp.blogspot.com/-BLScn0vxh8g/TsPTYxjCWXI/AAAAAAAAAgk/EjCazH0I24s/s400/IMG_0507.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675612377987570034" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-K3nR3EBe9sg/TsPTQnNErAI/AAAAAAAAAgY/4UvQJztQRRw/s1600/IMG_0515.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 300px; height: 400px;" src="http://4.bp.blogspot.com/-K3nR3EBe9sg/TsPTQnNErAI/AAAAAAAAAgY/4UvQJztQRRw/s400/IMG_0515.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675612237772139522" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-b4b50b0cd2fdb79e" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"&gt;&lt;param name="movie" value="http://www.youtube.com/get_player"&gt;&lt;param name="bgcolor" value="#FFFFFF"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="flashvars" value="flvurl=http://v21.nonxt8.googlevideo.com/videoplayback?id%3Db4b50b0cd2fdb79e%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1332405347%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D4A663D859160C93C01A4EF2E61E0878747480A55.71F46FEE37B8F4734B480D316CEB6604BEECE8CA%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Db4b50b0cd2fdb79e%26offsetms%3D5000%26itag%3Dw160%26sigh%3DdovJlAKRArNHBW7ieT-FAkCpYUc&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="320" height="266" bgcolor="#FFFFFF"flashvars="flvurl=http://v21.nonxt8.googlevideo.com/videoplayback?id%3Db4b50b0cd2fdb79e%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1332405347%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D4A663D859160C93C01A4EF2E61E0878747480A55.71F46FEE37B8F4734B480D316CEB6604BEECE8CA%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Db4b50b0cd2fdb79e%26offsetms%3D5000%26itag%3Dw160%26sigh%3DdovJlAKRArNHBW7ieT-FAkCpYUc&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-kofBc3yPc3k/TsPUZmPWYWI/AAAAAAAAAgw/Iq-rZ6obedk/s1600/IMG_0520.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://2.bp.blogspot.com/-kofBc3yPc3k/TsPUZmPWYWI/AAAAAAAAAgw/Iq-rZ6obedk/s400/IMG_0520.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675613491643703650" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-1844647672392835130?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/1844647672392835130'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/1844647672392835130'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/day-3_16.html' title='day 3.'/><author><name>Tom Knapp</name><uri>http://www.blogger.com/profile/07724231158225888975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://1.bp.blogspot.com/_lJVagPMzDFc/TFrMkN5UvYI/AAAAAAAAANA/3pBQeBKOCu0/S220/tokiii.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-P6K8dhS725Q/TsPjN_Xg5gI/AAAAAAAAAh4/Nk4psmAD8mA/s72-c/rndgreen.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-1777028504692591918</id><published>2011-11-16T15:11:00.001Z</published><updated>2011-11-16T16:41:06.581Z</updated><title type='text'>Surfaces</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Dq5cdSOgMmU/TsPSVZryisI/AAAAAAAAACc/UPnqipX97DY/s1600/IMG_6642.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="277" src="http://1.bp.blogspot.com/-Dq5cdSOgMmU/TsPSVZryisI/AAAAAAAAACc/UPnqipX97DY/s320/IMG_6642.JPG" width="320" /&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://1.bp.blogspot.com/-h2Xl_SM8y-Q/TsPSWvh0NqI/AAAAAAAAACk/IFL4hDCx4dM/s1600/IMG_6644.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="226" src="http://1.bp.blogspot.com/-h2Xl_SM8y-Q/TsPSWvh0NqI/AAAAAAAAACk/IFL4hDCx4dM/s320/IMG_6644.JPG" width="320" /&gt;&lt;/a&gt;&lt;a href="http://2.bp.blogspot.com/-l-jl-LjUN7c/TsPnd7TrwII/AAAAAAAAACs/kG8Wj7yQM5o/s1600/IMG_6646.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="213" src="http://2.bp.blogspot.com/-l-jl-LjUN7c/TsPnd7TrwII/AAAAAAAAACs/kG8Wj7yQM5o/s320/IMG_6646.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;span style="font-size: x-small;"&gt;Digital images scratched and burned onto different surfaces.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-1777028504692591918?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/1777028504692591918'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/1777028504692591918'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/surfaces.html' title='Surfaces'/><author><name>elisa_heikkila</name><uri>http://www.blogger.com/profile/08893857152754257897</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-Dq5cdSOgMmU/TsPSVZryisI/AAAAAAAAACc/UPnqipX97DY/s72-c/IMG_6642.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-8921823372020581403</id><published>2011-11-16T12:36:00.003Z</published><updated>2011-11-16T12:40:45.948Z</updated><title type='text'>Pattern</title><content type='html'>&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-59d62f5f86986ee9" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"&gt;&lt;param name="movie" value="http://www.youtube.com/get_player"&gt;&lt;param name="bgcolor" value="#FFFFFF"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="flashvars" value="flvurl=http://v12.nonxt1.googlevideo.com/videoplayback?id%3D59d62f5f86986ee9%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1332405347%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D3EE833262E96D921766918D4F5322EDBF7EB5A44.5D66A2160987552A9FC6EEEB3EEC5D169A45AB02%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D59d62f5f86986ee9%26offsetms%3D5000%26itag%3Dw160%26sigh%3DGkYUcuy7GSuA4q-LApuSAFXa9Xo&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="320" height="266" bgcolor="#FFFFFF"flashvars="flvurl=http://v12.nonxt1.googlevideo.com/videoplayback?id%3D59d62f5f86986ee9%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1332405347%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D3EE833262E96D921766918D4F5322EDBF7EB5A44.5D66A2160987552A9FC6EEEB3EEC5D169A45AB02%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D59d62f5f86986ee9%26offsetms%3D5000%26itag%3Dw160%26sigh%3DGkYUcuy7GSuA4q-LApuSAFXa9Xo&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-8921823372020581403?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/8921823372020581403'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/8921823372020581403'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/blog-post_1697.html' title='Pattern'/><author><name>Steffi Husslein</name><uri>http://www.blogger.com/profile/11917852909824390975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-5234914355667339503</id><published>2011-11-16T10:57:00.002Z</published><updated>2011-11-16T10:59:50.005Z</updated><title type='text'>Rob at the second day</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-iFV-ngdLDYU/TsOXgBx3ghI/AAAAAAAAADo/KBj-S3WrIDA/s1600/P1030346.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 300px; height: 400px;" src="http://1.bp.blogspot.com/-iFV-ngdLDYU/TsOXgBx3ghI/AAAAAAAAADo/KBj-S3WrIDA/s400/P1030346.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5675546531906159122" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-92ltEuetg5k/TsOXKZGoRsI/AAAAAAAAADc/2FoFKnCCB3M/s1600/P1030322.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 300px; height: 400px;" src="http://3.bp.blogspot.com/-92ltEuetg5k/TsOXKZGoRsI/AAAAAAAAADc/2FoFKnCCB3M/s400/P1030322.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5675546160210134722" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-5234914355667339503?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5234914355667339503'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5234914355667339503'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/rob-at-second-day.html' title='Rob at the second day'/><author><name>Steffi Husslein</name><uri>http://www.blogger.com/profile/11917852909824390975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-iFV-ngdLDYU/TsOXgBx3ghI/AAAAAAAAADo/KBj-S3WrIDA/s72-c/P1030346.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-2470574602057103204</id><published>2011-11-16T10:49:00.010Z</published><updated>2011-11-16T13:12:13.487Z</updated><title type='text'>Drilling Processing</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-u3mpcU1InkY/TsOVZ4KZNVI/AAAAAAAAADQ/tJ9ZlX7sVZQ/s1600/P1030341.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://2.bp.blogspot.com/-u3mpcU1InkY/TsOVZ4KZNVI/AAAAAAAAADQ/tJ9ZlX7sVZQ/s400/P1030341.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675544227222205778" /&gt;&lt;/a&gt;&lt;a href="http://2.bp.blogspot.com/-GZJgSBzIBg8/TsOVVchDc8I/AAAAAAAAADE/6xTM8PQbjiM/s1600/P1030342.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;/a&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;  &lt;a href="http://2.bp.blogspot.com/-GZJgSBzIBg8/TsOVVchDc8I/AAAAAAAAADE/6xTM8PQbjiM/s1600/P1030342.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="text-align: left;display: block; margin-top: 0px; margin-right: auto; margin-bottom: 10px; margin-left: auto; cursor: pointer; width: 400px; height: 300px; " src="http://2.bp.blogspot.com/-GZJgSBzIBg8/TsOVVchDc8I/AAAAAAAAADE/6xTM8PQbjiM/s400/P1030342.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675544151081579458" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;..........................................&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-7833eb6419fe6ab4" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"&gt;&lt;param name="movie" value="http://www.youtube.com/get_player"&gt;&lt;param name="bgcolor" value="#FFFFFF"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="flashvars" value="flvurl=http://v22.nonxt5.googlevideo.com/videoplayback?id%3D7833eb6419fe6ab4%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1332405347%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D31420A81FCD84327376DF2B5AF948D7F73B1E2C1.790C7492EFD2D4D2A88812103DD854A1CE762634%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D7833eb6419fe6ab4%26offsetms%3D5000%26itag%3Dw160%26sigh%3D9aqmJjuv69RGk88m8LpuzEVsCUQ&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="320" height="266" bgcolor="#FFFFFF"flashvars="flvurl=http://v22.nonxt5.googlevideo.com/videoplayback?id%3D7833eb6419fe6ab4%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1332405347%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D31420A81FCD84327376DF2B5AF948D7F73B1E2C1.790C7492EFD2D4D2A88812103DD854A1CE762634%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D7833eb6419fe6ab4%26offsetms%3D5000%26itag%3Dw160%26sigh%3D9aqmJjuv69RGk88m8LpuzEVsCUQ&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-2470574602057103204?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/2470574602057103204'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/2470574602057103204'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/blog-post_16.html' title='Drilling Processing'/><author><name>Steffi Husslein</name><uri>http://www.blogger.com/profile/11917852909824390975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-u3mpcU1InkY/TsOVZ4KZNVI/AAAAAAAAADQ/tJ9ZlX7sVZQ/s72-c/P1030341.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-5720883388717698786</id><published>2011-11-16T09:13:00.009Z</published><updated>2011-11-16T09:41:16.067Z</updated><title type='text'>day 2</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-K3DAINBv1mw/TsOFNh5OveI/AAAAAAAAAgM/MTfVGMD0tNI/s1600/111115_221256_raster.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 236px;" src="http://2.bp.blogspot.com/-K3DAINBv1mw/TsOFNh5OveI/AAAAAAAAAgM/MTfVGMD0tNI/s400/111115_221256_raster.png" border="0" alt=""id="BLOGGER_PHOTO_ID_5675526422900162018" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-A8WJkvzgxTs/TsOBvZFCjoI/AAAAAAAAAf0/04FYieqrxGU/s1600/test55.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 378px;" src="http://1.bp.blogspot.com/-A8WJkvzgxTs/TsOBvZFCjoI/AAAAAAAAAf0/04FYieqrxGU/s400/test55.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5675522606602817154" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-26rJ1Ak_yj0/TsOBqINpODI/AAAAAAAAAfo/T9dmfBHFnTw/s1600/test4.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 378px;" src="http://3.bp.blogspot.com/-26rJ1Ak_yj0/TsOBqINpODI/AAAAAAAAAfo/T9dmfBHFnTw/s400/test4.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5675522516176156722" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-gKzbW-uO_ic/TsOCdOSVN6I/AAAAAAAAAgA/GTGLBDh6Crg/s1600/111116_090520_raster.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 400px;" src="http://3.bp.blogspot.com/-gKzbW-uO_ic/TsOCdOSVN6I/AAAAAAAAAgA/GTGLBDh6Crg/s400/111116_090520_raster.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5675523393979758498" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-FjW7yvmJuMI/TsOAbkmwKKI/AAAAAAAAAfc/rCSnxieJX2M/s1600/111115_222306_raster.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 267px; height: 400px;" src="http://4.bp.blogspot.com/-FjW7yvmJuMI/TsOAbkmwKKI/AAAAAAAAAfc/rCSnxieJX2M/s400/111115_222306_raster.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5675521166587996322" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-crWQMOAIwik/TsOARC7XpoI/AAAAAAAAAfQ/VTHZ22mqnaU/s1600/111114_210029_raster.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://1.bp.blogspot.com/-crWQMOAIwik/TsOARC7XpoI/AAAAAAAAAfQ/VTHZ22mqnaU/s400/111114_210029_raster.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5675520985748973186" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-K6UKjD3iEbw/TsOAKnoIFlI/AAAAAAAAAfE/lAPcUX5nL7o/s1600/111115_222211_raster.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 236px;" src="http://4.bp.blogspot.com/-K6UKjD3iEbw/TsOAKnoIFlI/AAAAAAAAAfE/lAPcUX5nL7o/s400/111115_222211_raster.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5675520875341289042" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-fOU2q5AQv5o/TsN_rmleWhI/AAAAAAAAAe4/Q1Mossd7w74/s1600/2975254698_cf5c2066b1_b.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 267px; height: 400px;" src="http://2.bp.blogspot.com/-fOU2q5AQv5o/TsN_rmleWhI/AAAAAAAAAe4/Q1Mossd7w74/s400/2975254698_cf5c2066b1_b.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5675520342485785106" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-i-qRH4FXEEo/TsN_R5V9FTI/AAAAAAAAAeg/jo4OYumh3RI/s1600/111116_091514_raster.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 267px; height: 400px;" src="http://2.bp.blogspot.com/-i-qRH4FXEEo/TsN_R5V9FTI/AAAAAAAAAeg/jo4OYumh3RI/s400/111116_091514_raster.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5675519900844365106" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-Nlzbsd6_bzo/TsN_boZO3hI/AAAAAAAAAes/uMAwD9yk3Uw/s1600/111116_091444_raster.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 267px; height: 400px;" src="http://2.bp.blogspot.com/-Nlzbsd6_bzo/TsN_boZO3hI/AAAAAAAAAes/uMAwD9yk3Uw/s400/111116_091444_raster.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5675520068093402642" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-5720883388717698786?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5720883388717698786'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5720883388717698786'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/day-2.html' title='day 2'/><author><name>Tom Knapp</name><uri>http://www.blogger.com/profile/07724231158225888975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://1.bp.blogspot.com/_lJVagPMzDFc/TFrMkN5UvYI/AAAAAAAAANA/3pBQeBKOCu0/S220/tokiii.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-K3DAINBv1mw/TsOFNh5OveI/AAAAAAAAAgM/MTfVGMD0tNI/s72-c/111115_221256_raster.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-5102323033004782039</id><published>2011-11-16T08:58:00.003Z</published><updated>2011-11-16T09:20:33.675Z</updated><title type='text'>possible group threads?</title><content type='html'>&lt;ol&gt;&lt;li&gt;&lt;b&gt;use of text&lt;/b&gt;: poems, prose, code, systems, words&lt;/li&gt;&lt;li&gt;&lt;b&gt;analogue mark-making&lt;/b&gt;: tool-head experiments with simple images, systematic investigation&lt;/li&gt;&lt;li&gt;using processing for more &lt;b&gt;meaningful image/idea development&lt;/b&gt; (but maybe no time for material output today)&lt;/li&gt;&lt;li&gt;surface manipulation - acrylics, &lt;b&gt;transparency&lt;/b&gt;, scratching, video/light projection&lt;/li&gt;&lt;li&gt;&lt;b&gt;pattern, geometry, abstraction&lt;/b&gt;, texture, surface - non-figurative&lt;/li&gt;&lt;li&gt;learning to draw: simple elements/complex results:line, dot, circle, rectangle - different output techniques&lt;/li&gt;&lt;/ol&gt;&lt;div&gt;obviously cross-overs, collaboration, merging between groups possible....&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-5102323033004782039?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5102323033004782039'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5102323033004782039'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/possible-group-threads.html' title='possible group threads?'/><author><name>Dan R</name><uri>http://www.blogger.com/profile/17241675447828576623</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-XnTUPcnfLCU/TrKFgnlNDTI/AAAAAAAAAFk/6WggI7GRsWg/s220/danr.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-7424117681985453079</id><published>2011-11-16T08:44:00.003Z</published><updated>2011-11-16T08:58:30.804Z</updated><title type='text'>day 3</title><content type='html'>This morning we're going to try to figure out smaller working groups, based on ideas that have emerged over the last two days. no easy task...&lt;div&gt;So far the workshop has been great - really challenging, hard work and intense. Learning new coding language has required high concentration. At moments everyone has been frustrated, exasperated, desperate... -and then strange moments of elation at being able to achieve something really simple like, wow! I drew a line. I made a dot. I made a circle. But when you realise the nature of the mark is totally new - that it is produced by code and maths and this is a new kind of mark-making for many of us here (we don't have coding or programming backgrounds - we are mainly makers of some sort or other) then it really is an achievement. (but you maybe have to be here to buy into that).&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;i'll add to this later...&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/5501940991982870764-7424117681985453079?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/7424117681985453079'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/7424117681985453079'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/day-3.html' title='day 3'/><author><name>Dan R</name><uri>http://www.blogger.com/profile/17241675447828576623</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-XnTUPcnfLCU/TrKFgnlNDTI/AAAAAAAAAFk/6WggI7GRsWg/s220/danr.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-2631644552905518328</id><published>2011-11-15T20:26:00.001Z</published><updated>2011-11-15T20:29:01.522Z</updated><title type='text'>Playing with colour and shape - Day two</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-meHthwV9HUc/TsLLfQMvF8I/AAAAAAAAABM/wauFWEUpN_c/s1600/triangle_image.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 240px; height: 320px;" src="http://1.bp.blogspot.com/-meHthwV9HUc/TsLLfQMvF8I/AAAAAAAAABM/wauFWEUpN_c/s320/triangle_image.png" alt="" id="BLOGGER_PHOTO_ID_5675322218225014722" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-E8EvksgbSkE/TsLLfXmCMfI/AAAAAAAAABU/LkWojiQxnZg/s1600/Matt_image1.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 300px; height: 225px;" src="http://4.bp.blogspot.com/-E8EvksgbSkE/TsLLfXmCMfI/AAAAAAAAABU/LkWojiQxnZg/s320/Matt_image1.png" alt="" id="BLOGGER_PHOTO_ID_5675322220210172402" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-2631644552905518328?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/2631644552905518328'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/2631644552905518328'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/playing-with-colour-and-shape-day-two.html' title='Playing with colour and shape - Day two'/><author><name>Gina Stockwell</name><uri>http://www.blogger.com/profile/06734207692243781766</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://3.bp.blogspot.com/-xcktRN7VDY0/Tx_8wQRkinI/AAAAAAAAACc/MUOZ_e-RN40/s220/crop.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-meHthwV9HUc/TsLLfQMvF8I/AAAAAAAAABM/wauFWEUpN_c/s72-c/triangle_image.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-7110020984179540931</id><published>2011-11-15T17:28:00.001Z</published><updated>2011-11-15T17:32:13.969Z</updated><title type='text'>Typography circuits</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-xLzYsvarYD0/TsKh0rOrWsI/AAAAAAAAAC4/0UmZFz6MSR0/s1600/Bildschirmfoto%2B2011-11-15%2Bum%2B18.30.15.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 199px;" src="http://2.bp.blogspot.com/-xLzYsvarYD0/TsKh0rOrWsI/AAAAAAAAAC4/0UmZFz6MSR0/s400/Bildschirmfoto%2B2011-11-15%2Bum%2B18.30.15.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5675276406769801922" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-7110020984179540931?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/7110020984179540931'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/7110020984179540931'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/typography-circuits.html' title='Typography circuits'/><author><name>Steffi Husslein</name><uri>http://www.blogger.com/profile/11917852909824390975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-xLzYsvarYD0/TsKh0rOrWsI/AAAAAAAAAC4/0UmZFz6MSR0/s72-c/Bildschirmfoto%2B2011-11-15%2Bum%2B18.30.15.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-5165806296525227303</id><published>2011-11-15T17:24:00.003Z</published><updated>2011-11-15T17:27:01.795Z</updated><title type='text'>Wave Line</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-AS4__K_BAng/TsKgeBuTZPI/AAAAAAAAACs/rZQyrhyyjzg/s1600/P1050783.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://4.bp.blogspot.com/-AS4__K_BAng/TsKgeBuTZPI/AAAAAAAAACs/rZQyrhyyjzg/s400/P1050783.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675274918159410418" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-uHxsnx34h7k/TsKgX8Frx2I/AAAAAAAAACg/rG8jnQYZ1TY/s1600/P1050788.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 300px; height: 400px;" src="http://3.bp.blogspot.com/-uHxsnx34h7k/TsKgX8Frx2I/AAAAAAAAACg/rG8jnQYZ1TY/s400/P1050788.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675274813567649634" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-5165806296525227303?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5165806296525227303'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5165806296525227303'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/blog-post_447.html' title='Wave Line'/><author><name>Steffi Husslein</name><uri>http://www.blogger.com/profile/11917852909824390975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-AS4__K_BAng/TsKgeBuTZPI/AAAAAAAAACs/rZQyrhyyjzg/s72-c/P1050783.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-64061034916429398</id><published>2011-11-15T17:22:00.001Z</published><updated>2011-11-15T17:26:08.883Z</updated><title type='text'>Imprecise</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-c_Ni8YvVVeY/TsKgIxAw-LI/AAAAAAAAACU/2qdMwki0QLU/s1600/P1050774.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 300px; height: 400px;" src="http://4.bp.blogspot.com/-c_Ni8YvVVeY/TsKgIxAw-LI/AAAAAAAAACU/2qdMwki0QLU/s400/P1050774.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675274552896190642" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-64061034916429398?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/64061034916429398'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/64061034916429398'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/blog-post_3777.html' title='Imprecise'/><author><name>Steffi Husslein</name><uri>http://www.blogger.com/profile/11917852909824390975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-c_Ni8YvVVeY/TsKgIxAw-LI/AAAAAAAAACU/2qdMwki0QLU/s72-c/P1050774.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-6388091045387445393</id><published>2011-11-15T17:17:00.006Z</published><updated>2011-11-15T17:25:47.780Z</updated><title type='text'>Depth</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-viPX04V3tXA/TsKfq_vrEUI/AAAAAAAAACI/pt67V4Sb7ms/s1600/P1050779.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://3.bp.blogspot.com/-viPX04V3tXA/TsKfq_vrEUI/AAAAAAAAACI/pt67V4Sb7ms/s400/P1050779.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675274041454956866" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-onVKWlISlWM/TsKfZ3zfIRI/AAAAAAAAAB8/sZiuwdz_1vQ/s1600/P1050770.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://3.bp.blogspot.com/-onVKWlISlWM/TsKfZ3zfIRI/AAAAAAAAAB8/sZiuwdz_1vQ/s400/P1050770.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675273747265691922" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://4.bp.blogspot.com/-oy72-F46OUU/TsKfDcnmKBI/AAAAAAAAABk/v-p44wgWuzk/s1600/P1050778.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://4.bp.blogspot.com/-oy72-F46OUU/TsKfDcnmKBI/AAAAAAAAABk/v-p44wgWuzk/s400/P1050778.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675273362010941458" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-6388091045387445393?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/6388091045387445393'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/6388091045387445393'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/blog-post_970.html' title='Depth'/><author><name>Steffi Husslein</name><uri>http://www.blogger.com/profile/11917852909824390975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-viPX04V3tXA/TsKfq_vrEUI/AAAAAAAAACI/pt67V4Sb7ms/s72-c/P1050779.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-6589443047513645604</id><published>2011-11-15T17:15:00.000Z</published><updated>2011-11-15T17:16:27.885Z</updated><title type='text'>Copper scretching</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-jPHyYdlQ72s/TsKeNckdudI/AAAAAAAAABM/nxkMtj1qKqg/s1600/P1050765.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 300px; height: 400px;" src="http://3.bp.blogspot.com/-jPHyYdlQ72s/TsKeNckdudI/AAAAAAAAABM/nxkMtj1qKqg/s400/P1050765.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675272434284870098" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-6589443047513645604?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/6589443047513645604'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/6589443047513645604'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/copper-scretching.html' title='Copper scretching'/><author><name>Steffi Husslein</name><uri>http://www.blogger.com/profile/11917852909824390975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-jPHyYdlQ72s/TsKeNckdudI/AAAAAAAAABM/nxkMtj1qKqg/s72-c/P1050765.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-5433474207849103961</id><published>2011-11-15T17:12:00.000Z</published><updated>2011-11-15T17:14:18.681Z</updated><title type='text'>Engraved Mirror</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-wnvjafC6qXA/TsKdt_isv-I/AAAAAAAAABA/5t2EJVgtpT4/s1600/IMG_0482.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://4.bp.blogspot.com/-wnvjafC6qXA/TsKdt_isv-I/AAAAAAAAABA/5t2EJVgtpT4/s400/IMG_0482.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675271893916893154" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-5433474207849103961?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5433474207849103961'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5433474207849103961'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/engraved-mirror.html' title='Engraved Mirror'/><author><name>Steffi Husslein</name><uri>http://www.blogger.com/profile/11917852909824390975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-wnvjafC6qXA/TsKdt_isv-I/AAAAAAAAABA/5t2EJVgtpT4/s72-c/IMG_0482.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-5603510424442764491</id><published>2011-11-15T17:10:00.000Z</published><updated>2011-11-15T17:12:27.455Z</updated><title type='text'>Engraving into surfaces</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-hBNuuyMbyYI/TsKdSn6dkyI/AAAAAAAAAA0/seK-AGV2ODQ/s1600/Bild%2B5.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 399px; height: 400px;" src="http://4.bp.blogspot.com/-hBNuuyMbyYI/TsKdSn6dkyI/AAAAAAAAAA0/seK-AGV2ODQ/s400/Bild%2B5.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5675271423717643042" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-5603510424442764491?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5603510424442764491'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5603510424442764491'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/engraving-into-surfaces.html' title='Engraving into surfaces'/><author><name>Steffi Husslein</name><uri>http://www.blogger.com/profile/11917852909824390975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-hBNuuyMbyYI/TsKdSn6dkyI/AAAAAAAAAA0/seK-AGV2ODQ/s72-c/Bild%2B5.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-1647224661687439799</id><published>2011-11-15T17:06:00.002Z</published><updated>2011-11-15T17:17:29.601Z</updated><title type='text'>mark making with sponge</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-nmU8-W14IcM/TsKeoL2ux1I/AAAAAAAAABY/Hf-GQCWNPNA/s1600/P1050768.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://3.bp.blogspot.com/-nmU8-W14IcM/TsKeoL2ux1I/AAAAAAAAABY/Hf-GQCWNPNA/s400/P1050768.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675272893654550354" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-bzB9UANUD58/TsKcXtA1WBI/AAAAAAAAAAo/dlwKNN4l8Qc/s1600/print_special.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://4.bp.blogspot.com/-bzB9UANUD58/TsKcXtA1WBI/AAAAAAAAAAo/dlwKNN4l8Qc/s400/print_special.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675270411474262034" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-1647224661687439799?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/1647224661687439799'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/1647224661687439799'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/blog-post_6131.html' title='mark making with sponge'/><author><name>Steffi Husslein</name><uri>http://www.blogger.com/profile/11917852909824390975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-nmU8-W14IcM/TsKeoL2ux1I/AAAAAAAAABY/Hf-GQCWNPNA/s72-c/P1050768.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-1858891693908337614</id><published>2011-11-15T16:35:00.000Z</published><updated>2011-11-15T16:35:46.808Z</updated><title type='text'>Important screenshots from Simply Cam</title><content type='html'>These are the things that are important to remember when creating your vector in simply cam&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-iESNtvbLw_M/TsKT7S5bwoI/AAAAAAAAABA/tHdyEJtZXrY/s1600/screen+shot+from+contour+parameters+screen.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="241" nda="true" src="http://3.bp.blogspot.com/-iESNtvbLw_M/TsKT7S5bwoI/AAAAAAAAABA/tHdyEJtZXrY/s320/screen+shot+from+contour+parameters+screen.jpg" width="320" /&gt;&lt;/a&gt;this one shows the depth that tool needs to be at in order to make contact with the material&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Ns6FuD6RRE0/TsKT-QRrvvI/AAAAAAAAABI/ihe-mZTLYOE/s1600/screen+shot+from+offset+side+screen.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="237" nda="true" src="http://1.bp.blogspot.com/-Ns6FuD6RRE0/TsKT-QRrvvI/AAAAAAAAABI/ihe-mZTLYOE/s320/screen+shot+from+offset+side+screen.jpg" width="320" /&gt;&lt;/a&gt;this screenshot shows an important point where the offset side option needs to be set to 'off'.&amp;nbsp; If it is set to 'on', the tool head will not be central and the program will stop. &lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&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/5501940991982870764-1858891693908337614?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/1858891693908337614'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/1858891693908337614'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/important-screenshots-from-simply-cam.html' title='Important screenshots from Simply Cam'/><author><name>zoe moyden</name><uri>http://www.blogger.com/profile/17020261191748904358</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-iESNtvbLw_M/TsKT7S5bwoI/AAAAAAAAABA/tHdyEJtZXrY/s72-c/screen+shot+from+contour+parameters+screen.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-2235879811047586477</id><published>2011-11-15T16:33:00.001Z</published><updated>2011-11-15T16:33:49.950Z</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-6gf_xG8pHqQ/TsKUTUx9vAI/AAAAAAAAAAk/DxsgommsSVs/s1600/signpost1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" nda="true" src="http://4.bp.blogspot.com/-6gf_xG8pHqQ/TsKUTUx9vAI/AAAAAAAAAAk/DxsgommsSVs/s320/signpost1.jpg" width="205" /&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/5501940991982870764-2235879811047586477?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/2235879811047586477'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/2235879811047586477'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/blog-post_329.html' title=''/><author><name>Joanna</name><uri>http://www.blogger.com/profile/10968097990004181952</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-6gf_xG8pHqQ/TsKUTUx9vAI/AAAAAAAAAAk/DxsgommsSVs/s72-c/signpost1.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-945820368645520180</id><published>2011-11-15T14:55:00.002Z</published><updated>2011-11-15T15:19:41.234Z</updated><title type='text'>PDF recording</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-AJi-XH4-wzU/TsJ-0Qg7dLI/AAAAAAAAABU/nt777XAAdTc/s1600/test_pumpkin.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="242" src="http://4.bp.blogspot.com/-AJi-XH4-wzU/TsJ-0Qg7dLI/AAAAAAAAABU/nt777XAAdTc/s320/test_pumpkin.jpg" width="320" /&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://1.bp.blogspot.com/-AGpZC9MkaVA/TsJ-3LmTC-I/AAAAAAAAABc/C-8966sX2iA/s1600/test_pumpkin1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="242" src="http://1.bp.blogspot.com/-AGpZC9MkaVA/TsJ-3LmTC-I/AAAAAAAAABc/C-8966sX2iA/s320/test_pumpkin1.jpg" width="320" /&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://2.bp.blogspot.com/-CTgbFDRKDNI/TsJ-5CttxWI/AAAAAAAAABk/mOwHLf6vjew/s1600/test_pumpkin2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="242" src="http://2.bp.blogspot.com/-CTgbFDRKDNI/TsJ-5CttxWI/AAAAAAAAABk/mOwHLf6vjew/s320/test_pumpkin2.jpg" width="320" /&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/-HaMKLYlzieg/TsJ-7d_mx9I/AAAAAAAAABs/TnfLnEUvP-M/s1600/test_pumpkin3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="242" src="http://4.bp.blogspot.com/-HaMKLYlzieg/TsJ-7d_mx9I/AAAAAAAAABs/TnfLnEUvP-M/s320/test_pumpkin3.jpg" width="320" /&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://3.bp.blogspot.com/-ZY5auBSg8nk/TsJ-9TgGgOI/AAAAAAAAAB0/Jcb5vXxuwx8/s1600/test_pumpkin4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="242" src="http://3.bp.blogspot.com/-ZY5auBSg8nk/TsJ-9TgGgOI/AAAAAAAAAB0/Jcb5vXxuwx8/s320/test_pumpkin4.jpg" width="320" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/--UVUb8vR4V4/TsKC-TImaaI/AAAAAAAAAB8/FE4EkvFDDyY/s1600/test_figure1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="319" src="http://4.bp.blogspot.com/--UVUb8vR4V4/TsKC-TImaaI/AAAAAAAAAB8/FE4EkvFDDyY/s320/test_figure1.jpg" width="320" /&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://3.bp.blogspot.com/-ZFTtyWkbHOM/TsKDA0ZNtyI/AAAAAAAAACE/zBz-ameUzz0/s1600/test_figure3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-ZFTtyWkbHOM/TsKDA0ZNtyI/AAAAAAAAACE/zBz-ameUzz0/s320/test_figure3.jpg" width="234" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;These images were directly recorded as PDF's. The same image (as used here) can produce completely different end results.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-945820368645520180?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/945820368645520180'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/945820368645520180'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/blog-post_15.html' title='PDF recording'/><author><name>elisa_heikkila</name><uri>http://www.blogger.com/profile/08893857152754257897</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-AJi-XH4-wzU/TsJ-0Qg7dLI/AAAAAAAAABU/nt777XAAdTc/s72-c/test_pumpkin.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-8903200463597221114</id><published>2011-11-15T14:45:00.000Z</published><updated>2011-11-15T14:47:42.110Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='zero x F300'/><title type='text'></title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-ske-eaO6Zf0/TsJ7bpcyYeI/AAAAAAAAAAQ/8Rlc_YSGjAs/s1600/test1.jpg"&gt;&lt;img style="MARGIN: 0px 10px 10px 0px; WIDTH: 320px; FLOAT: left; HEIGHT: 270px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5675234195353526754" border="0" alt="" src="http://1.bp.blogspot.com/-ske-eaO6Zf0/TsJ7bpcyYeI/AAAAAAAAAAQ/8Rlc_YSGjAs/s320/test1.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-8903200463597221114?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/8903200463597221114'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/8903200463597221114'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/blog-post.html' title=''/><author><name>Joanna</name><uri>http://www.blogger.com/profile/10968097990004181952</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-ske-eaO6Zf0/TsJ7bpcyYeI/AAAAAAAAAAQ/8Rlc_YSGjAs/s72-c/test1.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-5042795975782873004</id><published>2011-11-15T13:51:00.004Z</published><updated>2011-11-15T13:56:58.470Z</updated><title type='text'>Matthew CNC Cutting</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-NmI91O3TBsw/TsJvaiO9eSI/AAAAAAAAAAc/DFLaQbORREI/s1600/matthew.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://4.bp.blogspot.com/-NmI91O3TBsw/TsJvaiO9eSI/AAAAAAAAAAc/DFLaQbORREI/s400/matthew.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5675220982097082658" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&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/5501940991982870764-5042795975782873004?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5042795975782873004'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5042795975782873004'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/matthew-cnc-cutting.html' title='Matthew CNC Cutting'/><author><name>Steffi Husslein</name><uri>http://www.blogger.com/profile/11917852909824390975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-NmI91O3TBsw/TsJvaiO9eSI/AAAAAAAAAAc/DFLaQbORREI/s72-c/matthew.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-959049953788114004</id><published>2011-11-15T13:30:00.002Z</published><updated>2011-11-15T13:37:13.884Z</updated><title type='text'>Filling the circles</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-nVEigtnoUdI/TsJonRvKwSI/AAAAAAAAAA0/WIu4f7a0QdA/s1600/111115_130647_raster.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="242" src="http://3.bp.blogspot.com/-nVEigtnoUdI/TsJonRvKwSI/AAAAAAAAAA0/WIu4f7a0QdA/s320/111115_130647_raster.png" width="320" /&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/-7vsV8P88XOI/TsJoomkECAI/AAAAAAAAAA8/k_zCneAe4a0/s1600/111115_132352_raster.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="319" src="http://4.bp.blogspot.com/-7vsV8P88XOI/TsJoomkECAI/AAAAAAAAAA8/k_zCneAe4a0/s320/111115_132352_raster.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: x-small;"&gt;During lunchtime on Day 2 I figured out how to fill the circles/rectangles that the images consisted of at this point. Though the contrast forced the images to remain quite dark, the placement of the circles/rectangles allowed for some curious results...&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-QNuBBrMJfck/TsJqoK9Lv5I/AAAAAAAAABE/WoOurkmpQ_4/s1600/111115_133234_raster.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-QNuBBrMJfck/TsJqoK9Lv5I/AAAAAAAAABE/WoOurkmpQ_4/s320/111115_133234_raster.png" width="234" /&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://2.bp.blogspot.com/-CYxoEVJ51Xo/TsJqqMP5jaI/AAAAAAAAABM/JnnpQ1aEIMY/s1600/111115_133308_raster.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="213" src="http://2.bp.blogspot.com/-CYxoEVJ51Xo/TsJqqMP5jaI/AAAAAAAAABM/JnnpQ1aEIMY/s320/111115_133308_raster.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: x-small;"&gt;I also continued using the code as it was. &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-959049953788114004?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/959049953788114004'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/959049953788114004'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/filling-circles.html' title='Filling the circles'/><author><name>elisa_heikkila</name><uri>http://www.blogger.com/profile/08893857152754257897</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-nVEigtnoUdI/TsJonRvKwSI/AAAAAAAAAA0/WIu4f7a0QdA/s72-c/111115_130647_raster.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-3172854563542302663</id><published>2011-11-15T13:30:00.001Z</published><updated>2011-11-15T13:30:47.326Z</updated><title type='text'>First Attempt</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-3R3TTR54RdY/TsJo6nlPGPI/AAAAAAAAAAw/0tzzcaHkalE/s1600/111115_132440_raster.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" nda="true" src="http://3.bp.blogspot.com/-3R3TTR54RdY/TsJo6nlPGPI/AAAAAAAAAAw/0tzzcaHkalE/s1600/111115_132440_raster.png" /&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/-GLySEkJabng/TsJo9FaDARI/AAAAAAAAAA4/m2RWaiFYMOU/s1600/111115_132604_raster.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" nda="true" src="http://4.bp.blogspot.com/-GLySEkJabng/TsJo9FaDARI/AAAAAAAAAA4/m2RWaiFYMOU/s1600/111115_132604_raster.png" /&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/5501940991982870764-3172854563542302663?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/3172854563542302663'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/3172854563542302663'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/first-attempt.html' title='First Attempt'/><author><name>zoe moyden</name><uri>http://www.blogger.com/profile/17020261191748904358</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-3R3TTR54RdY/TsJo6nlPGPI/AAAAAAAAAAw/0tzzcaHkalE/s72-c/111115_132440_raster.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-3008119221507301128</id><published>2011-11-15T13:22:00.002Z</published><updated>2011-11-15T13:25:37.400Z</updated><title type='text'></title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-x0wFX4G9m18/TsJoLvLfVFI/AAAAAAAAAAw/s7clBlh5vW8/s1600/table1.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 300px; height: 201px;" src="http://2.bp.blogspot.com/-x0wFX4G9m18/TsJoLvLfVFI/AAAAAAAAAAw/s7clBlh5vW8/s320/table1.png" alt="" id="BLOGGER_PHOTO_ID_5675213031292752978" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-8p8nwFS0Lk0/TsJoLm0fexI/AAAAAAAAAAk/LTKENSdtFJM/s1600/flower.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 300px; height: 201px;" src="http://2.bp.blogspot.com/-8p8nwFS0Lk0/TsJoLm0fexI/AAAAAAAAAAk/LTKENSdtFJM/s320/flower.png" alt="" id="BLOGGER_PHOTO_ID_5675213029048810258" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-IhwfhmBCnuE/TsJoLepmXoI/AAAAAAAAAAc/zzcfQjqV2fs/s1600/111114_154546_raster.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 253px; height: 320px;" src="http://4.bp.blogspot.com/-IhwfhmBCnuE/TsJoLepmXoI/AAAAAAAAAAc/zzcfQjqV2fs/s320/111114_154546_raster.png" alt="" id="BLOGGER_PHOTO_ID_5675213026855640706" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-WJbhGI3qFUs/TsJoL9S7dbI/AAAAAAAAABA/E1IvFb7hMUI/s1600/mri.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 300px; height: 300px;" src="http://3.bp.blogspot.com/-WJbhGI3qFUs/TsJoL9S7dbI/AAAAAAAAABA/E1IvFb7hMUI/s320/mri.png" alt="" id="BLOGGER_PHOTO_ID_5675213035082053042" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;My first few attempts using processing!!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-3008119221507301128?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/3008119221507301128'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/3008119221507301128'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/my-first-few-attempts-using-processing.html' title=''/><author><name>Gina Stockwell</name><uri>http://www.blogger.com/profile/06734207692243781766</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://3.bp.blogspot.com/-xcktRN7VDY0/Tx_8wQRkinI/AAAAAAAAACc/MUOZ_e-RN40/s220/crop.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-x0wFX4G9m18/TsJoLvLfVFI/AAAAAAAAAAw/s7clBlh5vW8/s72-c/table1.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-6625135364147033658</id><published>2011-11-15T13:18:00.004Z</published><updated>2011-11-15T13:25:11.617Z</updated><title type='text'></title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-sBI9w440FKw/TsJnM0KK1MI/AAAAAAAAAA0/nM55hxlG_FI/s1600/practice%2Bhair%2Bblog.jpg"&gt;&lt;img style="MARGIN: 0px 10px 10px 0px; WIDTH: 100px; FLOAT: left; HEIGHT: 141px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5675211950297633986" border="0" alt="" src="http://2.bp.blogspot.com/-sBI9w440FKw/TsJnM0KK1MI/AAAAAAAAAA0/nM55hxlG_FI/s320/practice%2Bhair%2Bblog.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;a href="http://2.bp.blogspot.com/-SJLI-Cc4tJg/TsJnF-lSd9I/AAAAAAAAAAo/Rr3AmKz5q3E/s1600/hair%2Btest%2B2.jpg"&gt;&lt;img style="MARGIN: 0px 10px 10px 0px; WIDTH: 200px; FLOAT: left; HEIGHT: 283px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5675211832836650962" border="0" alt="" src="http://2.bp.blogspot.com/-SJLI-Cc4tJg/TsJnF-lSd9I/AAAAAAAAAAo/Rr3AmKz5q3E/s320/hair%2Btest%2B2.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;img style="MARGIN: 0px 10px 10px 0px; WIDTH: 226px; FLOAT: left; HEIGHT: 320px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5675211696577702946" border="0" alt="" src="http://4.bp.blogspot.com/-pjjzevLewg4/TsJm-C-n7CI/AAAAAAAAAAc/6deJnmtbs58/s320/hair%2B6.jpg" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;a href="http://1.bp.blogspot.com/-eWQGOWMwZUE/TsJm143pF-I/AAAAAAAAAAQ/TAYG3M-zfMM/s1600/hair%2B5.jpg"&gt;&lt;img style="MARGIN: 0px 10px 10px 0px; WIDTH: 226px; FLOAT: left; HEIGHT: 320px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5675211556425111522" border="0" alt="" src="http://1.bp.blogspot.com/-eWQGOWMwZUE/TsJm143pF-I/AAAAAAAAAAQ/TAYG3M-zfMM/s320/hair%2B5.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;I have used some images of my hair to produce these designs on processing. I found it difficult to get used to the programme. Its has been interesting to see a digital out come from my images as all of my images that I have used have been &lt;span id="SPELLING_ERROR_0" class="blsp-spelling-corrected"&gt;photo grams&lt;/span&gt; of my hair.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-6625135364147033658?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/6625135364147033658'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/6625135364147033658'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/i-have-used-some-images-of-my-hair-to.html' title=''/><author><name>varsha</name><uri>http://www.blogger.com/profile/16695855443957296428</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-sBI9w440FKw/TsJnM0KK1MI/AAAAAAAAAA0/nM55hxlG_FI/s72-c/practice%2Bhair%2Bblog.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-7749014539744783090</id><published>2011-11-15T13:16:00.000Z</published><updated>2011-11-15T13:16:38.682Z</updated><title type='text'>Text input.</title><content type='html'>I've edited this down from what it was, so it now works as a basic text input. It's not recognising the 'Return' key, or going to a new line, but it does allow one line of text.&lt;br /&gt;&lt;br /&gt;To use it, go to Tools and select a font, then change it in this line:&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-YO-hPsH_q5Y/TsJl4GW9s8I/AAAAAAAAACM/ei9mXlhZYRk/s1600/untitled.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="272" nda="true" src="http://2.bp.blogspot.com/-YO-hPsH_q5Y/TsJl4GW9s8I/AAAAAAAAACM/ei9mXlhZYRk/s320/untitled.bmp" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;﻿&lt;/div&gt;&lt;div style="text-align: left;"&gt;Script:&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;int leftmargin = 20;&lt;br /&gt;int rightmargin = 20;&lt;br /&gt;String buff = "";&lt;br /&gt;boolean didntTypeYet = true;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;void setup()&lt;br /&gt;{&lt;br /&gt;&amp;nbsp; size(640, 360);&lt;br /&gt;&amp;nbsp; textFont(loadFont("Cambria-100.vlw"), 25);&lt;br /&gt;&lt;br /&gt;}&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;void draw()&lt;br /&gt;{&lt;br /&gt;&amp;nbsp; background(255);&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&amp;nbsp; if((millis() % 500) &amp;lt; 250){&amp;nbsp; // Only fill cursor half the time&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; noFill();&lt;br /&gt;&amp;nbsp; }&lt;br /&gt;&amp;nbsp; else {&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; fill(000);&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; stroke(0);&lt;br /&gt;&amp;nbsp; }&lt;br /&gt;&amp;nbsp; float rPos;&lt;br /&gt;&amp;nbsp; // Store the cursor rectangle's position&lt;br /&gt;&amp;nbsp; rPos = textWidth(buff);// + leftmargin;&lt;br /&gt;&amp;nbsp; rect(rPos+1, 19, 10, 21);&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&amp;nbsp; // Some instructions at first&lt;br /&gt;&amp;nbsp; if(didntTypeYet) {&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; fill(0);&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; //text("Use the keyboard.", 22, 40);&lt;br /&gt;&amp;nbsp; }&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&amp;nbsp; fill(0);&lt;br /&gt;&amp;nbsp; pushMatrix();&lt;br /&gt;&amp;nbsp; translate(rPos,10+25);&lt;br /&gt;&amp;nbsp; char k;&lt;br /&gt;&amp;nbsp; for(int i = 0;i &amp;lt; buff.length(); i++) {&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; k = buff.charAt(i);&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; translate(-textWidth(k),0);&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; //rotateY(-textWidth(k)/70.0); &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; //rotateX(textWidth(k)/70.0);&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; //scale(1.1);&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; text(k,0,0);&lt;br /&gt;&amp;nbsp; }&lt;br /&gt;&amp;nbsp; popMatrix();&lt;br /&gt;}&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;void keyPressed()&lt;br /&gt;{&lt;br /&gt;&amp;nbsp; char k;&lt;br /&gt;&amp;nbsp; k = (char)key;&lt;br /&gt;&amp;nbsp; switch(k){&lt;br /&gt;&amp;nbsp; case 8:&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; if(buff.length()&amp;gt;0){&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; buff = buff.substring(1);&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; break;&lt;br /&gt;&amp;nbsp; case 13:&amp;nbsp; // Avoid special keys&lt;br /&gt;&amp;nbsp; case 10:&lt;br /&gt;&amp;nbsp; case 65535:&lt;br /&gt;&amp;nbsp; case 127:&lt;br /&gt;&amp;nbsp; case 27:&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; break;&lt;br /&gt;&amp;nbsp; default:&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; if(textWidth(buff+k)+leftmargin &amp;lt; width-rightmargin){&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; didntTypeYet = false;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; buff=k+buff;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; break;&lt;br /&gt;&amp;nbsp; }&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/5501940991982870764-7749014539744783090?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/7749014539744783090'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/7749014539744783090'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/text-input.html' title='Text input.'/><author><name>Patrick James Kirk-Smith</name><uri>http://www.blogger.com/profile/01407188173470518937</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-YO-hPsH_q5Y/TsJl4GW9s8I/AAAAAAAAACM/ei9mXlhZYRk/s72-c/untitled.bmp' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-4395293873173893696</id><published>2011-11-15T13:15:00.002Z</published><updated>2011-11-15T13:22:56.820Z</updated><title type='text'>Processing Gimp</title><content type='html'>&lt;span style="font-family:arial;"&gt;Processing Gimp&lt;br /&gt;&lt;br /&gt;G10 summit on genome grown line of code for expanded notation&lt;br /&gt;xy 0;0 alpha corner 300;300&lt;br /&gt;(ellipses + bluesky paint)&lt;br /&gt;are above ‘rect’ with this big [ ]&lt;br /&gt;A (function frame) at zero point&lt;br /&gt;An exact stop at G60&lt;br /&gt;When traversing at a rapid notion of F600 leaves a rendered circle ellipse&lt;br /&gt;in the left brained clockwise motion&lt;br /&gt;M02 end programme&lt;br /&gt;A smooth ramp 0.3mm&lt;br /&gt;see my ramp at 0.1mm&lt;br /&gt;At an inch, my data is out of joint&lt;br /&gt;Incremental dimensions are relative when undergoing stress bends&lt;br /&gt;A function xy&lt;br /&gt;Absolute dimensioning G90 corners my Toolchange M06&lt;br /&gt;On an inch data input G70&lt;br /&gt;Exact stop is not an exact end rather a deselection of zero&lt;br /&gt;Offsetting any reverse effects&lt;br /&gt;An optional stop for M08 coolant of a length zero register might aid the smooth ramp&lt;br /&gt;M03 spindle rotation twists as it appears the no-brainer ] x-y plane G17&lt;br /&gt;Lifts off @ ccw x cw + radius- a mouse preferably pressed and ellipsed at a rate of output flush ( );&lt;br /&gt;M02 end programme &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-4395293873173893696?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/4395293873173893696'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/4395293873173893696'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/processing-gimp.html' title='Processing Gimp'/><author><name>Joanna</name><uri>http://www.blogger.com/profile/10968097990004181952</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-9019407668483864846</id><published>2011-11-15T10:24:00.001Z</published><updated>2011-11-15T10:30:54.003Z</updated><title type='text'>Generative Design and open source code</title><content type='html'>&lt;a href="http://www.generative-gestaltung.de/"&gt;Generative design&lt;/a&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;this website is cross referenced to a book (english version apparently coming soon...) &lt;/div&gt;&lt;div&gt;all the examples are indexed where you can download all the codes and use them yourself. &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Working with Open Source principles, the code files acknowledge the original creators of each code, and subsequent modifiers. &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-9019407668483864846?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/9019407668483864846'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/9019407668483864846'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/generative-design-link.html' title='Generative Design and open source code'/><author><name>Dan R</name><uri>http://www.blogger.com/profile/17241675447828576623</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-XnTUPcnfLCU/TrKFgnlNDTI/AAAAAAAAAFk/6WggI7GRsWg/s220/danr.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-3994864373658898638</id><published>2011-11-15T10:13:00.001Z</published><updated>2011-11-15T10:17:19.863Z</updated><title type='text'>cat in a bonnet by paula and dan</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-he7_mKnRMhE/TsI7pbFSH-I/AAAAAAAAAG4/jsy0KNS3FS4/s1600/111115_101744_raster.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 279px; height: 270px;" src="http://4.bp.blogspot.com/-he7_mKnRMhE/TsI7pbFSH-I/AAAAAAAAAG4/jsy0KNS3FS4/s400/111115_101744_raster.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5675164063270838242" /&gt;&lt;/a&gt;&lt;div&gt;&lt;span class="Apple-style-span"  style="color:#0000ee;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;a href="http://3.bp.blogspot.com/-_Em8DUGiqbM/TsI7o5kfqBI/AAAAAAAAAGs/FJs6qI3eucI/s1600/111115_101757_raster.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 279px; height: 270px;" src="http://3.bp.blogspot.com/-_Em8DUGiqbM/TsI7o5kfqBI/AAAAAAAAAGs/FJs6qI3eucI/s400/111115_101757_raster.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5675164054274942994" /&gt;&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/-uDhEiAmAJqU/TsI7ogH6KvI/AAAAAAAAAGg/gZrpVmo-RJs/s1600/111114_162532_raster.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 279px; height: 270px;" src="http://1.bp.blogspot.com/-uDhEiAmAJqU/TsI7ogH6KvI/AAAAAAAAAGg/gZrpVmo-RJs/s400/111114_162532_raster.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5675164047444159218" /&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/5501940991982870764-3994864373658898638?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/3994864373658898638'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/3994864373658898638'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/cat-in-bonnet-by-paula-and-dan.html' title='cat in a bonnet by paula and dan'/><author><name>Dan R</name><uri>http://www.blogger.com/profile/17241675447828576623</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-XnTUPcnfLCU/TrKFgnlNDTI/AAAAAAAAAFk/6WggI7GRsWg/s220/danr.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-he7_mKnRMhE/TsI7pbFSH-I/AAAAAAAAAG4/jsy0KNS3FS4/s72-c/111115_101744_raster.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-3223784285830143460</id><published>2011-11-15T10:12:00.001Z</published><updated>2011-11-15T10:27:38.989Z</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-wH6V6djGMlk/TsIxhHUSadI/AAAAAAAAAlk/T6i2bo4CkYo/s1600/DSCF3305.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" nda="true" src="http://4.bp.blogspot.com/-wH6V6djGMlk/TsIxhHUSadI/AAAAAAAAAlk/T6i2bo4CkYo/s320/DSCF3305.JPG" width="320" /&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://3.bp.blogspot.com/-Sp_ZQTSEiYg/TsI6Gco_XnI/AAAAAAAAAls/hX_c3jCsapc/s1600/111115_100547_raster.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" nda="true" src="http://3.bp.blogspot.com/-Sp_ZQTSEiYg/TsI6Gco_XnI/AAAAAAAAAls/hX_c3jCsapc/s1600/111115_100547_raster.png" /&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://2.bp.blogspot.com/-JEd1pXs3Zt0/TsI6V8UNClI/AAAAAAAAAl0/Wi-_D0R7Le8/s1600/111115_100900_raster.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" nda="true" src="http://2.bp.blogspot.com/-JEd1pXs3Zt0/TsI6V8UNClI/AAAAAAAAAl0/Wi-_D0R7Le8/s1600/111115_100900_raster.png" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-fpB0zP_THLs/TsI73tZbLmI/AAAAAAAAAl8/Xhv83b2ri6U/s1600/111115_101526_raster.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" nda="true" src="http://4.bp.blogspot.com/-fpB0zP_THLs/TsI73tZbLmI/AAAAAAAAAl8/Xhv83b2ri6U/s1600/111115_101526_raster.png" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;My first attempt at manipulating an image through processing! The workshop for me is a challenging experience as my practice is based around the physicality of the land and the manipulation of organic materials.The first image is the original the following three show&amp;nbsp;the different points created through the movement of the mouse.&amp;nbsp;I find the distortion from a linear line&amp;nbsp;image&amp;nbsp;into circular forms interesting. This adds an organic feel to a digital process.&amp;nbsp;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-3223784285830143460?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/3223784285830143460'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/3223784285830143460'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/my-first-attempt-at-manipulating-image.html' title=''/><author><name>Our relationship with...</name><uri>http://www.blogger.com/profile/14221023506973273487</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-wH6V6djGMlk/TsIxhHUSadI/AAAAAAAAAlk/T6i2bo4CkYo/s72-c/DSCF3305.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-4393155569479241005</id><published>2011-11-15T08:57:00.000Z</published><updated>2011-11-15T08:57:41.485Z</updated><title type='text'>First day of Processing</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-dg-Ln61VPqE/TsIoXg4fpzI/AAAAAAAAAAs/eF4n_wX9aMs/s1600/111114_214050_raster.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="241" src="http://2.bp.blogspot.com/-dg-Ln61VPqE/TsIoXg4fpzI/AAAAAAAAAAs/eF4n_wX9aMs/s320/111114_214050_raster.png" width="320" /&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://3.bp.blogspot.com/-Uw3rO8R3Q0s/TsIoUSPOkaI/AAAAAAAAAAk/i_HugRF_bQw/s1600/111114_211344_raster.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="241" src="http://3.bp.blogspot.com/-Uw3rO8R3Q0s/TsIoUSPOkaI/AAAAAAAAAAk/i_HugRF_bQw/s320/111114_211344_raster.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;Some images of first trials using Processing. The photograph used for these trials are of the surface patterns of a pumpkin&lt;/span&gt;!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-4393155569479241005?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/4393155569479241005'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/4393155569479241005'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/first-day-of-processing.html' title='First day of Processing'/><author><name>elisa_heikkila</name><uri>http://www.blogger.com/profile/08893857152754257897</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-dg-Ln61VPqE/TsIoXg4fpzI/AAAAAAAAAAs/eF4n_wX9aMs/s72-c/111114_214050_raster.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-5769303311944552298</id><published>2011-11-14T20:37:00.005Z</published><updated>2011-11-14T20:53:58.355Z</updated><title type='text'>Results from the first day</title><content type='html'>&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 218px;" src="http://1.bp.blogspot.com/-Wl0_XcypVDA/TsF8W7XGiZI/AAAAAAAAAAQ/LeeYfnC8vCg/s320/1.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5674953738797091218" /&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 217px;" src="http://3.bp.blogspot.com/-eowkSSIiSHA/TsF8dfmqbeI/AAAAAAAAAAc/AEF2TtE9ruY/s320/2.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5674953851605249506" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;img src="http://4.bp.blogspot.com/-rDpso3nzGkA/TsF864tl3nI/AAAAAAAAAA0/7Kn2-I9huR0/s320/3.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5674954356561403506" style="float: left; margin-top: 0px; margin-right: 10px; margin-bottom: 10px; margin-left: 0px; cursor: pointer; width: 320px; height: 218px; " /&gt;&lt;/div&gt;&lt;div&gt;These three images show how the sketch we looked at today changes a source image via input from a mouse. The sketch creates circles based on the tonality of the image and the mouse position,  and then these circles can be machined into a surface using a drill bit in a CNC router.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-5769303311944552298?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5769303311944552298'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/5769303311944552298'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/results-from-first-day.html' title='Results from the first day'/><author><name>James Smart</name><uri>http://www.blogger.com/profile/03078519794189626742</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-Wl0_XcypVDA/TsF8W7XGiZI/AAAAAAAAAAQ/LeeYfnC8vCg/s72-c/1.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-641224685817639546</id><published>2011-11-14T17:27:00.005Z</published><updated>2011-11-15T10:24:36.455Z</updated><title type='text'>first tests</title><content type='html'>png outputs from Processing plus the original source images.&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-8POxbUyxTic/TsI88Gsff6I/AAAAAAAAAdw/CkCETZBWDX4/s1600/2629990469_f87163fce1_o.jpg"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://4.bp.blogspot.com/-8POxbUyxTic/TsI88Gsff6I/AAAAAAAAAdw/CkCETZBWDX4/s400/2629990469_f87163fce1_o.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5675165483727290274" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-sRnUoCRK36o/TsGG-lUiykI/AAAAAAAAAdk/E86APfmxcUM/s1600/111114_212116_raster.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://4.bp.blogspot.com/-sRnUoCRK36o/TsGG-lUiykI/AAAAAAAAAdk/E86APfmxcUM/s400/111114_212116_raster.png" border="0" alt=""id="BLOGGER_PHOTO_ID_5674965415191824962" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-1u8pfEmvzn4/TsI9aqEfuuI/AAAAAAAAAeI/4L8pNYwOrQk/s1600/tokyo5amcrop.jpg"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 377px;" src="http://2.bp.blogspot.com/-1u8pfEmvzn4/TsI9aqEfuuI/AAAAAAAAAeI/4L8pNYwOrQk/s400/tokyo5amcrop.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5675166008619285218" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-HetPTYv50cw/TsF9Yvrx37I/AAAAAAAAAdY/wo4dVf_Or-8/s1600/111114_163727_rasterK.png"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 394px;" src="http://3.bp.blogspot.com/-HetPTYv50cw/TsF9Yvrx37I/AAAAAAAAAdY/wo4dVf_Or-8/s400/111114_163727_rasterK.png" border="0" alt=""id="BLOGGER_PHOTO_ID_5674954869533958066" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-641224685817639546?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/641224685817639546'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/641224685817639546'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/first-test-for-cnc.html' title='first tests'/><author><name>Tom Knapp</name><uri>http://www.blogger.com/profile/07724231158225888975</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://1.bp.blogspot.com/_lJVagPMzDFc/TFrMkN5UvYI/AAAAAAAAANA/3pBQeBKOCu0/S220/tokiii.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-8POxbUyxTic/TsI88Gsff6I/AAAAAAAAAdw/CkCETZBWDX4/s72-c/2629990469_f87163fce1_o.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-2936530196234564452</id><published>2011-11-14T16:32:00.005Z</published><updated>2011-11-15T10:22:31.959Z</updated><title type='text'>First day</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-Z0FPxyrt1fI/TsI9PrYsAwI/AAAAAAAAACY/TBod4EIYgiA/s1600/ADAM.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 169px; height: 320px;" src="http://3.bp.blogspot.com/-Z0FPxyrt1fI/TsI9PrYsAwI/AAAAAAAAACY/TBod4EIYgiA/s320/ADAM.jpg" alt="" id="BLOGGER_PHOTO_ID_5675165819993850626" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-JvOLvnxCoqs/TsFC51WcYbI/AAAAAAAAAB8/JUd0-pP7T60/s1600/111114_153359_raster.png"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 169px; height: 320px;" src="http://3.bp.blogspot.com/-JvOLvnxCoqs/TsFC51WcYbI/AAAAAAAAAB8/JUd0-pP7T60/s320/111114_153359_raster.png" alt="" id="BLOGGER_PHOTO_ID_5674890566804726194" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;This is an example of what was created after a very intense day of beginning to understand and learn what processing is about. This shows the portrait before and after processing, it is interesting to see what detail is picked up.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-2936530196234564452?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/2936530196234564452'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/2936530196234564452'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/first-day.html' title='First day'/><author><name>Katie Broadley</name><uri>http://www.blogger.com/profile/04656260134025269912</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Z0FPxyrt1fI/TsI9PrYsAwI/AAAAAAAAACY/TBod4EIYgiA/s72-c/ADAM.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-1740098672789696930</id><published>2011-11-14T11:31:00.000Z</published><updated>2011-11-14T11:31:29.541Z</updated><title type='text'>Combining movement and sound</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-rdoDYeL8vJY/TsD7XdUasjI/AAAAAAAAAAM/oACKTp09z5k/s1600/06-285x178.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-rdoDYeL8vJY/TsD7XdUasjI/AAAAAAAAAAM/oACKTp09z5k/s1600/06-285x178.jpg" /&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://2.bp.blogspot.com/-1idN8NlpwmQ/TsD7ZD4YZRI/AAAAAAAAAAU/MgcqexsIsXU/s1600/15-285x178.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-1idN8NlpwmQ/TsD7ZD4YZRI/AAAAAAAAAAU/MgcqexsIsXU/s1600/15-285x178.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;These drawings made using Processing are a combination of hand movements and music, created by Theodore Ushev. Though they are perhaps not related to my current project, I often use light and colour- emphasised abstract photography in my work. Perhaps I can combine the two in this workshop!&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5501940991982870764-1740098672789696930?l=imprecise-precise.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/1740098672789696930'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5501940991982870764/posts/default/1740098672789696930'/><link rel='alternate' type='text/html' href='http://imprecise-precise.blogspot.com/2011/11/combining-movement-and-sound.html' title='Combining movement and sound'/><author><name>elisa_heikkila</name><uri>http://www.blogger.com/profile/08893857152754257897</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-rdoDYeL8vJY/TsD7XdUasjI/AAAAAAAAAAM/oACKTp09z5k/s72-c/06-285x178.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5501940991982870764.post-232988409569832154</id><published>2011-11-13T19:21:00.005Z</published><updated>2011-11-13T20:14:46.726Z</updated><title type='text'>Post Spectacular</title><content type='html'>&lt;img 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
