tag:blogger.com,1999:blog-1167407716833681322024-03-12T18:25:12.357-07:00Two CulturesAnonymoushttp://www.blogger.com/profile/18358430416685959781noreply@blogger.comBlogger11125tag:blogger.com,1999:blog-116740771683368132.post-76111042186461785882016-06-06T00:06:00.001-07:002016-06-06T00:06:45.765-07:00EVENT: SAD but Not Afraid Gallery<a href="http://1.bp.blogspot.com/-e3VZRoe1dgE/V1UeWnwrM3I/AAAAAAAAAPM/ed-_JR-0J2suZod3ZMQLqW9jxq1ZrYcJgCK4B/s1600/IMG_5594.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://1.bp.blogspot.com/-e3VZRoe1dgE/V1UeWnwrM3I/AAAAAAAAAPM/ed-_JR-0J2suZod3ZMQLqW9jxq1ZrYcJgCK4B/s320/IMG_5594.JPG" style="cursor: move;" width="240" /></a> My last event that I attended was the <i>SAD But Not Afraid </i>art gallery. The gallery had a number of different pieces of art designed by students at UCLA. Each piece of art was unique as some offered interaction while others evoked deep thought. I can truly say that I was perplexed by each peace that I saw because they all forced me to think about possible meanings behind their appearance and structure.<br />
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<a href="http://2.bp.blogspot.com/-QhJHJBbmqYY/V1UcdpAgozI/AAAAAAAAAO8/DKpV8kz3tukht5b239tTQh7C-cObm8JSQCK4B/s1600/IMG_5589.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://2.bp.blogspot.com/-QhJHJBbmqYY/V1UcdpAgozI/AAAAAAAAAO8/DKpV8kz3tukht5b239tTQh7C-cObm8JSQCK4B/s320/IMG_5589.JPG" width="240" /></a> <br />
<a href="http://1.bp.blogspot.com/-SSTfRsihevk/V1Ueg9EOCQI/AAAAAAAAAPU/DL1oikhcrDAHSgBAJOZVJf-Vbe8brTGCACK4B/s1600/IMG_5591.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://1.bp.blogspot.com/-SSTfRsihevk/V1Ueg9EOCQI/AAAAAAAAAPU/DL1oikhcrDAHSgBAJOZVJf-Vbe8brTGCACK4B/s320/IMG_5591.JPG" width="240" /></a>One piece that I found extremely intriguing was titled <i>Pain and Pleasure </i>and created by Louis Pham. The structure and organization of <i>Pain and Pleasure </i>symbolized just that; comfort and discomfort. The pieces that are resting on the bench with their smooth shapes flowing to the audience represent the pleasure aspect. On the other hand, the cramped feeling given off by the bright colors and proximity of the pieces symbolize pain. The interaction that the art encourages also inhibits the general theme of <i>Pain and Pleasure</i>. When the viewer hits the pieces together, they make an elegant sound. However, there are spikes in the middle of the pieces that evoke pain when touched.<br />
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Another piece that I found interesting and what seemed to me was the main attraction of the gallery, was a giant colorful sand painting in the middle of the room. This work by Victor Beteta and titled <i>Alfromba Indocumentada </i>(Undocumented Rug) was meant to represent the 11 million undocumented people living in the US. The train represents the citizens travels to the US. "Los Papeles" represents the immigrants paperwork when they finally become a citizen. The purpose of this work was to bring awareness to these citizens and make it known that they should receive equal opportunities. <br />
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I would definitely recommend this exhibit to fellow classmates. It was interesting to see work that fellow UCLA students are capable of. It also made me think about possible projects that I would do if I was apart of an exhibit like this one. <br />
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<br />Anonymoushttp://www.blogger.com/profile/18358430416685959781noreply@blogger.com0tag:blogger.com,1999:blog-116740771683368132.post-54794375907927144472016-05-28T22:31:00.001-07:002016-05-28T22:31:20.401-07:00Space + Art<div class="separator" style="clear: both; text-align: center;">
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" class="irc_mi i4WV4hxwJ_uE-pQOPx8XEepE" src="http://static.ddmcdn.com/gif/space-stories-07-151231.jpg" height="209" style="margin-top: 0px;" width="320" /></a><br />
As the professor discussed, space exploration and space itself involve a lot of the topics that have already been discussed in previous lectures. For example, nanotechnology can be seen in the discovery of "buckyballs," balls composed of hydrogen gases. Nanotechnology is also involved in the creation of telescopes which has proven to be crucial in the process of space exploration and discovery. <br />
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<a href="https://timedotcom.files.wordpress.com/2014/11/laika.jpeg?quality=75&strip=color&w=1100" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" class="irc_mi iKCZPSbo_eNw-pQOPx8XEepE" height="249" src="https://timedotcom.files.wordpress.com/2014/11/laika.jpeg?quality=75&strip=color&w=1100" style="margin-top: 0px;" width="320" /></a></div>
The endeavors of space saw a drastic jump when living creatures began to be launched into the treacherous tundra. Russia was the first to do so when they sent a dog, Laika, into orbit. Although Laika did not survive the entire endeavor, body sensors proved that it is possible for living creatures to survive in the extraterrestrial ecosystem. The next step after Laika, was sending a chimpanzee into space. The chimpanzee, more like humans in physical body structure and brain processes, was responsible for carrying out on board procedure such as pulling levers. This was performed by flashing lights at the creature and then rewarding it when it did the right thing. These two creatures paved the way for human space exploration which is now crucial for the understanding of our solar system and the rest of space. <br />
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" style="height: 183px; margin-top: 0px; width: 275px;" width="400" /></a> Some may wonder where space and art collide. One instance of a parallel that can be seen between the two has to do with the lack of gravity. Groups have utilized this weightlessness to perform special types of dancing. One group, in specific, has built a tank that simulates the lack of gravity experienced in space. In this tank, performers take to the sky as they show off their truly unique moves only possible in weightlessness conditions. Another example of how art and science can possibly collide can be seen in the Arctic Perspective Initiative. This group is trying to connect all of the communities in the arctic polar regions of earth through low cost communication technologies. If successful, this project could potentially prove to be helpful in space travel and exploration. Space is a harsh tundra that offers a wide array of question marks, but also a number of opportunities.<br />
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<span style="font-size: x-small;">Works:</span><br />
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<span style="font-size: x-small;">"Arctic Perspective Initiative." N.p., n.d. Web. 28 May 2016. <http://arcticperspective.org/>.</span></div>
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<span style="font-size: x-small;">Forde, Kathleen. "Dancing on the Ceiling." N.p., n.d. Web. 28 May 2016. <http://zerogravity.empac.rpi.edu/>.</span></div>
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<span style="font-size: x-small;">Gibney, Elizabeth. "Buckyballs in Space Solve 100-year-old Riddle." <i style="box-sizing: border-box;">Nature</i>. N.p., 15 July 2015. Web. 28 May 2016. <http://www.nature.com/news/buckyballs-in-space-solve-100-year-old-riddle-1.17987>.</span></div>
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<span style="font-size: x-small;">Latson, Jennifer. <i style="box-sizing: border-box;">The Sad Story of Laika, the First Dog Launched Into Orbit</i>. Digital image. <i style="box-sizing: border-box;">Time</i>. N.p., n.d. Web. 28 May 2016. <http://time.com/3546215/laika-1957/>.</span></div>
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<span style="font-size: x-small;">"Space Dog Laika Finally Gets a Happy Ending." <i style="box-sizing: border-box;">Seeker</i>. N.p., 12 July 2011. Web. 28 May 2016. <http://www.seeker.com/space-dog-laika-finally-gets-a-happy-ending-1765295559.html#news.discovery.com>.</span></div>
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<span style="font-size: x-small;"><i style="box-sizing: border-box;">Top 10 Space Stories of 2015: Readers' Choice</i>. Digital image. <i style="box-sizing: border-box;">Seeker</i>. N.p., n.d. Web. 28 May 2016. <http://www.seeker.com/top-10-space-stories-of-2015-readers-choice.com>.</span></div>
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<span style="font-size: x-small;">Vesna, Victoria. "Space + Art." Desma 9. Los Angeles. 28 May 2016. Lecture.</span></div>
<br />Anonymoushttp://www.blogger.com/profile/18358430416685959781noreply@blogger.com1tag:blogger.com,1999:blog-116740771683368132.post-82297657347332609212016-05-19T17:56:00.000-07:002016-05-19T17:56:44.546-07:00Nanotech + Art<a 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" 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" style="margin-top: 0px;" width="320" /></a>As Jim Gemzewski and the Professor said in their work, <i>The Nanomeme Syndrome: Blurring of fact and fiction in the construction of a new science, </i>the phrase seeing is believing is not necessarily true for nanotechnology. In his lecture, Gemzewski goes on to talk about how nanotechnology deals with science on a molecular level which involves things smaller than the eye can see. It is a study that has evolved over the years into something that is heavily involved in everyday life, even though many may not know or understand it. <br />
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" 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" style="height: 155px; margin-top: 0px; width: 236px;" /></a>Nanotechnology is something that has surprisingly been around for thousands of years. As Gemzewski stated, nanotechnology goes as far back as 400 AD. Although the study was not particularly advanced at this time, evidence of nanotechnology is present in a lot of old roman artifacts. Gemzewski primarily talks of cups that change color when light is passed through them. The cause of this discoloration, which appeared to be an accident, is still unclear to scientist who have studied the goblet.<br />
<br />
<a href="https://upload.wikimedia.org/wikipedia/commons/f/f9/ScanningTunnelingMicroscope_schematic.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" class="irc_mi iFC7BLYb1qOI-pQOPx8XEepE" height="262" src="https://upload.wikimedia.org/wikipedia/commons/f/f9/ScanningTunnelingMicroscope_schematic.png" style="margin-top: 0px;" width="320" /></a>More recent applications of nanotechnology can be seen in projects that are a bit more complex. One product of nano technology is the scanning tunneling microscope. These advanced microscopes allow individuals to get visualizations at the atomic level. This has proved useful in medical advancements crucial for the betterment of health care. <br />
<br />
https://www.youtube.com/watch?v=wNEqRq6NyUw<br />
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Other, less practical, applications of nanotechnology include the generation of sound from a physical bone, as Boo Chapple has been working on. Chapple has found a way to vibrate bones in a way the creates a sound that he can manipulate. Other applications include the Nova project which is making technological advancements smaller and smaller. The creators of Nova hope to someday create tiny microscopic robots that can travel into a body and kill selected viruses.<br />
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<span style="font-size: xx-small;">Works:</span><br />
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<span style="font-size: xx-small;">ArchimedesBerlin. "Surface Studies with a Scanning Tunnelling Microscope [english]." <i style="box-sizing: border-box;">YouTube</i>. YouTube, 12 Mar. 2013. Web. 19 May 2016. <https://www.youtube.com/watch?v=wNEqRq6NyUw>.</span></div>
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<span style="font-size: xx-small;">Gemzewski, Jim. "Nanotech + Art." Los Angeles. 19 May 2016. Lecture.</span></div>
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<span style="font-size: xx-small;"><i style="box-sizing: border-box;">The Laboratory of Nanotechnology and Nanomedicine</i>. Digital image. <i style="box-sizing: border-box;">Salvador- Morales Laboratory of Nanotechnology</i>. N.p., n.d. Web. 19 May 2016. <https://labofnano.gmu.edu/>.</span></div>
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<span style="font-size: xx-small;">"Making Stuff." <i style="box-sizing: border-box;">PBS</i>. PBS, n.d. Web. 19 May 2016. <http://www.pbs.org/wgbh/nova/tech/making-stuff.html#making-stuff-smaller>.</span></div>
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<span style="font-size: xx-small;">Morali, Zeeya. <i style="box-sizing: border-box;">Rome</i>. Digital image. <i style="box-sizing: border-box;">Smithonian.com</i>. N.p., n.d. Web. 19 May 2016. <http://www.smithsonianmag.com/history/this-1600-year-old-goblet-shows-that-the-romans-were-nanotechnology-pioneers-787224/>.</span></div>
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<span style="font-size: xx-small;"><i style="box-sizing: border-box;">Scanning Tunneling Microscope</i>. Digital image. <i style="box-sizing: border-box;">Vilaglex</i>. N.p., n.d. Web. 19 May 2016. <http://www.vilaglex.hu/Fizika/Html/PaszAlMi.htm>.</span></div>
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<span style="font-size: xx-small;">Vesna, Victoria, and Jim Gimzewski. "The Nanomeme Syndrome: Blurring of Fact & Fiction in the Construction of a New Science." N.p., n.d. Web. 19 May 2016. <http://vv.arts.ucla.edu/publications/publications/02-03/JV_nano/JV_nano_artF5VG.htm>.</span></div>
<span style="font-size: xx-small;"><span style="background-color: white; font-family: 'Times New Roman', Times; line-height: 32px; text-indent: -2.5em;">Vesna, Victoria. "Art in the Age of Nanotechnology."</span><span style="background-color: white; font-family: 'Times New Roman', Times; line-height: 32px; text-indent: -2.5em;"> </span><i style="box-sizing: border-box; font-family: 'Times New Roman', Times; line-height: 32px; text-indent: -2.5em;">Art.Base</i><span style="background-color: white; font-family: 'Times New Roman', Times; line-height: 32px; text-indent: -2.5em;">. N.p., n.d. Web. 19 May 2016. <https://art.base.co/event/2104-art-in-the-age-of-nanotechnology>.</span> </span><br />
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Anonymoushttp://www.blogger.com/profile/18358430416685959781noreply@blogger.com2tag:blogger.com,1999:blog-116740771683368132.post-74496837558546563502016-05-15T23:01:00.000-07:002016-05-15T23:01:30.042-07:00Neuroscience in Art<a 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" style="height: 174px; margin-top: 0px; width: 174px;" /></a>This week's topic of neuroscience is one that offers limitless boundaries. As Frazzetto and Anker mentioned, this field of study dives into an area that appeals to the curiosity of much of society. It is a study that deals with the identity of the individual which includes consciousness, and emotions. I thought that this weeks topic was extremely interesting simply because although knowledge of the brain has grown exponentially over the course of history, questions about its functionality continue to arise. <br />
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSDwcR8O55DECx92N1XfpowCIL65kyOQPyAZoH48LvShGicUn9b" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Image result for consciousness" border="0" class="rg_i" data-src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSDwcR8O55DECx92N1XfpowCIL65kyOQPyAZoH48LvShGicUn9b" data-sz="f" jsaction="load:str.tbn" name="PPEajdDJas-deM:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSDwcR8O55DECx92N1XfpowCIL65kyOQPyAZoH48LvShGicUn9b" style="height: 186px; margin-top: -6px; width: 159px;" /></a>One topic that was heavily talked about this week has to do with consciousness. Carl Jung, in his work titled <i>The Spiritual Problem of the Modern Man </i>states that consciousness is a virtue that allows individuals that are spiritually invested in it to enjoy a lifestyle superior to those who are not. He goes on to say that although staying conscious is important, being unconscious can lead to creativity. Carl believes that the modern man who is heavily aware of the present is far from average stating that he sits on a mountain nearly touching heaven. This idea of consciousness vs unconsciousness shows how the brain functions and presents the idea that it can be trained to function more efficiently. <br />
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<a href="http://content.ngv.vic.gov.au/col-images/api/EXHI015320/large" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" class="irc_mi iPHNgqHAPWHE-pQOPx8XEepE" height="200" src="http://content.ngv.vic.gov.au/col-images/api/EXHI015320/large" style="margin-top: 0px;" width="144" /></a><br />
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An additional but similar area of neuroscience is present in Sigmund Freud's studies of dreams. In <i>On Dreams, </i>Freud talks about how dreams are sort of an alternate language that mind speaks in. He talks about how, although brains have relative content, the content and importance is shifted. This work is closely related to Jung's work on conscious. Freud draws parallels between one's consciousness and the content of their dreams. As one can see in the works of Freud and Jung, neuroscience is a broad topic that will most likely never cease. <br />
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<span style="font-size: x-small;">Works:</span><br />
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<span style="font-size: x-small;">Bell, Vaughan. <i style="box-sizing: border-box;">Anesthesia May Leave Patients Consciousness</i>. Digital image. <i style="box-sizing: border-box;">Discover</i>. N.p., n.d. Web. 15 May 2016. <http://blogs.discovermagazine.com/crux/2012/01/04/surgical-anesthetics-may-leave-patients-conscious-and-show-more-precisely-what-consciousness-is/#.VzjWDZErLIU>.</span></div>
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<span style="font-size: x-small;">Bouma, Ryan. <i style="box-sizing: border-box;">What Is Neuroscience</i>. Digital image. <i style="box-sizing: border-box;">McGill</i>. N.p., n.d. Web. 15 May 2016. <https://www.mcgill.ca/neuroscience/neuroscience>.</span></div>
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<span style="font-size: x-small;">Freud, Sigmund. <i style="box-sizing: border-box;">On Dreams</i>. New York: Norton, 1952. Print.</span></div>
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<span style="font-size: x-small;">Jung, Carl. "The Spiritual Problem of the Modern Man." N.p., n.d. Web. 15 May 2016. <file:///C:/Users/Brian/Downloads/50653831-C-G-Jung-The-Spiritual-Problem-of-Modern-Man-1928.pdf>.</span></div>
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<span style="font-size: x-small;">Jung, Carl. "The Spiritual Problem of the Modern Man." N.p., n.d. Web. 15 May 2016. <file:///C:/Users/Brian/Downloads/50653831-C-G-Jung-The-Spiritual-Problem-of-Modern-Man-1928.pdf>.</span></div>
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<span style="font-size: x-small;">"Neuroculture." <i style="box-sizing: border-box;">Perspectives</i>. N.p., n.d. Web. 15 May 2016. <file:///C:/Users/Brian/Downloads/Neuroculture.pdf>.</span></div>
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<span style="font-size: x-small;">Vesna, Victoria. "Neuroscience + Art." Desma 9. 15 May 2016. Lecture.</span></div>
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<span style="font-size: x-small;">"Vienna and Art Design." N.p., n.d. Web. 15 May 2016. <http://www.ngv.vic.gov.au/vienna/sexuality/sigmund-freud.html>.</span></div>
Anonymoushttp://www.blogger.com/profile/18358430416685959781noreply@blogger.com2tag:blogger.com,1999:blog-116740771683368132.post-19878246919828084012016-05-07T14:45:00.000-07:002016-05-07T14:45:38.340-07:00Biotechnology in Art<a href="http://www.biotechguru.in/wp-content/uploads/2014/01/featured5-672x372.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" class="irc_mi i3UrIdwQespk-pQOPx8XEepE" height="177" src="http://www.biotechguru.in/wp-content/uploads/2014/01/featured5-672x372.jpg" style="margin-top: 13px;" width="320" /></a> Like the professor said, this week's topic is a very controversial one. The incorporation of biotechnology in art is one that has been debated about since its creation. People often argue that this field of study and experimentation is one that needs to be more heavily regulated. This is a topic that involves genetically modifying natural objects such as plants, animals, and even humans. Looking at the picture on the right, it would be an easy claim to make that animals are often mistreated through this field of study.<br />
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<a href="http://melchin.org/oeuvre/wp-content/uploads/1991/01/revivalfield_web1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="204" src="http://melchin.org/oeuvre/wp-content/uploads/1991/01/revivalfield_web1.jpg" width="320" /></a> Although it is easy to make the assumption that biotechnology is a harmful in many ways, it is also easy to say that it has done a lot of good. An example of this is Dr. Rufus Chaney's <i>Revival Field </i>(Left). This particular piece of work uses plants to extract metals from the soil that are causing contamination. Chaney has incorporated her study of biotechnology into a green experiment that could potentially do a lot of good in the world. A similar project is the one being performed by Natalie Jeremijenko in New York. Natalie has started replacing pieces of concrete and asphalt with different types of plants. This adds greenery to the very industrialized city of New York.<br />
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<a href="http://www.ekac.org/gfpb1.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="http://www.ekac.org/gfpb1.jpeg" width="208" /></a>A biotech experiment that may evoke a different reaction among society is one being carried out by Eduardo Kac. Kac found a way to make his bunny, Alba, glow a florescent green. He did so by infusing Alba with EGFP, a fluorescent gene found in a specific species of jelly fish. This is an experiment that could be criticized by many. Altering the genes of a living animal can be seen as unjust and immoral. It could also pose a threat to the creature endangering its life. It's experiments like these that have caused much of society to inhibit a skeptical view of biotechnology and the path that it is on. <br />
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https://www.youtube.com/watch?v=eCPtDVnaQ1w <br />
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<span style="font-size: x-small;">Digital image. <i style="box-sizing: border-box;">Bio Tech Guru</i>. N.p., n.d. Web. 7 May 2016. <http://www.biotechguru.in/category/article/>.</span></div>
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<span style="font-size: x-small;">DNewsChannel. "Science Creates Glowing Kittens, Monkeys and Sheep!" <i style="box-sizing: border-box;">YouTube</i>. YouTube, 02 May 2013. Web. 07 May 2016. <https://www.youtube.com/watch?v=eCPtDVnaQ1w>.</span></div>
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<span style="font-size: x-small;">"GFP BUNNY." <i style="box-sizing: border-box;">GFP BUNNY</i>. N.p., n.d. Web. 07 May 2016. <http://www.ekac.org/gfpbunny.html#gfpbunnyanchor>.</span></div>
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<span style="font-size: x-small;">"Natalie Jeremijenko." <i style="box-sizing: border-box;">Natalie Jeremijenko</i>. N.p., n.d. Web. 07 May 2016. <http://www.inspirationgreen.com/natalie-jeremijenko.html>.</span></div>
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<span style="font-size: x-small;">"Revival Field – Mel Chin." <i style="box-sizing: border-box;">Revival Field – Mel Chin</i>. N.p., n.d. Web. 07 May 2016. <http://melchin.org/oeuvre/revival-field>.</span></div>
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<span style="font-size: x-small;">Vesna, Victoria. "BioTech + Art." Los Angeles. 7 May 2016. Lecture.</span></div>
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<br />Anonymoushttp://www.blogger.com/profile/18358430416685959781noreply@blogger.com0tag:blogger.com,1999:blog-116740771683368132.post-52923197521622914482016-05-03T13:07:00.000-07:002016-05-04T20:55:44.982-07:00EVENT: The J. Paul Getty Museum <table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-D9LWbUjy2OI/VypyD8Y2wtI/AAAAAAAAAKA/JGrfZjCppbA_3XBNxUA3LhfUC-xlL7z9wCK4B/s1600/4952f3eb-bc83-4ae3-873c-8665fe696ea6.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://2.bp.blogspot.com/-D9LWbUjy2OI/VypyD8Y2wtI/AAAAAAAAAKA/JGrfZjCppbA_3XBNxUA3LhfUC-xlL7z9wCK4B/s200/4952f3eb-bc83-4ae3-873c-8665fe696ea6.jpg" width="150" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">My Day with Mr. Getty</td></tr>
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This week I attended the Getty Museum for one of my events. The Getty Museum was established by the businessman/ Philanthropist J. Paul Getty. Mr. Getty had a fascination with art and started collecting it in 1945 when he moved to the Malibu Area. When his collection became too big he decided that it was in his best interest to build a villa to expand on his collection. The ground for this site was broken in 1974. It then evolved into what everyone knows The Getty Museum to be today. What was once a very small and personal museum has now expanded to cover a 110 acre facility that welcomes over a million guests each year.<br />
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<a href="http://1.bp.blogspot.com/-vrccfdWi0v8/Vypz5L7QfNI/AAAAAAAAAKM/BC-OcT8-yHAE9RTEKLfFE8YFQT7NL9FWgCK4B/s1600/f58c9544-771f-4d91-ba58-9148061f6027.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://1.bp.blogspot.com/-vrccfdWi0v8/Vypz5L7QfNI/AAAAAAAAAKM/BC-OcT8-yHAE9RTEKLfFE8YFQT7NL9FWgCK4B/s200/f58c9544-771f-4d91-ba58-9148061f6027.jpg" width="150" /></a> What I thought was most interesting about my visit to the Getty was how applicable a lot of the structures were to what we have been studying in class. As I walked through the garden I realized that intermediaries between art and science can be found everywhere. Take this windmill for example. It intertwines industrialized advancements with the beauty of art. When windmills were first created their only purposes were functional ones. This structure took the science put into these windmills and transformed it into a piece of art. I thought that it was extremely unique how it harnessed the natural wind around it to expand its beauty and complexity even more.<br />
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<a href="http://4.bp.blogspot.com/-j_pz3ultHZg/Vyp1wuINfEI/AAAAAAAAAKg/inOI_HywcpoTQkZ8crY9eneLiD2LBDtBACK4B/s1600/78f65613-aa1a-4b43-a2de-134841a49dbf.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://4.bp.blogspot.com/-j_pz3ultHZg/Vyp1wuINfEI/AAAAAAAAAKg/inOI_HywcpoTQkZ8crY9eneLiD2LBDtBACK4B/s200/78f65613-aa1a-4b43-a2de-134841a49dbf.jpg" width="150" /></a><br />
<a href="http://4.bp.blogspot.com/-EJBzgJ8MKSw/Vyp1qikBa_I/AAAAAAAAAKY/xCXJhGSFeXUUOUCJpKWW3pZ1vE9jJEEBgCK4B/s1600/bbe318d4-d303-40fb-833a-f907210191c6.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://4.bp.blogspot.com/-EJBzgJ8MKSw/Vyp1qikBa_I/AAAAAAAAAKY/xCXJhGSFeXUUOUCJpKWW3pZ1vE9jJEEBgCK4B/s200/bbe318d4-d303-40fb-833a-f907210191c6.jpg" width="150" /></a><br />
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What also caught my eye was the main feature of the garden harnessed the use of water for its beauty. It consisted of a long stream that ran down the length of the garden into a large pond that consisted of a maze like arrangement of shrubs. This added a lot to the garden as almost anywhere you could see and hear part of the fountain. <br />
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The Getty was an amazing experience for me that I would recommend to anyone, especially Desma 9 students. It opened my eyes as to how science is heavily prevalent in art. It is also in a spectacular location that shows off all the beauty that our home of LA has to offer. <br />
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<span style="font-size: x-small;">Finkel, Jori. "Attendance at L.A. Museums Lags behind." <i style="box-sizing: border-box;">Los Angeles Times</i>. Los Angeles Times, 30 Mar. 2011. Web.</span></div>
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<span style="font-size: x-small;"> May 2016. <http://articles.latimes.com/2011/mar/30/entertainment/la-et-museum-attendance-2-20110329>.</span></div>
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<span style="font-size: x-small;">Paul J. Getty Foundation. "The Getty Villa." Getty Trust Foundation, n.d. Web. 3 May 2016. <https://www.getty.edu/news/press/getty_villa/gv2.pdf>.</span></div>
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Anonymoushttp://www.blogger.com/profile/18358430416685959781noreply@blogger.com0tag:blogger.com,1999:blog-116740771683368132.post-19125581018463469572016-05-03T11:46:00.000-07:002016-05-04T21:00:34.848-07:00EVENT: "Drone Sweet Drone"<a href="http://3.bp.blogspot.com/-a02TGZ-g2yE/Vyq8dvnI2-I/AAAAAAAAAK4/gPoaa4CzXmURCQNToQmsp7VJ6HgABaxfACK4B/s1600/4f2a44a4-5ba9-40b4-a0bd-bb01f39e9b6f.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://3.bp.blogspot.com/-a02TGZ-g2yE/Vyq8dvnI2-I/AAAAAAAAAK4/gPoaa4CzXmURCQNToQmsp7VJ6HgABaxfACK4B/s200/4f2a44a4-5ba9-40b4-a0bd-bb01f39e9b6f.jpg" width="150" /></a> For one of my events I attended the guest lecture by artist, designer, and former UCLA student Anne Niemetz. Niemetz, now a media arts professor at Victoria University in New Zealand, focuses her work towards the areas of wearable technology and drones. She also shared a number of projects that she has worked on that includes experiments having to do with sound. <br />
<a href="http://lawestmedia.com/wp-content/uploads/2016/05/20140910151709-65020.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" class="irc_mi i8SSmQWxcjdI-pQOPx8XEepE" src="http://lawestmedia.com/wp-content/uploads/2016/05/20140910151709-65020.jpg" height="192" style="margin-top: 47px;" width="320" /></a><br />
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One thing that I took away from Anne's lecture was how becoming educated in art and science can prove to be beneficial for careers after college. One place that this is prevalent is in Anne's work on sound generation using bolts of electricity coming from Tesla Balls. As Anne explained, the sound generated through this method is unlike any other instrument ever created. This is a perfect representation of how the worlds of science and art collide. This sound generation obviously takes a great deal of technological advancements in the world of science, but also and understanding on the artistic side of music. <br />
<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQ7WzB5tJuT4Jcwz6YOudHNeXkFpQpzzEnxg3jMbZHcdNEl865P" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Image result for anne niemetz drones" border="0" class="rg_i" data-src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQ7WzB5tJuT4Jcwz6YOudHNeXkFpQpzzEnxg3jMbZHcdNEl865P" data-sz="f" height="297" jsaction="load:str.tbn" name="OiWTqjkYOK6pOM:" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQ7WzB5tJuT4Jcwz6YOudHNeXkFpQpzzEnxg3jMbZHcdNEl865P" style="height: 153px; margin-top: 0px; width: 329px;" width="640" /></a><br />
Anne also talked a lot about the impact that drones are having on the world. This is very similar to the robotics unit that we covered in class. Niemetz's perspective seemed to be that drones are obviously a technological advancement that are proving to be helpful to society, but one that we should be cautious with. She also talked about how the rest of society feels about drones. She mentioned that many individuals have come to feel violated by constant surveillance of drones.<br />
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I would recommend definitely recommend this event to other students in the class. I thought that the things that Anne talked about appealed heavily to topics covered in Desma 9. I also thought that it was good to see how successful a fellow Bruin has become in her life. <br />
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<span style="font-size: xx-small;">"ANNE NIEMETZ: “Drone Sweet Drone” Exhibition." <i style="box-sizing: border-box;">LA West Media</i>. N.p., n.d. Web. 4 May 2016. <http://lawestmedia.com/event/anne-niemetz-drone-sweet-drone-exhibition/>.</span></div>
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<span style="font-size: xx-small;">"Dr Sarah Elsie Baker - Academic Profile." <i style="box-sizing: border-box;">Dr Sarah Elsie Baker - Academic Profile</i>. N.p., n.d. Web. 04 May 2016. <http://www.drsarahelsiebaker.com/#!projects/ctzx>.</span></div>
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<span style="font-size: xx-small;">Niemetz, Anne. "Drone Sweet Drone." Broad Art Center, Los Angeles. 3 May 2016. Lecture.</span></div>
Anonymoushttp://www.blogger.com/profile/18358430416685959781noreply@blogger.com0tag:blogger.com,1999:blog-116740771683368132.post-26142061093374875532016-04-24T23:22:00.001-07:002016-04-24T23:22:32.788-07:00Art in Medicine <div class="MsoNormal">
<a href="http://www.messagetoeagle.com/wp-content/uploads/2015/10/hippocrates2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" class="irc_mi i02lKJ1IU6mU-pQOPx8XEepE" height="192" src="http://www.messagetoeagle.com/wp-content/uploads/2015/10/hippocrates2.jpg" style="margin-top: 0px;" width="200" /></a> Art and health are two extremely different topics that are
surprisingly related in a number of ways.
Scientific observations that relate to the medical field are heavily reliant
on certain types of art. This
relationship is outlined in the Hippocratic Oath which outlines the importance
of the coalition between the two. It
urges doctors to remember that artistic abilities may, at times, be
preferred to scientific ones. Especially in
the time of Hippocrates, art was crucial to the success or failure of medical procedures
and knowledge.</div>
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<a href="http://www.ijnm.in/articles/2013/28/2/images/IndianJNuclMed_2013_28_2_121_118258_u3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" class="irc_mi iSrz8dSNNr_A-pQOPx8XEepE" height="103" src="http://www.ijnm.in/articles/2013/28/2/images/IndianJNuclMed_2013_28_2_121_118258_u3.jpg" style="cursor: move; margin-top: 66px;" width="320" /></a></div>
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One part of medicine that heavily involves the use of art is
MRI's. MRI's are unique
because they operate through aural techniques.
This was a groundbreaking advancement that proved it was possible to
create a visual image through the use of sound and magnets. Silvia Casini argues that ultrasounds
portrait like qualities due to its “performative” qualities. The advancements in this form of art have
made it possible to identify tumors, and problems with patient’s brain
structures without having to perform further procedures. <o:p></o:p></div>
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https://www.youtube.com/watch?v=l8xTVfs4FQ0</div>
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<a 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" 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" style="margin-top: 0px;" width="320" /></a>An example of an individual who is combining art with
medicine is Kevin Warwick. Warwick has found a way to insert an electronic chip into his nerves to track his movements
and gather information. After Warwick
tracks his movements he can identify useful information on his lifestyle and
methods of moving. In a way, Warwick has
begun to merge himself with a computer.
He has begun experimenting with opening doors, turning on lights, and
even operating a computer without ever lifting a finger. </div>
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In <i>The Architecture of Life, </i>Donald Ingber describes just how complex life is. The human body is made up of an extensive anatomy that is still not completely understood by the scientific world. The advancements in art have made practices significantly better, faster, easier, and more reliant. It has allowed doctors to go from simply drawing a picture of what they see anatomically, to being able to see inside a body by performing a simple 15 minute procedure. </div>
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-Brian Sussex</div>
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Resources:</div>
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Casini, Silvia. "Magnetic Resonance Imaging (MRI) as Mirror and Portrait: MRI Configurations between Science and the Arts." <i style="box-sizing: border-box;">Configurations</i> 19.1 (2011): 73-99. Web.</div>
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Ingber, Donal E. <i style="box-sizing: border-box;">The Architecture of Life</i>. N.p.: Scientific America, 1998. Print.</div>
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"Kevin Warwick." <i style="box-sizing: border-box;">Kevin Warwick</i>. N.p., n.d. Web. 25 Apr. 2016. <http://www.kevinwarwick.com/>.</div>
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Tyson, Peter. "The Hippocratic Oath Today." <i style="box-sizing: border-box;">PBS</i>. PBS, 27 Mar. 2001. Web. 25 Apr. 2016. <http://www.pbs.org/wgbh/nova/body/hippocratic-oath-today.html>.</div>
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Voxdotcom. "Life Looks Really Different through an MRI Machine." <i style="box-sizing: border-box;">YouTube</i>. YouTube, 16 Sept. 2014. Web. 25 Apr. 2016. <https://www.youtube.com/watch?v=l8xTVfs4FQ0>.</div>
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Anonymoushttp://www.blogger.com/profile/18358430416685959781noreply@blogger.com0tag:blogger.com,1999:blog-116740771683368132.post-53887284116065220482016-04-17T20:50:00.000-07:002016-04-17T20:50:17.163-07:00Robotics<br />
Robotics is becoming a topic that more and more people are beginning to discuss. Especially with the up and coming presence of drones, people have begun wondering what robotic technology should and shouldn't do. From my perspective I have noticed that the public's reaction to the exponential growth of industrialization varies tremendously. Many despise of certain types of industrilizations such as the use of robots and drones. Others, such as the people at Arduino, welcome these advancements. Arduino is a simple electronics platform that people can use for a wide variety of projects. Technological advancements such as these make it easy for people to get their feet wet in industrialization processes.<br />
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<a 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" 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" style="height: 194px; margin-top: -11px; width: 259px;" /></a> After I read Walter Benjamin's work on mechanical reproduction, my mind went instantly to IRobot, a film set in 2035 that portrays and apocalyptic instance where robots became smarter than humans. Benjamin frequently mentioned the depreciation of quality through the use of robotics and industrialization. This is something that is very closely portrayed in the character of Will Smith who is obviously opinionated about the quality of the robots. Although the film is and extreme case of the downside of robotics, it sends a message about why society should be cautious in the field of industrialization.<br />
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRq2v483_xmu8gTLGY0jawcn_CyGyioxDdHtzGqVfBqIAwepRh2" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" class="irc_mut ioXEqpc_BU2E-HwpH6ZlgJaI" height="214" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRq2v483_xmu8gTLGY0jawcn_CyGyioxDdHtzGqVfBqIAwepRh2" style="margin-top: 0px;" width="320" /></a></div>
An additional area where mechanization is beginning to apply to art is music. Before the emergence of computers and other electronics, music consisted of solely of percussions, acoustics, and vocals. Today, many artists are utilizing artificial noises to make parts of their songs sound better. Artists that fall under the "techno" category are even using electronics for their whole song. <br />
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https://www.youtube.com/watch?v=WSeNSzJ2-Jw<br />
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Douglas Davis mentioned his stance on these types of arts in his piece <i>The Work of Art in the Age of Digital Reproduction</i>. In it he states how he believes that the industrialization of certain arts is worsening it. He believes that as soon as digital reproduction touches a piece of art, that work is devalued substantially<br />
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-Brian Sussex<br />
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Works:<br />
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<span style="background-color: white;"><span style="font-size: x-small;"><span style="color: #333333; font-family: 'Open Sans', sans-serif; line-height: 22.8571px;">"WHAT IS ARDUINO?" </span><i style="box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; line-height: 22.8571px;">Arduino</i><span style="color: #333333; font-family: 'Open Sans', sans-serif; line-height: 22.8571px;">. Web. 17 Apr. 2016.</span></span></span><br />
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<span style="background-color: white;"><span style="font-size: x-small;"><i style="box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; line-height: 22.8571px;">I, Robot</i><span style="color: #333333; font-family: 'Open Sans', sans-serif; line-height: 22.8571px;">. 20th Century Fox, 2004.</span></span></span><br />
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<span style="background-color: white;"><span style="font-size: x-small;"><span style="color: #333333; font-family: 'Open Sans', sans-serif; line-height: 22.8571px;">"Rehearsing Revolution and Life : The Embodiment of Benjamin’s Artwork Essay at the End of the Age of Mechanical Reproduction." </span><i style="box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; line-height: 22.8571px;">Walter Benjamin and Art</i><span style="color: #333333; font-family: 'Open Sans', sans-serif; line-height: 22.8571px;">. Web.</span></span></span><br />
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<span style="background-color: white;"><span style="font-size: x-small;"><span style="color: #333333; font-family: 'Open Sans', sans-serif; line-height: 22.8571px;">SKrillix. </span><i style="box-sizing: border-box; color: #333333; font-family: 'Open Sans', sans-serif; line-height: 22.8571px;">Youtube</i><span style="color: #333333; font-family: 'Open Sans', sans-serif; line-height: 22.8571px;">. Web. 17 Apr. 2016.</span></span></span><br />
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Anonymoushttp://www.blogger.com/profile/18358430416685959781noreply@blogger.com1tag:blogger.com,1999:blog-116740771683368132.post-28274517699692359852016-04-13T13:20:00.001-07:002016-04-25T15:41:40.442-07:00Math and Art<div class="MsoNormal" style="text-align: center; text-indent: 0.5in;">
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Growing up, I always prided myself in being an exceptional student in all of my math classes. I thoroughly enjoyed it and was able to solve problems at ease that others struggled with. Art classes were a different story however. After I educated myself on the topic this week, I noticed that math skills may perhaps relate to specific kinds of art. A simple example of how math and science relate is described in Abbott’s<i> Flatland</i>. Abbott describes how different perspectives of different objects give the viewer different shapes. In addition, I was enlightened by the math that goes into the constructions of vanishing points, as Marc Frantz mentioned in his lecture. This picture of different shapes shows both effects in action as a viewer can see different things based on their vantage point. One can also notice the intersecting lines on the bottom of the picture that are seemingly parallel. <o:p></o:p></div>
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<a href="http://2.bp.blogspot.com/-rFgrvw52yY8/VwtIcUxDWzI/AAAAAAAAAJU/b4hw2puqZqcEcaq6NTOnejaesVKQrG-XQ/s1600/basic_shapes_and_perspective_by_eqathlete.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="243" src="https://2.bp.blogspot.com/-rFgrvw52yY8/VwtIcUxDWzI/AAAAAAAAAJU/b4hw2puqZqcEcaq6NTOnejaesVKQrG-XQ/s320/basic_shapes_and_perspective_by_eqathlete.jpg" width="320" /></a></div>
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<a href="http://www.centerpointaudio.com/Images/Analog-Digital%20frequency%20examples.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="irc_mi" src="http://www.centerpointaudio.com/Images/Analog-Digital%20frequency%20examples.png" height="195" style="margin-top: 19px;" width="320" /></a> I was also intrigued to find the amount of math that goes into the production of sound. Technological advancements can be seen in the difference between digital and analog sound. <i>Music </i><i>and Computers </i>states that digital sound is simply an approximation of analog sound. As more and more approximations are made to produce digital sound, the quality becomes clearer and clearer. </div>
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<a href="http://photocine.huymoeller.com/wp-content/uploads/2011/09/Royce-Hall.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" class="irc_mi" src="http://photocine.huymoeller.com/wp-content/uploads/2011/09/Royce-Hall.jpg" height="212" style="margin-top: 0px;" width="320" /></a> Based on what I have learned this week, I would say that examples involving art, science, and math intertwined are extremely easy to find. For example, architectural structures a lot of times involve all three in order to not only be safe, but also attractive. All three aspects go into making UCLA the beautiful school that we know today.<o:p></o:p></div>
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Abbott, Edwin Abbott. <i>Flatland: A Romance of Many Dimensions</i>. New York: Barnes & Noble, 1963. Print.</div>
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Frantz, Marc. "Vanishing Points and Looking at Art." (200). Web.</div>
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"Royce Hall." <i>Huy Moeller PhotoCine</i>. Web. 11 Apr. 2016.</div>
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"Chapter 2: The Digital Representation of Sound, Part Two: Playing by the Numbers." <i>Music and Computers</i>. Web. 11 Apr. 2016.</div>
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"Understanding Analog and Digital Audio." <i>Understanding Analog and Digital Audio</i>. Web. 11 Apr. 2016. </div>
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"Basic Shapes and Perspective." <i>By Eqathlete on DeviantArt</i>. Web. 11 Apr. 2016. </div>
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Anonymoushttp://www.blogger.com/profile/18358430416685959781noreply@blogger.com0tag:blogger.com,1999:blog-116740771683368132.post-53115906677073071492016-03-30T21:41:00.001-07:002016-04-25T15:41:55.500-07:00Art in Science <span style="text-indent: 0.5in;">The relationship between the two
cultures of art and science is one that has been debated about for decades
after being sparked by P.C. Snow in his 1959 lecture. Since that time, there has been a noticeable
shrink in the gap between how people see the two. Snow said that he would go from speaking to
scientists during the day to talking to his literary colleagues at night, which
gave him a first-hand account of the difference amongst the two
communities. As I pondered the
relationship between these two sides, I came to the realization that the two
sides actually intertwine extensively.</span><br />
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<a href="https://4.bp.blogspot.com/-kDtDQYKecfw/VvypuKKnjdI/AAAAAAAAAGw/0EQq8ToeAbQ6lM9ymP4flQzLB9XSxS2qQ/s1600/pic%2B2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://4.bp.blogspot.com/-kDtDQYKecfw/VvypuKKnjdI/AAAAAAAAAGw/0EQq8ToeAbQ6lM9ymP4flQzLB9XSxS2qQ/s320/pic%2B2.jpg" width="320" /></a> Living in the
architecturally diverse location of LA, specifically UCLA, connections between
art and science can be seen regularly.
The scientific methods of architectural engineering are combined with an
artistic touch to create many of the buildings that UCLA students are more than
familiar with such as Royce, Powell, and
Kerckhoff. <o:p></o:p></div>
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<a href="https://1.bp.blogspot.com/-tJh6F7ef2nE/VvypvqSOd8I/AAAAAAAAAG0/YaI4JDrL4T8LhqIrNj69-2JyjlxBvLV3g/s1600/Pic%2B3.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="213" src="https://1.bp.blogspot.com/-tJh6F7ef2nE/VvypvqSOd8I/AAAAAAAAAG0/YaI4JDrL4T8LhqIrNj69-2JyjlxBvLV3g/s320/Pic%2B3.png" width="320" /></a>After readings Bohm’s work on creativity, and observing the
photos of the Hellgate Bridge and Kerckhoff Hall, my perspective of the
relationship between Science and Art drastically changed. Bohm mentions how the creativity of
scientists and authors are peculiarly similar in that both are trying express
and validate their own original ideas.
By adopting this creative perspective, I can further my skills as a
student. It will force me to see the
world in a different way by not favoring
either science in art in my thinking.<o:p></o:p></div>
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<span style="background: rgb(241 , 244 , 245); font-family: "helvetica" , sans-serif; font-size: 10.5pt; line-height: 107%;">Bohm, David, and Lee
Nichol.<span class="apple-converted-space"> </span></span><i style="box-sizing: border-box;">On Creativity</i>. London: Routledge, 1998. Print.<o:p></o:p></div>
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<span style="background: rgb(241 , 244 , 245); font-family: "helvetica" , sans-serif; font-size: 10.5pt; line-height: 107%;">Bulte, Bryan.<span class="apple-converted-space"> </span></span><i style="box-sizing: border-box;">The Art+ Science of Negotiating</i>. 2014. N.p.<o:p></o:p></div>
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<span style="background: white; font-family: "helvetica" , sans-serif; font-size: 10.5pt; line-height: 107%;">Kleipas, AJ.<span class="apple-converted-space"> </span></span><i style="box-sizing: border-box;">Hellgate Bridge</i>.
2001. Brooklyn, NY.<o:p></o:p></div>
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<span style="background: rgb(241 , 244 , 245); font-family: "helvetica" , sans-serif; font-size: 10.5pt; line-height: 107%;">Snow, C. P.<span class="apple-converted-space"> </span></span><i style="box-sizing: border-box;">The Two Cultures and the Scientific Revolution</i>. N.p.: n.p., n.d. Print.<span style="background: white; font-family: "helvetica" , sans-serif; font-size: 10.5pt; line-height: 107%;"><o:p></o:p></span></div>
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<span style="background: rgb(241 , 244 , 245); font-family: "helvetica" , sans-serif; font-size: 10.5pt; line-height: 107%;">Wilson, Jonathan.<span class="apple-converted-space"> </span></span><i style="box-sizing: border-box;">Kerckhoff</i>. 2010.
Jawsnap Photo, Los Angeles.<o:p></o:p></div>
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Anonymoushttp://www.blogger.com/profile/18358430416685959781noreply@blogger.com1