tag:blogger.com,1999:blog-58550860520290021342024-03-04T20:01:29.426-08:00"That's what it's all about."English tastes good :)Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.comBlogger33125tag:blogger.com,1999:blog-5855086052029002134.post-42048941649737092342011-06-16T04:10:00.000-07:002011-06-16T04:10:43.834-07:00Learning OutcomesOh yeah! Forgetting this would be bad........<br />
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Our stated learning outcomes for this course are to "consume, create, and connect" in the digital age. Did I meet those learning outcomes?<br />
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1. I consumed my digital culture book of choice, <i>The Wisdom of Crowds</i>, using Google Books and another online version. It was tedious because the Google book had missing pages that I had to read around and the online library version had terrible formatting. All in all, it made me appreciate both the traditional codex and the possibilities of legitimate e-readers--that is, not my laptop. Good learning experience.<br />
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The consuming of social media as a form of scholarly research was a particularly novel experience for me. I barely even knew that blogging existed before this class, but I was required to read the blogs of my peers on a regular basis. Also, I created profiles on Goodreads and Diigo and received feeds on my Google Reader. I read book reviews in diverse online locations and read online forums about Borges. I'm not sure how my consumption was in comparison to other students, but its breadth has been far vaster in the past month and a half than in the past nineteen years of my life.<br />
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2. Now, I like to write. I write short stories, poems, essays, research papers, you name it. But never before in my life have I written, written, written, written the way I have in this class. The knowledge that I was creating content that had legitimate application in the lives of my peers was simultaneously terrifying and thrilling. I struggled at first to post on my blog regularly, but I improved with time and even began to enjoy the experience. I learned that varying the lengths of my blog posts is not an evil and that informal writing is ok!<br />
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3. I have never been so inundated with emails before. My goodreads messages come back to my email; my blog comment interchanges are sent to my email; my Diigo updates are sent to my email; the list goes on. I know that I had the ability to set controls on those emails, but I struggled to find a balance with getting too much information and not getting enough information. Do I feel connected? Yes!<br />
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But beyond the passive connectedness of receiving alerts, I have discovered that the internet is actually...like...a net of people...interconnected. I can send a message to a man in India asking for help with a project on an Argentine writer whose work has been translated into English so I can read it. That same work has been the inspiration for artwork worldwide--artwork that has been curated by people I can email, even if they live in London. The world is so, so small.<br />
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I will be the first to admit that this class has been a continuous learning curve for me. I have failed at multiple times to consume, create, and connect at the level that I was asked to. But I have also been more successful than I ever have been before in my life at mastering an entirely new way of thinking about literature.<br />
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I know that we talk in this class about how the internet is just a tool and the real focus is to create content. But I disagree. This is where form meets function. A blog is not just a tool; it is the content itself. The long vertical columns; the picture of myself smiling vapidly on the side; the flower template I (legally) downloaded. The digital age is like this--literature is not just printed words on a page anymore; it is a thing in constant flux, which may be found on a screen or a page or a sound byte. I love this. As far as I can determine, my attempt to learn to write about literature in the digital age has been a success.Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com0tag:blogger.com,1999:blog-5855086052029002134.post-89320131246769231982011-06-13T14:21:00.000-07:002011-06-13T14:21:03.996-07:00Visual/Design TeamCreating this eBook has been a whirlwind process!<br />
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As a member of the visual design team, I was responsible with Matt Harrison to come up with the cover art for our eBook (final cover art was finished by Sam McGrath). We took different approaches to finding the cover art; I checked Flikr's Creative Commons-licensed photos, while Matt checked out iStockPhoto.com. The <a href="http://rachaelschiel.blogspot.com/2011/06/cover-art.html">first group </a>of pictures I posted I was really excited about--especially works that had been remixed to include old and new artwork. For instance, one piece of art was a remix of Mary Cassatt's "Mrs. Duffee Seated on a Striped Sofa, Reading." In the original, Mrs. Duffee is obviously reading a traditional codex; in the remix, the book has been replaced with a Kindle. I thought it was very original.<br />
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It turns out that my classmates and instructor were more excited about a picture that I had put up sort of just to prove that I had done my research and looked at different options. It's a picture of a woman reading a magazine, standing in front of a quickly-moving train. It has a nice nuance to it; it suggests class and traditional forms of scholarship in the context of an evolving world. It's not what I would have personally chosen, but I am satisfied with it.<br />
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In order to make it eBook-ready, I used a basic Paint program to add the title of our book. Sam contacted me on Saturday and told me that unfortunately, the picture was not a high-enough resolution to use as our cover. I went back to get a higher-resolution picture on Flikr, but the poster of the picture had taken it down between the time that I first found it and the time that I needed the higher-resolution picture. Sam solved the problem by adding a funky border to the picture that makes it the needed size.Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com0tag:blogger.com,1999:blog-5855086052029002134.post-57108345437014522062011-06-10T11:50:00.000-07:002011-06-10T11:50:33.567-07:00Cover ArtSome options...these are all just tentative remixes, words/pictures can be altered. Just let me know if something is remotely appealing to you.<br />
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<img alt="" 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" 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Or, alternatively, we could do a mash-up of these pictures (someone would need to help me):<br />
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I think there are a few ways we could do that. Just let me know if you like any of these (or if you have other ideas).Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com2tag:blogger.com,1999:blog-5855086052029002134.post-8133055814363567832011-06-08T14:08:00.000-07:002011-06-08T14:08:43.102-07:00Tweethis (doesn't that sound like "tweet this?")<style>
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<div class="MsoNormal">Jorge Luis Borges dreamed of a Berkeleian universe: a world composed of our dreams and our belief in them. The digital age is making this world a reality.</div>Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com0tag:blogger.com,1999:blog-5855086052029002134.post-19354311216284973692011-06-08T13:55:00.000-07:002011-06-08T13:55:36.963-07:00Author BioRachael Schiel is a sophomore minoring in English at BYU. She is majoring in psychology and enjoys heated discussions about Chinese food and the nature of reality.Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com0tag:blogger.com,1999:blog-5855086052029002134.post-89885793102012253522011-06-08T12:38:00.000-07:002011-06-09T17:19:58.162-07:00Alternate Worlds: How Borges' predictions about the changeable nature of reality are coming true in the digital age<div class="MsoNormal" style="text-indent: 0.5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"><b> </b>“The other one, the one called Borges, is the one things happen to….little by little, I am giving everything over to him” (“Borges and I”) wrote Jorge Luis Borges of his relationship with himself. Borges, more than any other author I have ever read, is acutely aware of the many realities which we create for ourselves. The first time I read “Borges and I,” I stared at the page for long minutes in astonishment: Borges had articulated a truth which I had struggled to recognize in words for many years. Humans are composite creatures, and reality is a composite entity. In a world of virtualization and digitization, Borges’ truth is a powerful one to consider: Reality is what we give credence to, not what others (or tradition) assume to be “real.” It is a truth that is supported by the evidence of the digital age.</span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> <b> </b></span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"><b>"Death and the Compass"</b></span></div><div class="MsoNormal" style="text-indent: 0.5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">The internet and associated media allow us to choose the realities we prefer, much like Borges’ character, Erik Lonnrot, chooses to see the world as a place of secrecy and intrigue in the short story “Death and the Compass.” A detective on a serial murderer case, Lonnrot is excited by mysterious notes left by the murderer at the scene of every crime. Lonnrot becomes obsessed with Hebrew mysticism, convinced that he can use it to “divine the secret morphology of the vicious series” (Borges, 1). Unbeknownst to him, the murderer has chosen to seem like a mystic precisely because he knows it will lure Lonnrot into a trap. Lonnrot chooses to believe in certain truths, and then those truths become his reality.</span></div><div class="MsoNormal" style="text-indent: 0.5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">I, like Lonnrot, have experienced the lure of creating my own reality in the form of online avatars and profiles and games. I was a part of the middle-school Neopets© frenzy of feverish “Neopoint” collecting and pet-care; I have dabbled in online gaming and, with near shame, experienced the thrill of “level-upping.” These things seem innocuous, however, when compared with the ways in which absorbing myself in my online identity have, at times, jeopardized my “other” reality—that of home, family and friends. </span></div><div class="MsoNormal" style="text-indent: 0.5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">I will never forget the rainy high school night when my father and I almost broke into physical violence over my Facebook password, which I refused to give him. I remember staring in disbelief at the computer screen afterwards. “What was I thinking?” I asked myself. I wonder if Qiu Chengwei asked himself the same thing after stabbing his friend over an online gaming dispute in 2005 (“Chinese Gamer”). Despite what we tell ourselves about the lines we keep between reality and “virtuality,” as Borges says, we come to understand “with relief, with humiliation, with terror …that [we] also [are] an illusion” (“Circular Ruins”). Only our conviction of reality authenticates that reality.</span><br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"><b>Integrating Art</b> </span></div><div class="MsoNormal" style="text-indent: 0.5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Noam Cohen of the <i>New York Times</i> has stated that Borges “uniquely, bizarrely, prefigured the World Wide Web” with his conception of infinite stores of information and the ways in which those stores would alter the human experience (Cohen). A form of information—one that greatly enhances our conviction that the digital world can be a form of reality—is the graphic information that is ubiquitous online in the form of artwork, photographs, and the like. </span></div><div class="MsoNormal" style="text-indent: 0.5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">As I was researching Borges’ present-day effects on the internet community, I stumbled onto a personal blog that discussed Borges’ “Library of Babel” and its relevancy to the topic of RDF and RSS integration (Mazzochi). What struck me as most impressive about this blog was the picture it was posted with—a gorgeous painting of a crumbling, circular tower. A blog is inherently a personal form of communication, but it was really the picture—with fanciful blues and solemn browns—that pulled me headfirst and intimately into the pith of what the author was trying to say: Even limitless stores of information are a relic without an effective way of organizing them (like, say, a search engine on an internet browser). The blogger’s argument was more convincing to me—and I accepted it as valid, real—in part because of the use of art.</span></div><div class="MsoNormal" style="text-indent: 0.5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Art has a way of striking the emotions in a way that is more instantaneous than words. Language must be decoded a symbol, a word at a time; art has an immediate impact. Perhaps that is why advertising is primarily a visual science—it goes for the visceral reaction. If this is true, then the internet may be a more impactful medium for experiencing literature than the more traditional codex—it has the potential to “market” the literature because of its higher capacity for visual enhancement. </span><br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"><b>"The Library of Babel" and "Tlon, Uqbar, Orbis Tertius"</b></span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"><b> </b> </span></div><div class="MsoNormal" style="text-indent: 0.5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Imagine juxtaposing a short story of Borges’ with a visual artwork by Escher, much like the blogger I found juxtaposed his words with a work of art. It has been argued that Escher’s print, “Ascending and Descending,” is thematically comparable to Borges’ “The Library of Babel,” which discusses the implications of an infinite library of information that winds around and around on itself (Parker, 18). Putting the two works together could make experiencing both a more emotional, more comprehensive experience. The reader becomes aware of the arguments presented by both works and is convinced of the potential “reality” of each. Art convinces us to lend credence to reality; the internet is possibly the most effective medium for displaying art and text together. The internet displays another reality to us, and we accept it.</span></div><div class="MsoNormal" style="text-indent: 0.5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Or, for another example, go back to the online gaming world, where three-dimensional “graphical worlds are comprehensively mapped, giving a sense of spatial other-place through the screen…[which] gives users a sense of being <i>in </i>a world” (Calleja, 98). In Borges’ short story “Tlon, Uqbar, Orbis Tertius,” when enough people in the world accept the reality of a make-believe world called Tlon, the idea of that world starts interfering with reality and changing it to be more like this imaginary other-world. The advanced visuals of cyberspace seem to have the same effect on gamers who believe fervently in the reality of their online games. William Gibson, a cyberpunk author, has called such activity a “consensual hallucination” (Calleja, 95). As Borges said it, “The world will be Tlon” (“Tlon, Uqbar, Orbis Tertius”). </span></div><div class="MsoNormal" style="text-indent: 0.5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">The internet has proved to be more than just another way to transfer information; it has become its own entity with its own power and personality. The digitization of everything from literature to job interviews to gaming is proof of the internet's power to change our outlook on what the world can be. As more of our culture decides to “give everything over” (like Borges) to the realities presented by the online world, we will see more of Borges’ inadvertent prophecy coming true: Reality will be only and exactly what we choose it to be.</span></div><div class="MsoNormal" style="text-indent: 0.5in;"><br />
</div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">Borges, Luis Jorges. <i>A Personal Anthology.</i> New York: Grove Press, 1967. Online.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">Calleja, “Of Mirrors, Encyclopedias, and the Virtual.” <i>Cy-Borges</i>: <i>Memories of the Posthuman in the Work of Jorge Luis Borges.</i> New Jersey: Rosemont Pulishing & Printing Corp., 2009. Print. </span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">“Chinese gamer sentenced to life.” <i>BBC News.</i> Web. June 8 2005.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">Cohen, Noam. “Borges and the Foreseeable Future.” <i>The New York Times.</i> Web. 6 January 2008.</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">Mazzocchi, Stefano. “Semanticsheets.” <i>Stefano’s Linotype.</i> Web. Aug 12 2003</span></div><div class="MsoNormal"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">Parker, Allene M. "Drawing Borges: A Two-Part Invention on the Labyrinths of Jorge Luis Borges and M. C. Escher." <i>Rocky Mountain Review of Language and Literature</i> 55.2 (2001): 11-23</span></div>Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com0tag:blogger.com,1999:blog-5855086052029002134.post-75744938796140141622011-06-06T12:46:00.001-07:002011-06-06T12:46:59.103-07:00"True to Translation"<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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My chapter thus far:<br />
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Jorge Luis Borges, an Argentine writer active during most of the 20th century, has been described as a writer who explored “the crannies of the human psyche, the fantastic within the apparently mundane” (Gargan). He is most well-known for his Ficciones, or Fictions, a group of short stories that raise the issues of the nature of reality, the nature of dreams, and the nature of the human heart. Borges, with his powerful dreams of the future, has been translated by many devotees from the original Spanish into English—but also, and with similar zeal, he has been translated into the visual arts. Exhibitions in museums from Brazil to London have featured work that is based on or related to his literature; more accessibly, interested and unprofessional artists the world over have made use the internet to post visual artwork based on his literary artwork. <br />
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Exploring Borges over the past month has been a sometimes alarming, always revelatory experience, one that has always been enhanced by my viewing of related artwork. One of my favorite stories of his is “The Library of Babel,” which describes a library the size of the universe with every permutation possible of the following format of book: “[E]ach book is of four hundred and ten pages; each page, of forty lines, each line, of some eighty letters which are black in color” (citation). The nearly innumerable books in this collection are arranged in honeycombed reading rooms which connect to each other endlessly; the universe is theorized to be circular (citation). In the story, an old man narrates the history of humankind in the library: At first, men were hopeful to find meaning in the written works, even a Chief Librarian (or God). Then, as people realized that there was no inherent meaning in the Library besides its orderliness, they began to despair. Teams of men would ransack reading rooms, discarding books that seemed to lack meaning; ultimately, suicide rates mount and the narrator writes, “I suspect the human species—the unique species—is about to be extinguished” (citation). Endless information leads to nihilism. <br />
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Many artists online have created artwork based on “The Library of Babel.” There are computer-generated images which precisely and impressively detail Borges’ described honeycombing reading rooms; there are paintings and sketches of library-planets based on Borges’ concept; there are drawings of men searching endless bookshelves. In short, there is a world of artwork based on this short story. However, I believe that in addition to these illustrations, accompanying artwork that does not depict but instead complements this story can be used to more fully understand it. I would like here to distinguish between illustration and conceptually “illuminating” artwork: Illustration is art that is meant to depict the story directly, while illuminating artwork is art that is not based on the story but that can be used to explain or enhance comprehension of the story. <br />
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For instance, Allene Parker has argued that M. C. Escher’s art is directly comparable to Borges’ writing, because both deal with the concept of the labyrinth: a maze in which there is only one entrance which also serves as the exit (Parker, 12). Borges writes intellectual riddles that wind around and around; Escher creates visual paradoxes. In “The Library of Babel,” Borges writes, “The Library is unlimited and cyclical. If an eternal traveler were to cross it in any direction, after centuries he would see that the same volumes were repeated in the same disorder (which, thus repeated, would be an order: the Order)” (citation). This statement takes several readings to decode; in essence, Borges is saying that despite the randomness of the library, its circular nature creates a sense of eternity, and also of order. Allene M. Parker, in the Rocky Mountain Review of Literature, has said that this is directly comparable to Escher’s print, “Ascending and Descending,” wherein monks simultaneously climb and descend an impossible staircase. There is no end, or “solution”; rather, where there is no order, the circular nature of the stairway creates a sense of eternity and of order (Parker, 18). <br />
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Borges’ short story leaves it up to the reader to decide whether the nihilistic inhabitants of the library have given up on finding meaning too soon; Escher’s print suggests that perhaps there truly is no meaning in the conceptual labyrinth, only movement. In essence, Escher creates an argument that can be applied to Borges’ story: movement in the labyrinth is meaningless. While this may not be the meaning that Borges would like us to arrive at, it is one worth consideration. Escher’s work interprets Borges’ work. <br />
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To be continued—I want to use either the work of Hieronymus Bosch or Salvador Dali to interpret the nihilism of “The Library of Babel”Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com0tag:blogger.com,1999:blog-5855086052029002134.post-72392710760321691652011-06-06T11:13:00.000-07:002011-06-06T11:13:38.630-07:00Cover artPictures licensed under creative commons on Flikr:<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi24YzqerIA_WQq1v5qqVAUgWkTuvZuWJ9kN64-yFiaa5K84IWv8Xb7E0JAt5JxO5E3Z9R8DR4hhImxcBWLfKZlKjunr5j966xwgOalwtn0DhK-pt8QtoOzwmhhuiprzPO3nLSjoPkATaFE/s1600/amazon+kindle.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi24YzqerIA_WQq1v5qqVAUgWkTuvZuWJ9kN64-yFiaa5K84IWv8Xb7E0JAt5JxO5E3Z9R8DR4hhImxcBWLfKZlKjunr5j966xwgOalwtn0DhK-pt8QtoOzwmhhuiprzPO3nLSjoPkATaFE/s320/amazon+kindle.jpg" width="320" /></a></div><br />
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I think the last one would probably look best grayscaled. I am also curious if there are licensing problems with the paintings...the remixes are under creative commons on Flikr, but that doesn't mean that they were used legally in the remix...Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com2tag:blogger.com,1999:blog-5855086052029002134.post-55435360072204868552011-06-03T12:36:00.000-07:002011-06-03T12:36:30.459-07:00The beginning of my chapter...sort of...All right everyone, this is what I (tentatively) have for my chapter thus far:<br />
<br />
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<div class="MsoNormal" style="text-indent: .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Jorge Luis Borges, an Argentine writer active during most of the 20<sup>th</sup> century, has been described as a writer who explored “the crannies of the human psyche, the fantastic within the apparently mundane” (<a href="http://www.nytimes.com/1986/06/15/obituaries/jorge-luis-borges-a-master-of-fantasy-and-fable-is-dead.html" style="color: red;">Gargan</a>). He is most well-known for his Ficciones, or Fictions, a group of short stories that raise the issues of the nature of reality, the nature of dreams, and the nature of the human heart.</span></div><div class="MsoNormal" style="text-indent: 0.5in;"><br />
</div><div class="MsoNormal" style="text-indent: .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Exploring Borges over the past month has been a sometimes alarming, always revelatory experience. In his “Tlon, Uqbar, Orbis Tertius,” I read of a secret society that dreams of an alternative universe, one which ultimately overtakes reality. In “The Library of Babel,” nihilistic inhabitants of a library the size of the universe decide that there can be no meaning in all of the words that they read. In “Three Versions of Judas,” Borges compellingly argues that Judas is God, for Judas must have chosen willingly to suffer for eternity, whereas Jesus only suffered for three hours. The ideas more so than the plots of Borges’ work are labyrinthine in nature, leading the reader again and again to the conclusion that there are no answers or “exits,” only many different versions of reality.</span></div><div class="MsoNormal" style="text-indent: 0.5in;"><br />
</div><div class="MsoNormal" style="text-indent: .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">As I have studied Borges’ works, I have come to realize that there is a world of interested lay people online who have realized the applicability of his work. There are forums, book groups, and bloggers who discuss his ideas. Borges remains distinctly relevant today because of the prescience of many of his Fictions; they deal in highly specific ways with the digital culture that has evolved over the last twenty years. Noam Cohen of the <i style="mso-bidi-font-style: normal;">New York Times</i> even stated that Borges “uniquely, bizarrely, prefigured the World Wide Web” with his conception of infinite stores of information and the ways in which those stores would alter the human experience. (I beg of you to run as fast as your clicker finger can carry you and read<a href="http://www.nytimes.com/2008/01/06/books/06cohenintro.html?ref=jorgeluisborges"> <span style="color: red;">his article</span></a> on Borges.) </span></div><div class="MsoNormal" style="text-indent: 0.5in;"><br />
</div><div class="MsoNormal" style="text-indent: .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Borges, with his powerful dreams of the future, has been translated by many devotees from the original Spanish into English—but also, and with similar zeal, he has been translated into the visual arts. Exhibitions in museums from Brazil to London have featured work that is based on or related to his literature; more accessibly, interested and unprofessional artists the world over have made use of his prefigured internet to post visual artwork based on his literary artwork.</span></div><div class="MsoNormal" style="text-indent: 0.5in;"><br />
</div><div class="MsoNormal" style="text-indent: .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">More interesting to me are the ways in which <i style="mso-bidi-font-style: normal;">unrelated</i> artwork has been used to explore and illuminate Borges’ work. For instance, <a href="http://rachaelschiel.blogspot.com/2011/05/rocky-mountain-review-of-language-and.html" style="color: red;">AlleneParker</a> has argued that M. C. Escher’s art is directly comparable to Borges’ writing, because both deal with the concept of the labyrinth: a maze in which there is only one entrance which also serves as the exit. Borges writes intellectual riddles that wind around and around; Escher creates visual paradoxes such as two hands drawing themselves. The visual experience of viewing <a href="http://www.insite.com.br/rodrigo/images/escher/hands.html" style="color: red;">Escher’s</a> work richly enhances my understanding of Borges when put into the context of its labyrinthine qualities.</span></div>Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com0tag:blogger.com,1999:blog-5855086052029002134.post-34558442692787105472011-06-03T12:26:00.000-07:002011-06-03T12:26:40.893-07:00Follow-up to Zabludowicz emailJust a quick note--the lovely people in London got back to me, but it turns out that the exhibit was only loosely connected to Borges' art. Here is the email I received:<br />
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<br />
<div class="MsoNormal"><span style="font-size: 11.0pt;">Dear Rachel,</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 11.0pt;">Thank you for your email, we did indeed have an exhibition titled “Library of Babel” you can find some images of it and a list of exhibited artists here: </span><span><a href="http://www.zabludowiczcollection.com/london/exhibitions/the-library-of-babel-in-and-out-of-place" target="_blank"><span style="color: windowtext;">http://www.<wbr></wbr>zabludowiczcollection.com/<wbr></wbr>london/exhibitions/the-<wbr></wbr>library-of-babel-in-and-out-<wbr></wbr>of-place</span></a></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span>However, the art work exhibited was not produced specially for the exhibition, and to my knowledge none of the artists produced their work along the theme of the story, much like the books held in Borges’ library are not themselves <i>about</i> the library. The reason the exhibition was named after the story was because of the way the exhibition was curated; Anna Catherina Gebbers was asked to put together an exhibition from the Zabludowicz Collection, which is a vast collection of over 2000 works of contemporary art, and she felt that the collection resembled the Library of Babel.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span>Please don’t hesitate to be in touch if you have any further questions.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span>Best wishes,</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span>Bryony</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span>Although this means that the art in the exhibit was not directly based on Borges' work, in my mind, Anna Catherina Gebbers was in her own right an artist basing a work on Borges. I'm still trying to figure out if I can use this.</span></div>Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com0tag:blogger.com,1999:blog-5855086052029002134.post-49937377877867724612011-06-02T23:45:00.000-07:002011-06-02T23:46:03.116-07:00My chapter...The prompt for the class eBook chapters is, flexibly, "Create a formal analysis of your chosen work of literature in the context of the changes that the digital age has presented to reading and understanding that work." My work is Jorge Luis Borges' <i>Labyrinths,</i> which has already been the focus of much scholarship. I am excited to focus my research on a relatively unexplored aspect of his work, and that is (visual) artwork that is related directly or indirectly to his short stories.<br />
<br />
There have been many artists who have created illustration-type art pieces to accompany Borges' work. Some have rendered <a href="http://jubal.westnet.com/hyperdiscordia/library_of_babel.html">computer images</a> of complex ideas/objects that Borges describes; <a href="http://www.johncoulthart.com/feuilleton/2007/01/27/the-art-of-erik-desmazieres/">others</a> have taken artistic license in interpreting his work while nonetheless trying to stay true to it. For instance, a museum in London did an exhibit last year of installation art based on the theme of Borges' short story, "Library of Babel." I sent the museum the following email:<br />
<br />
Hello,<br />
<br />
My name is Rachael Schiel and I am a student at Brigham Young University in Utah, USA. I am currently doing research on artwork that is based on Jorge Luis Borges' fiction, and I believe that in 2010, an exhibit at your London location focused on the theme of "Library of Babel," which is a short story of his. I am wondering if you can give me any information on the exhibit, its featured artists, and if there is any way I may be able to contact them.<br />
<br />
Thank you very much,<br />
<span style="color: #888888;">Rachael</span><br />
<br />
<div style="color: #444444;">I'm not sure if I'll get a response in time to do anything more substantial with that approach, but it's interesting nonetheless.</div><div style="color: #444444;"><br />
</div><div style="color: #444444;">I am currently deliberating between the following options:</div><div style="color: #444444;">a) Analyzing a piece of visual artwork that has been created based on Borges' work and describing how it illuminates the literature</div><div style="color: #444444;">b) Taking unrelated artistic works (such as Escher's) and showing how they can illuminate Borges' work </div><div style="color: #444444;">c) Describing a hypothetical piece of visual art that could illuminate Borges' work.</div><div style="color: #444444;"><br />
</div><div style="color: #444444;">In the process of any/all of these options, I would argue that visual arts should be incorporated into reading/teaching literary works, especially in the context of the digital age.</div><div style="color: #444444;"><br />
</div><span style="color: #888888;"><span style="color: black;">All right, that's all I have for now. Cheers! </span> </span>Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com0tag:blogger.com,1999:blog-5855086052029002134.post-18574506482421909602011-05-31T21:48:00.000-07:002011-06-01T11:33:06.038-07:00eBook taking shape...sort of...I was really inspired by Dr. Burton's challenge for us to find a <i>real</i> audience to gear our eBook to, not just the hypothetical one that English students usually write to. I love how <a href="http://amywhitakerwrites.blogspot.com/2011/05/my-forum-post.html" style="color: red;">Amy</a> has been moving her work towards a real audience by means such as contacting illustrators and posting comments on the English Teachers' Chatboard. I hope that our eBook can add something legitimate to a real audience like hers.<br />
<br />
In my mind, Goodreads is a built-in forum that has exactly what we need: lay people (not professors or teachers or book publishers) who are significantly interested in literature, and who are at least technologically literate. However, to my frustration, as I have searched Goodreads for groups that may be interested in our work, the closest thing I can find is other university classes like ours who seem to have created similar projects. Most groups on Goodreads are very informal and they aren't always very active either.<br />
<br />
The closest thing I can find is a group that wants to critically discuss world literature, but their emphasis is on books written between 1800 and 1910, a category which only a few of our class's books fall into. I also searched for LDS readerships, but the books most of them seem to be reading are romance novels and fluffy happy contemporary stories...not exactly what we are looking for.<br />
<br />
Short of Goodreads, I know that our class also discussed English teachers as a potential readership...but that is so very specific. I think it would be so much more exciting to find people who are just interested in writing and reading, not just in passing a course or teaching one. However, the more research I do, the more convinced I become that such a group does not exist, at least not cohesively. I think that in all practicality, despite how hard we have tried to avoid it, our class may be destined to write to another hypothetical audience--in other words, a nonexistent one.Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com1tag:blogger.com,1999:blog-5855086052029002134.post-61003825689923349812011-05-30T22:47:00.000-07:002011-05-30T22:52:59.120-07:00How are eBooks consumed?Our class is moving towards creating an eBook, and I'm interested in what devices are most commonly used in consuming them. I am struggling to find any statistics on this, but here are the devices that can be used to read eBooks:<br />
<br />
Kindle<br />
Nook<br />
iPad<br />
iPhone<br />
Mac/PC<br />
Android Tablets<br />
Kobo Touch<br />
Sony touch-screen<br />
<br />
The<span style="color: red;"> </span><a href="http://news.cnet.com/kindle-vs-nook-vs-ipad-which-e-book-reader-should-you-buy" style="color: red;">price range</a> for new, full-priced Kindles and Nooks ranges around $150 and iPads are significantly more expensive. The screen sizes range from 5 to 10 inches. I had never heard of the Kobo Touch or Sony touch-screen before, but apparently they're doing all right on the market, being purchased by more technologically-savvy individuals than myself...<br />
<br />
Interestingly, the <a href="http://blog.smashwords.com/2011/03/where-us-ebook-buyers-live.html" style="color: red;">states rated highest</a> in eBook consumption are Alaska, North Dakota, Utah, Wyoming, and Virginia. Perhaps these states, where populations are less centralized, rely more on the internet and less on physically shopping for books because they have less access to conveniently located bookstores. It's nice to know that our fellow Utahns are a potential audience for us, I guess...Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com0tag:blogger.com,1999:blog-5855086052029002134.post-81615989660415347542011-05-27T12:54:00.000-07:002011-05-27T12:54:09.215-07:00Helping Matt HarrisonMy purpose is to search the MLA International Database to find new literary approaches Matt can take to <i>Ender's Game</i>, especially in the context of his interest in visual/other media interpretations of the work.<br />
<br />
MLA International Bibliography offers a detailed bibliography of journal articles, books, book chapters, and dissertations. Produced by the Modern Language Association (MLA), the electronic version of the contains dates back to the 1920s and contains over 1.8 million citations from more than 4,400 journals and series, and 1,000 book publishers.<br />
<br />
I searched the MLA database for phrases such as "Ender's Game online," "Ender's Game illustration," and finally just "Ender's Game." After looking through a couple of interesting results I found one that focused on the different characters Ender and Bean in the novel. <br />
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Doyle, Christine. "Orson Scott Card's Ender and Bean: The Exceptional Child as Hero." <i>Children's Literature in Education: An International Quarterly </i>35.4 (2004): 301-318.<br />
<br />
The article focuses on how Card's concept of the gifted child changes over the course of fourteen years that elapsed between writing the first novel and writing <i>Ender's Shadow.</i> It also discusses what specific aspects of "giftedness" are important to Card in his novels. <br />
<br />
I thought that it would be interesting to research how different points of view are represented in such formats as the comic book. and other visual text. Ender and Bean are very different characters, but as this article points out, their gifts are very similar, making them each valuable soldiers in the Enderverse. I think it would be fascinating to research how different points of view are developed through illustration, especially when the plot of the two books <i>Ender's Game</i> and <i>Ender's Shadow</i> are so similar that the plot development in illustration would be almost identical.Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com0tag:blogger.com,1999:blog-5855086052029002134.post-1146926814245990052011-05-26T00:40:00.000-07:002011-05-26T00:40:26.744-07:00Rocky Mountain Review of Language and Literature: Escher and BorgesMy purpose is to search the MLA International Bibliography to find a connection between reputed artwork and Jorge Luis Borges' work.<br />
<br />
MLA International Bibliography offers a detailed bibliography of journal articles, books, book chapters, and dissertations. Produced by the Modern Language Association (MLA), the electronic version of the contains dates back to the 1920s and contains over 1.8 million citations from more than 4,400 journals and series, and 1,000 book publishers.<br />
<br />
I searched the MLA International Bibliography with the term "Borges art." I came up with 49 hits. Some of them had nothing to do with Borges and some of them had nothing to do with art, but I eventually found a fascinating article in a 2001 edition of the <i>Rocky Mountain Review of Language and Literature</i> that compares Escher's art to Borges' literature.<br />
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Parker, Allene M. "Drawing Borges: A Two-Part Invention on the Labyrinths of Jorge Luis Borges and M. C. Escher." <i>Rocky Mountain Review of Language and Literature</i> 55.2 (2001): 11-23<br />
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Parker uses the definition of "labyrinth" (a maze with only one opening that serves as both entrance and exit) to connect the work of Escher and Borges. In Escher's work, impossible visual loops are formed (for instance, two hands drawing each other), while in Borges' work, the solution to his literary puzzles often only reemphasizes the inexplicable nature of the problem.<br />
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I'm thinking of submitting a proposal to the DPLA project that argues that artwork should be linked to/incorporated with the literature that is digitized. Articles like these illustrate the rich intellectual interconnectedness of artwork and literature and offer proof for the argument that they should be presented together for maximum impact of both art forms.Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com2tag:blogger.com,1999:blog-5855086052029002134.post-12462512557611452912011-05-24T21:15:00.000-07:002011-05-24T21:15:12.720-07:00The Quest Continued: Google > Lib.byu.eduAh. How utterly unsurprising. Google has offered me a starting place and an avenue of research--and it only to a matter of seconds. Last month, an cultural center in Buenos Aires exhibited the work of one Alfredo Ghierra, who has done a series of ink drawings based on Borges' fictional works. The drawings are incredible! Here's one:<br />
<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0fU8jkjyLr-pbTpIC9reMsDjGoP_QXv9DKJEa9Fgybfnfow7WoJsf8u1Z0-hfealMHiaJcUHsqApzNY1Ma3-uixFL421KChniaqUTiwv61K4RIk0_5ZMjKCwQ4jQCZCKLmCAOiTfYXTHT/s1600/Illustrated-Borges-565x562.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="318" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0fU8jkjyLr-pbTpIC9reMsDjGoP_QXv9DKJEa9Fgybfnfow7WoJsf8u1Z0-hfealMHiaJcUHsqApzNY1Ma3-uixFL421KChniaqUTiwv61K4RIk0_5ZMjKCwQ4jQCZCKLmCAOiTfYXTHT/s320/Illustrated-Borges-565x562.jpg" width="320" /></a></div><div style="text-align: center;"><span style="font-size: xx-small;">http://www.multiplefilms.com/news/</span></div><div style="text-align: center;"><br />
</div><div style="text-align: left;">Unfortunately, most of the information on this artist is in Spanish, so I'm not even sure which short story this illustration is supposed to represent. (Curse you, "Document is too large for Google to translate" error.) But how cool that Google was even able to translate enough web pages from Spanish to English for me to figure our that this guy had an exhibition of this work <i>last month!</i></div><div style="text-align: left;"><br />
</div><div style="text-align: left;">Google, you have pwned BYU's online catalog. Which is part depressing and part cool. Now to try to contact someone who knows about this and perhaps also speaks English...</div>Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com1tag:blogger.com,1999:blog-5855086052029002134.post-68727382185591892992011-05-24T20:57:00.000-07:002011-05-24T20:59:07.641-07:00The Quest...In my quest to find pertinent material for my tentative Borges-and-art project, I'm using the BYU online catalog..and for the first time, JSTOR! (A little tardy, I know, but better late than never). Here's the faithfully documented process of my first search.<br />
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I reviewed all of the databases the BYU catalog has for English Literature, figuring out what content they included. I couldn't decide on any to rule out except for Gender Watch, which, sadly, is probably the one I'm most interested in from a non-project standpoint. I searched all of the other databases.<br />
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I came up with 23,150 hits when I searched these databases for "Borges." That is SO much more information than I was anticipating. Borges is a big figure in Latin American literature, but he's nothing compared to many other authors--in fact, a lot of people haven't even heard of him. So I was overwhelmed with the volume of information.<br />
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To try to filter this information, I clicked on "sort by year." People have been creating artwork based on literature for a long time, but I'm not sure they have been <i>writing</i> about that artwork for very long, so I thought that maybe more recent hits would be more likely to be relevant. Then I sort of realized that my problem was not the currency of the issue; my search phrase had just been really, really broad. So I changed the phrase to "borges artwork."<br />
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Unsurprisingly, this greatly limited the number of results I had. Some of them actually had nothing to do with either art or Borges, so I'm not sure why they came up; I also had some strange hits, such as one that tried to explain Borges figuratively as a Conceptualist artist (Conceptualism being a visual-arts term in this context), and another hit that discussed homosexual tourists in Argentina. I found some generic articles on how putting art in the library can make reading come alive; basically, I found nothing.<br />
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So my conclusion is that in all likelihood, no one has ever done a serious study of artwork based on Borges' work. I guess that's not surprising...on to Google! I will be interested to see if perhaps Google can offer me a better starting place...Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com0tag:blogger.com,1999:blog-5855086052029002134.post-56976263254349804082011-05-21T22:22:00.000-07:002011-05-21T22:22:29.414-07:00The Art of InterpretationOk--this is something I'm very excited about, but I'm kind of nervous too...this may be a terrible idea, but...<br />
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We learn about all kinds of literary interpretation, but one kind of interpretation that I love the most is artistic interpretation. That is, using the visual arts to interpret literature and vice versa. An example of this is Anne Sexton's interpretation of Vincent Van Gogh's painting <em>Starry Night.</em> I had this poem, as well as a poster of the painting, above my bed for a long time:<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSytC1bhT9BfqXhe6f8VnW9-04wcJU76HRFwuTLTzwlMEWq2Gh1sE1maDeNPiiEjssxyHco7X6_kOxup7SZ7wAKpoQDAMZxCYnXwxyx5MMb16OHj7M24BibLZbZgnFyKiW2NhzDOn_sltk/s1600/gogh_starry-night.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="263" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSytC1bhT9BfqXhe6f8VnW9-04wcJU76HRFwuTLTzwlMEWq2Gh1sE1maDeNPiiEjssxyHco7X6_kOxup7SZ7wAKpoQDAMZxCYnXwxyx5MMb16OHj7M24BibLZbZgnFyKiW2NhzDOn_sltk/s320/gogh_starry-night.jpg" width="320" /></a></div><div style="text-align: center;"><a href="http://www.ibiblio.org/wm/paint/auth/gogh/starry-night/"><span style="font-size: xx-small;">http://www.ibiblio.org/wm/paint/auth/gogh/starry-night/</span></a></div><div style="text-align: center;"><br />
</div><div style="padding-left: 1em; text-indent: -1em;">Starry Night by Anne Sexton:</div><div style="padding-left: 1em; text-indent: -1em;"> </div><div style="padding-left: 1em; text-indent: -1em;">The town does not exist </div><div style="padding-left: 1em; text-indent: -1em;">except where one black-haired tree slips </div><div style="padding-left: 1em; text-indent: -1em;">up like a drowned woman into the hot sky. </div><div style="padding-left: 1em; text-indent: -1em;">The town is silent. The night boils with eleven stars. </div><div style="padding-left: 1em; text-indent: -1em;">Oh starry starry night! This is how </div><div style="padding-left: 1em; text-indent: -1em;">I want to die. </div><div align="left" style="text-align: center;"><br />
</div><div style="padding-left: 1em; text-indent: -1em;">It moves. They are all alive. </div><div style="padding-left: 1em; text-indent: -1em;">Even the moon bulges in its orange irons </div><div style="padding-left: 1em; text-indent: -1em;">to push children, like a god, from its eye. </div><div style="padding-left: 1em; text-indent: -1em;">The old unseen serpent swallows up the stars. </div><div style="padding-left: 1em; text-indent: -1em;">Oh starry starry night! This is how </div><div style="padding-left: 1em; text-indent: -1em;">I want to die: </div><div align="left" style="text-align: center;"><br />
</div><div style="padding-left: 1em; text-indent: -1em;">into that rushing beast of the night, </div><div style="padding-left: 1em; text-indent: -1em;">sucked up by that great dragon, to split </div><div style="padding-left: 1em; text-indent: -1em;">from my life with no flag, </div><div style="padding-left: 1em; text-indent: -1em;">no belly, </div><div style="padding-left: 1em; text-indent: -1em;">no cry.</div><div style="padding-left: 1em; text-indent: -1em;"> </div><div style="padding-left: 1em; text-indent: -1em;"> </div><div style="padding-left: 1em; text-align: left; text-indent: -1em;">Now, I know that there are tons of paintings and sketches and other artistic interpretations of Borges' short stories. I would love to compare and analyze some of this artwork in the context of it being its own kind of literary analysis. I can also look into whether intellectual property rights come into play here--for instance, has anyone ever taken a piece of art (based on Borges) with a creative commons license and remixed it? I may not be able to find anything, but I am willing to look into it....</div>Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com4tag:blogger.com,1999:blog-5855086052029002134.post-39749359826418323972011-05-20T22:35:00.000-07:002011-05-20T22:36:59.611-07:00Axaxaxas mlöOne thing I love about Borges is that because he is a writer of short stories--and because those short stories are many in number--he can create his own reality. Let me explain.<br />
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In any one book, the author can create a world the way he/she wants to. Tolkien created whole languages, not to mention many different creatures, humanoid species, and physical landscapes. He created his own rules for his particular world. Every writer of fiction--arguably every writer, period--creates his own worlds.<br />
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What is unique about Borges is that he creates his own <i>reality.</i> He has different worlds in each of his stories. Some worlds are just like ours. In others, the worlds are governed by secretive elite groups; in others, the physical world itself is just one big library, etc. But connecting between these worlds are common themes and common entities.<br />
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He's an example: <i>Axaxaxas mlö. </i>I first saw those made-up words in Borges' "Tlon, Uqbar, Orbis Tertium." They represent part of the sentence, "Upward behind the onstreaming it mooned" in the language of Tlon. (I don't know what that sentence means either.) I ran into the words again, though, in another of Borges' short stories, "The Library of Babel." In that story, it is the title of a book which no one can read, but which is admitted to be written in a legitimate language that no one understands.<br />
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I did a total double-take when I saw those words again. "Sneaky, Borges, sneaky," I thought. I think he's making the statement that although the people in one of the worlds he created didn't understand the language, people in a different world he created <i>did</i>, and somehow the words still have meaning in both worlds, strictly because they had meaning in <i>one</i> of the worlds. Crazy.<br />
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So Borges does that; he puts the same words, motifs (especially mirrors and mazes), and ideas all over in his different stories. The worlds he creates are many, but the <i>reality</i> is the same--it is the reality of his mind, and I meet Borges when I find the common threads in his worlds and develop an understanding of his reality.Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com2tag:blogger.com,1999:blog-5855086052029002134.post-4039050094414494552011-05-19T21:56:00.000-07:002011-05-19T22:00:10.757-07:00Other Reliable ConnectionsSo I have decided to read Borges in a number of different formats. I borrowed the physical book from the BYU library, and then I also read the short stories online on different websites. What I like about the websites (like<a href="http://interglacial.com/%7Esburke/pub/Borges_-_Tlon,_Uqbar,_Orbis_Tertius.html" style="color: red;"> this one</a>, for instance) is that they often have supplemental material. Sometimes there are links to footnotes; in <a href="http://jubal.westnet.com/hyperdiscordia/library_of_babel.html#footnote2b" style="color: red;">one case</a>, the website offers an illustration of a complicated description that Borges gives in "The Library of Babel." The illustration really helped me understand what Borges was talking about.<br />
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These are great tools, but I have found that my library book has been just as good a source of supplemental material as these websites. How? you may ask. Ah, this <i>physical</i> book has something which these websites does not:<b> the scribbled annotations of a previous reader(s)</b>. Once in class, Dr. Burton said, "Are you one of these? Who leaves traces of your literary gleanings?" meaning, Do you scribble in the margins of your books? Well, someone who used this book before me definitely <i>did</i> leave traces of his literary gleanings. And they are fascinating.<br />
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Sometimes, these marginalia seam quite meaningless. For instance, next to a passage about language structure, Mysterious Reader wrote: "eskimo [sic] show indian [sic] lenses." The best I can figure out is that while he was reading Borges, M.R. was also trying unsuccessfully to write love poetry, or perhaps he was making a list of things he wanted to do at a fairground. This is interesting, but not exactly pertinent.<br />
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Then there are his/her sometimes profound commentaries. Borges writes, "How could one do other than submit to Tlon, to the minute and vast evidence of an orderly planet?" (17). And M.R. writes in the margin: "Men want 'Tlon's' reductive order rather than submit to the less obvious order of God." Oooh....I'm not sure I agree with M.R.'s analysis, and I think it's interesting to consider that her/her statement may be a projection of his/her insecurities, but nonetheless, it's interesting! And it's a human connection with the work.<br />
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Here's another example. "The Lottery in Babylon" is a short story about a world in which every "chance" occurrence is actually planned out and executed by a secretive group of destiny-controlling men (remind you of <i>The Adjustment Bureau</i>?). On the top of the first page of the chapter, M.R. wrote, "Symbol is drawing, labyrinth is drawing, no escape, infinite scope that governs time & space, chances, risk." What does this mean? I could probably postulate for hours! It's food for thought, and it's good food for thought.<br />
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I love to scrutinize the handwriting in margins and try to figure out if all of these "traces of literary gleanings" are written by the same people or several different people. I can't quite figure it out, but in my heart of hearts, I would like to believe that many individuals have taken the role of Mysterious Reader, glancing at each others' notes, thinking about each others' thoughts, and creating a compendium of knowledge, of sorts. Who is to say that this margin-scribbling is a less sophisticated or less valid forum of discussion than an online chat group? I think that for the rest of my life, I am going to write in library books.Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com1tag:blogger.com,1999:blog-5855086052029002134.post-14383900305858117062011-05-17T22:40:00.000-07:002011-05-18T13:51:39.476-07:00Reliable ConnectionsAs I work on Borges, I'm also trying to find other people out there who are interested in Borges in order to fulfill the "connect" part of our curriculum. At first, I thought I should look towards professionals: schoolteachers, professors, translators, etc. I still think that these are valuable sources of information. However, I have realized that there is a whole other branch of people out there interested in Borges.<br />
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I started by contacting the individual on goodreads who created the Borges interest group (yes, one does exist!!). This is a guy whose profile says he lives in India and whose profile picture makes me think of the main character from <i>10,000 BC.</i> This is not someone I'd normally initiate contact with! I asked him if he knew of any good forums of discussion for Borges. He a) actually answered back and b) recommended a really cool website that has discussion forums where yes, people are talking about Borges online! I was shocked that this existed, because I have looked hard for that very thing without success. (Ahimaaz, if you are reading this, thank you!)<br />
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This website has interviews with Borgesian translators, quotes from those who were personally familiar with Borges, and recommendations of good film adaptations of Borges' work. What startled me was when I saw people leaving comments like, "This quote is delicious." That's a Rachaelism! I have found my own kind! They exist online and I have found them! What's amazing to me is that I <i>didn't</i> find them through a library or professional source. It was through a random guy on goodreads. My faith in the internet is restored...Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com1tag:blogger.com,1999:blog-5855086052029002134.post-52089318947172784552011-05-16T22:54:00.000-07:002011-05-16T22:54:47.800-07:00Tlon, Uqbar, Orbis Tertius (continued)Summary of last blog:<br />
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Borges' short story "Tlon, Uqbar, Orbis Tertius" is about a make-believe world that starts making inroads into reality. For instance, the strange objects made of materials not found on Earth (but which are found on the planet Tlon) start showing up on Earth. Also, people on Earth start speaking the language of Tlon, and they also start believing the same things that make-believe people on make-believe Tlon believe. It alarms the speaker of the story that these things are happening. He blames it on the general willingness of humans to believe in anything that seems orderly.<br />
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In my last blog, I also mentioned a particular philosopher whose ideas have particular bearing on this story. To continue:<br />
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There is one tiny reference to George Berkeley in this story, but it is a pertinent reference, and it really helped me understand the work as a whole. George Berkeley was an (real-life) 18th Century philosopher who came up with something called subjective idealism, and it relates strongly to the story.<br />
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Basically Berkeley's idea was that nothing actually exists on its own; it only exists if it is perceived. For instance, I'm typing on my laptop right now. But if I take my hands off the keyboard and look away from it, it stops existing for a moment, or at least as long as I'm not feeling it/seeing it/perceiving it. When I look back or put my hands on it again, of if I am perceiving it somehow, it exists again. Berkeley's idea is that things only exist in the minds of the beholders.<br />
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This presents a pretty big problem: Are <i>we</i> actually existing? According to Berkeley, the answer is yes--but only because God is thinking about us. We are like dreams in God's mind. When/if He wakes up, we will stop existing, at least until the next time that He dreams about us or thinks about us or perceives us in some way. (It's kind of cool to think about, like <i>Inception</i> or <i>Matrix</i> or something.)<br />
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In "Tlon, Uqbar, Orbis Tertius," the pretend world of Tlon exists in this way. For instance, in Tlon, a certain area of old, decaying ruins ceases to exist when the only man who ever visited the area anymore dies. Also, if people on Tlon think hard enough about a certain object that they want to find--for instance, buried treasure--the object will come into existence, purely because it was thought about. (These objects are called hronir.)<br />
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The story leaves the reader with the idea that real life works like that too, not just the pretend world of Tlon--that is, if people think about something hard enough and want it to be real badly enough, it will come into existence. The idea of Tlon itself is evidence of this. Because the secret society of Orbis Tertius spends so much time creating the world of Tlon, writing fictitious encyclopedias about it and making up its pretend language and creating enormous works of literature concerning Tlon, it becomes real to those creators. In fact, it's not only real in their minds--in inexplicable ways, the world of Tlon begins to merge with reality, and reality morphs into the reality of Tlon. People other than the obsessed members of Orbis Tertius begin to see evidence of Tlon in reality; they find objects that come from the world of Tlon; they begin to have the same belief systems as are practiced on Tlon, etc.<br />
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The compelling message of "Tlon, Uqbar, Orbis Tertius" is that the power of the mind is greater than the power of what we perceive to be "reality."<br />
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Thoughts?Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com0tag:blogger.com,1999:blog-5855086052029002134.post-82809992281366076342011-05-16T12:36:00.000-07:002011-05-16T22:58:45.296-07:00Tlon, Uqbar, Orbis TertiusMy personal philosophy on reading Borges: If you want to have the socks blown off your mind, start at the beginning and read forwards. If you want to <i>understand</i> what he's writing, start at the end (where he usually puts his punch lines) and read backwards. This philosophy holds pretty well for Borges' short story <i>Tlon, Uqbar, Orbis Tertius.</i><br />
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Read beginning to end, the story is about a man who discovers obscure references to the land of Uqbar (said to be in Asia Minor) in a copy of <i>Encyclopedia Britannica.</i> The encyclopedia turns out to be a falsification, but the man is enchanted with the idea of this land. In the encyclopedia article, the area of Tlon (a sort of subdivision of Uqbar) is mentioned.<br />
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Through the course of the story, the man starts to see more references to Uqbar, but even more to Tlon, which takes on a larger meaning to him. The "subdivision" of Tlon is referred to in other ways in other encyclopedias the man finds, and ultimately Tlon becomes a whole planet in his mind.<br />
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The story involves a secret society, called Orbis Tertius (which means Third World, I believe). This society is discovered to be the author of the encyclopedia of Tlon; apparently, for centuries the society had been creating this fictitious world, which includes its own language and epistemologies and sciences.<br />
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The ultimate idea of this short story is that mankind, like God, is capable of creating reality. In Borges' story, objects from the world of Tlon (which is admittedly nothing more than an idea in the minds of brilliant and secretive people) begin showing up in the "real" world, our world. Perhaps more significantly, the ideas of Tlon, their language, and their beliefs about the nature of reality begin to be adopted into "our" schools and belief systems. By the end of the story, the speaker worries that all of reality will give way to the pretend reality of Tlon. He writes:<br />
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"Almost immediately, reality yielded on more than one account. The truth is that it longed to yield. Ten years ago an symmetry with a semblance of order--dialectical materialism, anti-Semitism, Nazism--was sufficient to entrance the minds of men. How could one do other than submit to Tlon, to the minute and vast evidence of an orderly planet?" (<i>Tlon, Uqbar, Orbis Tertius</i>, postscript).<br />
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Yes, Borges is delicious...but he also weighs heavily in my internal debate of which way is the best to interpret literature. For instance, I had a certain understanding of this short story the first time I read it, and then my understanding changed the second time I read it. When I consulted my first source (Wikipedia, of course), my understanding changed again, simply because the source gave a good outline of the plot summary and mentioned the name of Berkeley.<br />
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Why is this significant?<br />
1) The plot of this book is convoluted enough to require three or four readings (or a good plot summary).<br />
2) The name Berkeley is mentioned only once, as far as I can find, in this short story. However, when Wikipedia brought the name up, I instantly understood the story on a new and more profound level, perhaps one which is more in alignment with what Borges intended the story to read on. <a href="http://en.wikipedia.org/wiki/George_Berkeley" style="color: red;">Berkeley</a> was a an 18th Century philosopher who proposed that all humans are nothing more than the dreams of God.<br />
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<i>More to follow...</i>Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com11tag:blogger.com,1999:blog-5855086052029002134.post-30692637415398773432011-05-14T14:59:00.000-07:002011-05-14T14:59:16.982-07:00RemixYesterday in class we discussed the concept of remix, which in this class' context is means to take material that has a creative commons license (or theoretically any content) and reworking parts of it to make it partly the original creator's creation and partly one's own creation. Dr. Burton shared the example of his own work, which has been co-opted and in some cases changed slightly by other people to use in their own contexts.<br />
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Two other examples that caught my interest were Dartmouth's <a href="http://www.dartmouth.edu/~milton/reading_room/pl/book_1/index.shtml"><span style="color: red;">reworking</span></a> of Milton's <em>Paradise Lost</em> to make it more user-friendly by inserting annotations; and Michael R. Collings' <a href="http://catalog.lib.byu.edu/uhtbin/pcnum/4751941"><span style="color: red;"><em>The Nephiad</em></span></a><em>, </em>which is an epic poem based on First and Second Nephi in the <em>Book of Mormon.</em> The second counts as a remix, if I understand correctly, not because it is <em>changing </em>the original, but because it is recapturing the content in another format. I personally love epic poems--but I'm a little worried that if I read the <em>Nephiad,</em> I will have a hard time taking it seriously. It is based on sacred text, after all, and I'm not sure that that should be tinkered with. Then again, it could be an inspiring recounting of the <em>Book of Mormon</em> events.<br />
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It's escapades like <a href="http://www.reuters.com/article/2011/03/22/us-stage-bookofmormon-idUSTRE72L2W120110322"><span style="color: red;">this</span></a>, though, that make me nervous: the creators of the controversial show <em>South Park</em> have made a Broadway Musical based on contemporary LDS culture. It's not based on the <em>Book of Mormon,</em> so I'm not sure that it actually fits under the category of remixing; however, it does bring to bear some important issues about copyrighting and intellectual property. The <em>Book of Mormon</em> is in the public domain, so even if they wanted to make a musical based on it, there would be no legal restrictions against it...do I care about that? Yes. A small anti-democratic part of me wants to take away their right to create content like that...Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com1tag:blogger.com,1999:blog-5855086052029002134.post-74297842656338784582011-05-13T12:15:00.000-07:002011-05-13T12:18:20.188-07:00Borges, Finally!Borges' work is delicious, a composite of fragmented dreams, a bold assertion of possible realities, a verdict on human nature, a portmanteau of diverging theories--and often, completely up to interpretation. My burning question is this: Which is better, to understand Borges through strictly one's own lens of interpretation, or to go to other authorities and editorials in one's quest to understand Borges?<br />
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I'll give you an example. I've recently been assigned to study the <a href="http://literaryinquiry.blogspot.com/" style="color: red;">blog</a> of one of Dr. Burton's former students, Chris (last name withheld), who also chose to study Borges' work. One of the first posts I read contained the <a href="http://literaryinquiry.blogspot.com/2010/06/wrapping-things-up.html" style="color: red;">summation</a> of Chris' ideas about how Borges connects to the digital age. In essence, Chris argues that Borges' stories, which are full of ambiguities and loose ends, are analogous to our current world "story" because the digital age is also an unfinished story, a current ambiguity. How the "story" of Web 2.0 and mass digitization turns out is up to our interpretation. In essence, we are in the middle of our own Borges story as a collective culture.<br />
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Do I like Chris' interpretation of Borges? Yes, very much! As I read his concluding comments, I found myself thinking, "Wow, what insight! I don't think I could have come up with that!" But I am also worried: From now on, when I read Borges, will I be thinking, "Oh, this relates to the digital age in this way that Chris outlined..." or will I be able to create my own interpretation? Is it important if I try to interpret Borges in the light that he would want to be interpreted in; in other words, would Borges agree with my personal interpretations of his work? Does that matter? Or, like Chris seems to suggest, is Borges' work even more relevant today than it was when it was written because it is more universally applicable now? Is there such thing as universal applicability?<br />
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Questions like these make me want to go out and change my personal reading choice to something less threatening...something like <i>Book of Mormon Stories</i>, Illustrated Version...Rachaelhttp://www.blogger.com/profile/11951554364401963927noreply@blogger.com1