tag:blogger.com,1999:blog-28767601864625772212024-03-21T14:35:33.873-07:00US Writing Post-1945US Writing Post-1945EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.comBlogger185125tag:blogger.com,1999:blog-2876760186462577221.post-14301372563424965432018-05-30T06:28:00.002-07:002018-05-30T06:28:22.452-07:00E uma última publicidade<a href="http://www.shortstoryinenglishlisboa2018.com/">http://www.shortstoryinenglishlisboa2018.com/</a>EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.com0tag:blogger.com,1999:blog-2876760186462577221.post-20975848130134293042018-05-30T06:21:00.001-07:002018-05-30T06:21:26.084-07:00E um último poema, de Harryette Mullenque vai estar entre nós nos dias de Poesia da Casa Fernando Pessoa, 14 e 15 de Junho<br />
<br />
<a href="https://casafernandopessoa.pt/pt/cfp/noticias-publicacoes/lisbon-revisited-dias-de-poesia?eID=">https://casafernandopessoa.pt/pt/cfp/noticias-publicacoes/lisbon-revisited-dias-de-poesia?eID=</a><br />
<br />
Eis o poema:<br />
<br />
<a href="https://www.poetryfoundation.org/poems/145281/we-are-not-responsible">https://www.poetryfoundation.org/poems/145281/we-are-not-responsible</a>EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.com1tag:blogger.com,1999:blog-2876760186462577221.post-73261042240533322312018-05-30T06:05:00.001-07:002018-05-30T06:07:02.295-07:00Opening Statement a Favor da Liberdade de Expressão no Mundo da Arte<br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<a href="https://scontent.flis8-1.fna.fbcdn.net/v/t1.15752-9/34090301_2047311791977018_2655472416762888192_n.png?_nc_cat=0&oh=2414b31fe1b64dfc11ddf3bbbe1ad48d&oe=5B8293E1" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://scontent.flis8-1.fna.fbcdn.net/v/t1.15752-9/34090301_2047311791977018_2655472416762888192_n.png?_nc_cat=0&oh=2414b31fe1b64dfc11ddf3bbbe1ad48d&oe=5B8293E1" /></a>Nós acreditamos
que qualquer obra de arte deve estar livre de limites éticos.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
Ser Ético é
estar em conformidade com padrões reconhecidos de comportamento social ou
profissional. Esses padrões são definidos com base nos conceitos de correcto e errado por uma sociedade e definem as regras e valores morais da mesma. <span class="tlid-translation">Logo, limites éticos são as
regras que se devem seguir para não se desviar da moral imposta pela cultura
que as criou e definiu.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span class="tlid-translation">Somos produtos e produtores da cultura, o que significa
que somos influenciados pela cultura em que vivemos e influenciamos
simultaneamente as pessoas à nossa volta. Qualquer cultura não é senão a
assimilação e mistura de diferentes tradições entre as pessoas.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span class="tlid-translation">Apesar dos limites éticos, a arte é uma forma de
expressão e, como tal, qualquer regra sobre a sua criação e distribuição deve
respeitar o artigo nº. 19 da Declaração de Direitos Humanos que declara que<i style="mso-bidi-font-style: normal;"> </i></span><i style="mso-bidi-font-style: normal;">“Todo o indivíduo tem direito à liberdade de opinião e de expressão, o
que implica o direito de não ser inquietado pelas suas opiniões e o de
procurar, receber e difundir, sem consideração de fronteiras, informações e
ideias por qualquer meio de expressão.”</i><o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span class="tlid-translation">Se começarmos a impor limites às criações do artista,
estaremos a reduzir a sua capacidade de expressão e, portanto, a limitar a
representação do mundo real, porque o mundo é feito de pessoas diferentes, com
opiniões e perspectivas diferentes. Ao proibir certas pessoas de expressarem os
seus pensamentos e comentários sobre um tópico, limitamos as diferentes
opiniões e perspectivas sobre assuntos que provavelmente devem ser discutidos.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span class="tlid-translation">Além disso, determinar a cultura como um tipo de
propriedade que têm dono é bastante problemático e, muitas vezes, diversas vozes são silenciadas. No entanto, os artistas são ousados nas suas criações, agindo para
além do medo de ofender os “donos” de uma cultura. Tentar compreender o caminho
de outras subjectividades, outras experiências, é um acto de urgência ética.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span class="tlid-translation">Se os artistas forem impedidos de criar personagens com
atributos que não “possuíssem” (etnia, sexo, orientação sexual, crenças
religiosas, entre outros), obras de arte fictícias e imaginativas seriam
impossíveis. Trespassar dentro do “outro” é uma fundação do trabalho dos
artistas. Devem estes restringir-se para evitar ofender aqueles que se
identificam com o que é retratado na sua arte? A imposição de abstenção da
“apropriação cultural” parece uma tentativa de censura, ou, na melhor das
hipóteses, um aviso para a autocensura, uma violação da liberdade criativa em
que um grande número de pessoas diz acreditar.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span class="tlid-translation">Existe também outro lado sobre esta questão, o artista não
deve ser obrigado a reprimir o seu lado imaginativo, que se estende além da
realidade. A arte não tem que representar a realidade porque a criação e a
imaginação são dons da humanidade, proibí-los é ir contra o nosso próprio
legado.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span class="tlid-translation">Em conclusão, a arte prova que a humanidade pode criar a
partir do que existe e do que não existe. É a imaginação humana que nos dá
empatia e nos faz agir e inventar em nome de outros. E os artistas e a sua arte
não podem fazer isso se forem constrangidos por limites éticos.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span class="tlid-translation"><br /></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span class="tlid-translation">Por: Mariana Mendonça</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span class="tlid-translation"> Mariana Freire</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span class="tlid-translation"> Rafael Galrão</span></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2876760186462577221.post-42392154194473088452018-05-30T06:05:00.000-07:002018-05-30T06:05:05.212-07:00David Gewanter, English I (In the Belly, 1997)<div style="background-color: white;">
<i>English I</i></div>
<div style="background-color: white;">
FIRST, We tied to each other<br />NEXT, Coconuts for the swimming<br />THEN, The Boat-Soldiers shoot<br />MEANWHILE, Many dying<br />AND THEN, We swam with dead People<br />LATER, We eat on the land<br />FINALLY, We left our dead Friends.</div>
<div style="background-color: white;">
<br /></div>
<div style="background-color: white;">
What grade does this exercise deserve?<br />Homework folded like a handkerchief,<br />a little book of tears, burns, escape--</div>
<div style="background-color: white;">
<br /></div>
<div style="background-color: white;">
And still I mark the blasphemies<br />of punctuation, common speech;<br />the English tune will help them live.</div>
<div style="background-color: white;">
<br /></div>
<div style="background-color: white;">
Rickety Hmong boy, flirting simply<br />with the loud girl from Managua--<br />I taught him how to ask her out,</div>
<div style="background-color: white;">
<br /></div>
<div style="background-color: white;">
taught her how to say no, nicely;<br />my accent and suburban decorums<br />are tidy and authoritative as</div>
<div style="background-color: white;">
<br /></div>
<div style="background-color: white;">
the checks I make for right answers,<br />the rosy golf-clubs on the page.<br />By next year they'll talk their way</div>
<div style="background-color: white;">
<br /></div>
<div style="background-color: white;">
out of trouble instead of smiling<br />as they do hearing me drone <i>Silent Night</i> --<br />They join in, shy and hypnotized,</div>
<br />
<div style="background-color: white;">
</div>
<br />
<div style="-webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: Times; font-size: medium; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: -webkit-left; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<br /></div>
<div style="-webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: Times; font-size: medium; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: -webkit-left; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
Saigon chemist, cowed Haitian, miming<br />the words I once told my music teacher<br />that Jews shouldn't sing: "Holy Infant."</div>
EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.com0tag:blogger.com,1999:blog-2876760186462577221.post-47824140258053046352018-05-28T08:04:00.000-07:002018-05-28T08:04:36.190-07:00Carolyn Forché - last call for post comments!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-rMRSUdKIdOlbbcNrH3Hy1iBmMQQc7blrctQ80c_VHf8JQgvzNltTtacVzrHcngpu4th2TVkyKk7W4eBRd3jGGyOMCo6CR_0cuxJC0RHTU6ydK41kbIMnAUi2xtbHDwJGkEYMwGmeh0Cg/s1600/carolyn-forche-hires-cropped.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="647" data-original-width="970" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-rMRSUdKIdOlbbcNrH3Hy1iBmMQQc7blrctQ80c_VHf8JQgvzNltTtacVzrHcngpu4th2TVkyKk7W4eBRd3jGGyOMCo6CR_0cuxJC0RHTU6ydK41kbIMnAUi2xtbHDwJGkEYMwGmeh0Cg/s320/carolyn-forche-hires-cropped.jpg" width="320" /></a></div>
<br />
1. Escolha e analisa o(s) passo(s) de "The Boatman" que mais o/a impressionarem.<br />
<br />
2. Procure outro(s) poema(s) da autora. Partilhe e comente!<br />
<br />EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.com4tag:blogger.com,1999:blog-2876760186462577221.post-85588294037655280822018-05-20T11:08:00.000-07:002018-05-28T08:40:12.384-07:00David Gewanter, que vai ensinar na FLUL um curso de Verão<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyNWxY7qflwEJLnFhw7z4p3yp1aQjdD_AgE-mhgnZkBMXSPw2lyiu6j7KdRBKZQJBkrnEHwU36_nrnhblWeuo6YfblKPFg_WOZzjvXKALQrqDGOq5zdI0Yom-wTRHLFwBqUmJvYgyI7EPv/s1600/Screen+Shot+2018-05-28+at+16.34.51.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="728" data-original-width="522" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyNWxY7qflwEJLnFhw7z4p3yp1aQjdD_AgE-mhgnZkBMXSPw2lyiu6j7KdRBKZQJBkrnEHwU36_nrnhblWeuo6YfblKPFg_WOZzjvXKALQrqDGOq5zdI0Yom-wTRHLFwBqUmJvYgyI7EPv/s400/Screen+Shot+2018-05-28+at+16.34.51.png" width="286" /></a></div>
<br />
Dias 2,3,5, 6 e 10 de Julho de 2018 - das 17h30 às 20h30<br />
15 horas presenciais. Aguarda-se certificação de 1 UC.<br />
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EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.com0tag:blogger.com,1999:blog-2876760186462577221.post-87979744161584208962018-05-20T10:43:00.001-07:002018-05-20T10:56:09.598-07:00A talk with George Saunders<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE3KOX5pddZ9EjR7xiWa3PGzJ99fi7SZim0MMujnBB9e1AIDQPL7vueO4I0dLwAiDlm7-FIH6ZimBHgRqyAxADAEUTp4pejk-qPLqWUZt0ProFaCTlmmAhP6swW9KlcWtoX2GDxgJONOR9/s1600/Saunders%252B0ct2017%252BHemingway%252Bmountain.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="897" data-original-width="1000" height="287" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE3KOX5pddZ9EjR7xiWa3PGzJ99fi7SZim0MMujnBB9e1AIDQPL7vueO4I0dLwAiDlm7-FIH6ZimBHgRqyAxADAEUTp4pejk-qPLqWUZt0ProFaCTlmmAhP6swW9KlcWtoX2GDxgJONOR9/s320/Saunders%252B0ct2017%252BHemingway%252Bmountain.jpg" width="320" /></a></div>
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/hmKKofJOyAE/0.jpg" src="https://www.youtube.com/embed/hmKKofJOyAE?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<br />EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.com0tag:blogger.com,1999:blog-2876760186462577221.post-81640905374608720912018-05-19T16:39:00.000-07:002018-05-20T10:44:09.699-07:00The Semplica Girl Diaries IIUma das características mais marcantes neste conto é o estilo do autor. Uma das coisas que mais nos salta à vista (e chega até a incomodar) é o estilo em que escreve a personagem principal. A omissão de determinadas palavras e o estranho discurso, são uma característica marcante e relevante da personagem do pai. Porque escolheu o autor caracterizá-lo desta forma? Como é o discurso desta personagem relevante para a história?<br />
<br />
Este conto é rico em críticas e comparações à sociedade de hoje em dia. Qual achas ser a mais importante, ou mais relevante na actualidade? Temos por exemplo a comparação ao materialismo, a necessidade de ter mais e mostrar abundância de bens e dinheiro (mesmo tendo na verdade, falta deste); há também uma comparação entre as Semplica Girls e as vítimas de tráfico humano.<br />
<br />
<br />
Ana Beatriz PintoAna Beatriz Pintohttp://www.blogger.com/profile/15522768427761133581noreply@blogger.com0tag:blogger.com,1999:blog-2876760186462577221.post-13894668003715516682018-05-19T09:15:00.000-07:002018-05-20T10:45:31.881-07:00"The Semplica-Girl Diaries"<div style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-family: Helvetica; font-size: 11px; line-height: normal; text-align: justify;">
<span style="font-kerning: none;"></span></div>
<div style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-family: Helvetica; line-height: normal; text-align: justify;">
<span style="-webkit-font-kerning: none;">Após a leitura das entradas do diário deste pai de uma família, tipicamente americano de classe média, certos elementos sugerem que o tempo e espaço da narrativa está adiantado ou paralelo ao contemporâneo. No dia seis de Setembro as “Semplica girls” são introduzidas pela primeira vez no contexto da visita à casa dos Torrini. A partir deste momento a referência a estas figuras misteriosas torna-se frequente, deixando o leitor, assim, num progressivo desconforto. </span></div>
<div style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-family: Helvetica; line-height: normal; text-align: justify;">
<span style="font-kerning: none;"><em style="box-sizing: inherit; font-family: 'Adobe Caslon', Georgia, 'Times New Roman', Times, serif; text-align: start;"></em></span></div>
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<em style="box-sizing: inherit; font-family: 'Adobe Caslon', Georgia, 'Times New Roman', Times, serif; text-align: start;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH224PFGq0xEBZGC5GhXbUdakii46KSTwJGcUye66x__OL9vg4g1bj-zwoJntTOUslqSmgjUxZDbg8z-Wywu_p3SIp-sbCIfPVLNHQ9ZXNkn_LLdkXF0n1xC2J4_kKmnCUidrXxP3uKmU/s1600/121015_r22667_p233.jpg" imageanchor="1" style="-webkit-text-stroke-width: initial; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="324" data-original-width="233" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH224PFGq0xEBZGC5GhXbUdakii46KSTwJGcUye66x__OL9vg4g1bj-zwoJntTOUslqSmgjUxZDbg8z-Wywu_p3SIp-sbCIfPVLNHQ9ZXNkn_LLdkXF0n1xC2J4_kKmnCUidrXxP3uKmU/s400/121015_r22667_p233.jpg" width="287" /></a></em></div>
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<div style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-family: Helvetica; line-height: normal; text-align: justify;">
<br /></div>
<div style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-family: Helvetica; line-height: normal; text-align: justify;">
<span style="font-kerning: none;">As raparigas Semplica representam, então, uma crítica, por parte do autor, ao carácter opressor e autoritário que constitui o sistema económico e governamental dos Estados Unidos. Numa entrevista à revista New Yorker Saunders diz “If the only thing the story did was say, ‘Hey, it’s really wrong to hang up living women in your backyards, you capitalist-pig oppressors,’ that wasn’t going to be enough. We kind of know that already. It had to be about that <i>plus</i> something else.”.</span></div>
<div style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-family: Helvetica; line-height: normal; min-height: 13px; text-align: justify;">
<span style="-webkit-text-stroke-width: initial;">A que mais se refere?</span><span style="font-kerning: none;"></span></div>
<div style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-family: Helvetica; line-height: normal; min-height: 13px; text-align: justify;">
<span style="font-kerning: none;"></span><br /></div>
<br />
<div style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-family: Helvetica; line-height: normal; text-align: justify;">
<span style="font-kerning: none; text-decoration: underline;"><a href="https://www.newyorker.com/books/page-turner/this-week-in-fiction-george-saunders-2">https://www.newyorker.com/books/page-turner/this-week-in-fiction-george-saunders-2</a></span></div>
<div style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-family: Helvetica; line-height: normal; text-align: justify;">
<br /></div>
<div style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-family: Helvetica; line-height: normal; text-align: justify;">
<span style="-webkit-font-kerning: none;">Tendo em conta a protagonização do narrador e a sua linguagem informal de abertura ao leitor pode-se justificar a pouca importância dada à existência das raparigas Semplica (que dão o título à short story). A abordagem casual e informal de Sauders do assunto trará mais destaque à crítica implícita nestas figuras?</span></div>
Anonymoushttp://www.blogger.com/profile/13396669965344587353noreply@blogger.com0tag:blogger.com,1999:blog-2876760186462577221.post-35154414607500225732018-05-16T03:34:00.001-07:002018-05-20T10:47:36.336-07:00Revisão de Pares de Rascunhos de Ensaios Finais<b>No dia 23 de Maio</b> há uma importante parte presencial da escrita do ensaio final, que consiste na colaboração com os pares para a melhoria da estruturação e redação do ensaio.<br />
<br />
Essa atividade terá, conjuntamente com a apreciação do decurso do trabalho a partir do plano já entregue, uma ponderação de <b>sensivelmente</b> 10% da nota final (em que o trabalho vale 25%). Reforço o "sensivelmente" porque a informação será em grande parte quantitativa, embora existam as seguintes guias, de uma escala de 0 a 20, para "traduzir" tal informação:<br />
<br />
Plano: 8 pontos<br />
Trazer 2 cópias de pelo menos 3 páginas de ensaio (datilografadas a 2 espaços, Times New Roman 12) para a aula de 23 de Maio: 6 pontos<br />
Feedback ao colegas e discussão de cada ensaio: 3 pontos<br />
Redação de resposta ao feedback (conforme ficha no moodle): 3 pontos<br />
<br />
<span style="font-family: "open sans" , sans-serif;"><span style="background-color: white; font-size: 18px;">No moodle da disciplina, está uma ficha para a realização do trabalho de revisão de pares. Iremos fazer uma experiência a fingir, na aula de Segunda-feira com um texto que eu traduzi, em parte, de um blogue educativo em inglês, relativo a "Semplica Girl Diaries". Vai em baixo. Se quiserem, podem começar já a praticar nos comentários.</span></span><br />
<span style="font-family: "open sans" , sans-serif;"><span style="background-color: white; font-size: 18px;"><br /></span></span>
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<br />
<div class="MsoNormal">
<span lang="PT" style="mso-ansi-language: PT;">Exemplo para <span style="mso-spacerun: yes;"> </span>prática de revisão de pares<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="PT" style="mso-ansi-language: PT;">Hipótese Geral: a
narrativa de primeira pessoa e como esta condiciona a o alinhamento ideológico
do leitor (equacionar falta de fidedignidade com relativismo pós-modernista e
contemporâneo)<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="PT" style="mso-ansi-language: PT;">(Escolhas possíveis:
“Recitatif” de Toni Morrison, “The Semplica Girl Diaries” de George Saunders e,
por contraponto, <i>Citizen</i>, de Claudia Rankine)<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="PT" style="mso-ansi-language: PT;">Parágrafos sobre “The
Semplia Girl Diaries”:<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<i><span lang="PT" style="mso-ansi-language: PT;">O conto “The
Semplica-Girl Diaries” de George Saunders apresenta um narrador homodiegético.
Não se trata, porém, da perspetiva de primeira pessoa do contador de histórias
que relembra acontecimentos, como em “Recitatif” e Toni Morrison, mas antes de
uma narração que se estrutura segundo um estilo de escrita epistolar. Por
outras palavras, o autor divide a escrita em entradas, as quais ora fornecem
uma noção panorâmica do que se está a passar ora se debruçam mais atentamente
sobre um evento específico, que, com o tempo, vai ter impacto na intriga.<o:p></o:p></span></i></div>
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<br /></div>
<div class="MsoNormal">
<i><span lang="PT" style="mso-ansi-language: PT;">Tratando-se de
uma história em forma de diário, o leitor tem acesso à mente do protagonista.
Acompanhamos a sua atitude em relação aos acontecimentos do seu dia-a-dia.<o:p></o:p></span></i></div>
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<br /></div>
<div class="MsoNormal">
<i><span lang="PT" style="mso-ansi-language: PT;">Pessoalmente,
parece-me que esta utilização da voz provoca de início alguma falta de empatia
no público, seguida de indignação e depois de uma certa compreensão sobre o
conflito interior inerente ao problema da escravatura / comércio de pessoas emigrantes.
A resposta de choque do leitor é instigada pelo confronto com a voz rebelde da
filha mais nova, Eva. A sua visão é a da infância e da pureza. <o:p></o:p></span></i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<i><span lang="PT" style="mso-ansi-language: PT;">Curiosamente,
é através de Eva que conseguimos pressentir que a semente de rebeldia e luta
pela dignidade se encontra também no seu próprio pai, e o leitor vem a
descobrir que a sua construção ideológica através da empatia se constrói também
de modo relacional.<o:p></o:p></span></i></div>
<!--EndFragment--><span style="font-family: "open sans" , sans-serif;"><span style="background-color: white; font-size: 18px;"></span></span>EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.com0tag:blogger.com,1999:blog-2876760186462577221.post-47679842907516628172018-05-14T01:29:00.000-07:002018-05-16T02:03:47.632-07:00"Citizen" - How to Become a successful Black artist <br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvLYFolNkxRQE9MQYL8pB0vUtMbZtDfP1tdJG8muPcwmfcfJT3rkXbfHXKZ3DShW6ranmJInP0sf04h_uYTuGxkgOldq2UsoieO9RUodZM3wydVhTYycnn7U-hVr7sHfbpjor16xXPWoE/s1600/Musson_-Jayson-_How-to-be-a-Successful-Black-Artist_2-copy1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="759" data-original-width="899" height="270" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvLYFolNkxRQE9MQYL8pB0vUtMbZtDfP1tdJG8muPcwmfcfJT3rkXbfHXKZ3DShW6ranmJInP0sf04h_uYTuGxkgOldq2UsoieO9RUodZM3wydVhTYycnn7U-hVr7sHfbpjor16xXPWoE/s320/Musson_-Jayson-_How-to-be-a-Successful-Black-Artist_2-copy1.jpg" width="320" /></a></div>
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">The excerpt I have chosen to read on Wednesday is the one about Hennessey Youngman (p.23-24),
the online persona on Youtube invented and performed by black artist Jayson
Musson whose videos satirize art and pop culture. His video tutorial on ‘how to
become a successful black artist’ is ‘meant to expose expectations for
blackness as well as to underscore the difficulty inherent in any attempt by
black artists to metabolize real rage’. It could be argued that Claudia Rankine’s
text, to some extent, carries out this very function. I believe that concepts
and conflicts that run throughout “Citizen” could be found in this excerpt. When
reading the passage, please consider the ‘performance of blackness’ and the
processes of ‘dehumanisation’.</span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">Let’s start with Youngman’s ironic suggestion for black artists
to ‘cultivate an “angry nigger exterior”. I would suggest taking some time to
watch Youngman’s video on Youtube, in which he refers to American pop culture’s
spectacularization of the Other; an angry, thuggish, dangerous Other. Essentially,
Youngman was suggesting that this is the image of blackness that sells in America,
that white people pay to see certain preconceptions and fantasies projected and
inscribed onto black bodies. So what do you think this idea of ‘commodified
anger’ suggests about the ways in which White America perceives African Americans? Are
there other examples throughout the text of prejudices and preconceptions being
projected onto ‘blackness’? </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">But what about the ‘actual anger’ that resides ‘on the bridge
between this sellable anger and “the artist”’? Let’s move on to the real rage
that bubbles beneath the text. Considering not only this passage but also drawing
from other examples throughout “Citizen”, please consider where this anger comes
from and what the effects of this rage are. And what does all this suggest
about the isolation and dehumanisation that characterizes the victimized African
American condition in this text? <span style="margin: 0px;"> </span><span style="margin: 0px;"> </span></span><br />
<span style="font-family: "calibri";"><span style="margin: 0px;"><br /></span></span>
<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/3L_NnX8oj-g/0.jpg" src="https://www.youtube.com/embed/3L_NnX8oj-g?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<span style="font-family: "calibri";"><span style="margin: 0px;"><br /></span></span></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><span style="font-family: "calibri";"></span>Anonymoushttp://www.blogger.com/profile/15997070161726991324noreply@blogger.com1tag:blogger.com,1999:blog-2876760186462577221.post-29594690355655709042018-05-10T08:54:00.000-07:002018-05-10T08:54:07.879-07:00"Can't and Won't" de Lydia Davis<!--[if gte mso 9]><xml>
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width="320" /></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">A <span style="background: white; color: #222222;">colectânea de contos de
Lydia Davis "<i>Can't and Won't</i>" apresenta diversos textos de
enorme variedade relativamente aos recursos estilísticos e narrativos
utilizados. Na próxima aula, </span>dia 14 de Maio, irei ler o conto "<i>A
Story of Stolen Salamis</i>", integrante desta obra. Até lá, coloco duas
questões que exploram assuntos apresentados no texto e na obra:</span></div>
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<span style="background: white; color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">1 - No conto, é dada uma
determinada importância à diferença entre os termos "<i>sausages</i>"
e "<i>salamis</i>". Qual a razão que justifica esta necessidade de
diferenciação por parte das personagens?</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"></span></div>
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<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">2 - Ao longo dos
textos lidos da mesma obra da autora, é evidente a dimensão dada às palavras
nos seus contos. A que outros textos se pode recorrer para evidenciar esta
pertinência desenvolvida em torno das palavras nas suas histórias?</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Mariana Freire</span></div>
Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-2876760186462577221.post-16377696298229337292018-05-09T18:39:00.002-07:002018-05-13T16:45:20.618-07:00Black Trauma <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbpioK3KeukS-RgFBru2V-hZducmg84NxzvKW2K9gcoYvEeMvGg9dSbL_qYdgRa4yCmJlcLDLqJisqH2HQ1x4A65j-wr5z-xRVodlza8I3osxVyBNpLgss-3MKmxcbmGjELvCTt2U59ez6/s1600/Captura+de+ecra%25CC%2583+2018-05-10%252C+a%25CC%2580s+02.38.50.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="652" data-original-width="984" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbpioK3KeukS-RgFBru2V-hZducmg84NxzvKW2K9gcoYvEeMvGg9dSbL_qYdgRa4yCmJlcLDLqJisqH2HQ1x4A65j-wr5z-xRVodlza8I3osxVyBNpLgss-3MKmxcbmGjELvCTt2U59ez6/s400/Captura+de+ecra%25CC%2583+2018-05-10%252C+a%25CC%2580s+02.38.50.png" width="400" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">After our discussion of Claudia Rankine's <i>Citizen</i>, I would like to suggest a close viewing and listening of Childish Gambino's (Donald Glover) new song and music video "This is America". As a powerful commentary on racism, police brutality, gun violence and society's inherent alienation and disregard, "This is America" presents itself in dialogue with Rankine's lyric. The music video contains a lot to unpack, from Jim Crow impersonations to mass shooting and biblical references. Ultimately, it is about the trauma and marginalization of the black community in America, the collective suffering of the brotherhood Rankine speaks of. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">In an interview with WNYC, Childish Gambino's creative director Ibra Are speaks of the shift between violence and joy of the video, describing it as a compartmentalization of trauma in everyday life:</span></div>
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<span style="font-family: "proximanova" , "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; white-space: pre-wrap;">“If you’re at the club and there’s a shooting outside, you still have to go get food afterwards and you have to compartmentalize that (...) </span><span style="font-family: "arial" , "helvetica" , sans-serif; white-space: pre-wrap;">Being marginalized is compartmentalizing trauma to exist in the world. I cant stop being black because of trauma and discrimination. I still have to live life and forge on.”</span></div>
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<a href="https://youtu.be/VYOjWnS4cMY">https://youtu.be/VYOjWnS4cMY</a></div>
Franciscahttp://www.blogger.com/profile/01011138304969509671noreply@blogger.com2tag:blogger.com,1999:blog-2876760186462577221.post-55150991830393641992018-05-09T02:57:00.000-07:002018-05-09T02:57:51.327-07:00On poetry - www.favoritepoem.org<a href="http://www.favoritepoem.org/poem_WeAreCool.html">http://www.favoritepoem.org/poem_WeAreCool.html</a>EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.com0tag:blogger.com,1999:blog-2876760186462577221.post-73389569783075078272018-05-09T02:54:00.000-07:002018-05-09T02:54:22.299-07:00Citizen - a documentary<div class="separator" style="clear: both; text-align: center;">
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<br />EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.com0tag:blogger.com,1999:blog-2876760186462577221.post-37039421020521919292018-05-08T07:45:00.000-07:002018-05-09T09:03:06.018-07:00Citizen: An American Lyric, by Claudia Rankine<div class="separator" style="clear: both; text-align: center;">
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsRqUbBiJV2nNZ3CFt_8mC0yzi3uXawS_7PsMi5QWDPJXech-Sfj6Ei4IcFMIj1LIauddMutTbFl8-QWo4x0LP7KRAaRKmZ19aHsPG7qv5ZLhdI-_Js-OXufVyhpww50yO5Pf7iPuBR4s/s1600/rankine2016hi-res-download2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="570" data-original-width="854" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsRqUbBiJV2nNZ3CFt_8mC0yzi3uXawS_7PsMi5QWDPJXech-Sfj6Ei4IcFMIj1LIauddMutTbFl8-QWo4x0LP7KRAaRKmZ19aHsPG7qv5ZLhdI-_Js-OXufVyhpww50yO5Pf7iPuBR4s/s320/rankine2016hi-res-download2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "times" , "times new roman" , serif;">Claudia Rankine (b.1963)</span></td></tr>
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<span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"><span lang="EN-US" style="line-height: 107%;">Claudia Rankine’s book <i style="mso-bidi-font-style: normal;">Citizen: An American Lyric</i> (2014) is a very visual piece, for it viscerally
describes the struggles of black American Citizens using imagery and
life-based experiences. As the presence of visual elements in this work is not coincidental,
their analysis is of use to the interpretation of the text and its depth.</span></span></span><br />
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "times" , "times new roman" , serif;"><i>Jim Crow Rd.</i>, Michael David Murphy (2008)</span></td></tr>
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<span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"><span lang="EN-US" style="line-height: 107%;">The excerpt in page 7 of Rankine's book is introduced by the above shown picture by Michael Murphy. <span lang="EN-US" style="line-height: 107%;">In the author's intro to the collection of pictures in which this image is inserted, Murphy wonders if the name rings any bells to the children that attend school in the neighboring block. It makes one question if racial segregation is still part of the social panorama in the US nowadays and if laws like Jim Crow's are still present in people's minds. Can we consider that as the reason why Rankine chose this image in specific to precede the description of the first time she felt like "graphite against a sharp white background"?</span></span></span></span></div>
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<span style="font-family: "times" , "times new roman" , serif;"><span lang="EN-US" style="font-family: "times new roman" , serif; mso-ansi-language: EN-US;"><span style="font-size: small;">“I
do not always feel colored. I feel most colored when I am thrown against a
sharp white background”</span><o:p></o:p></span></span></div>
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<span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"><span lang="EN-US" style="font-family: "times new roman" , serif; mso-ansi-language: EN-US;">The
above transcribed phrase (by Zora Neale Hurston) is present in two of the four panels
that compose Glenn Ligon’s work <i style="mso-bidi-font-style: normal;">Four
Etchings </i>(1992). The panels in question are reproduced on pages 52 and 53
of Rankine’s work and follow a passage that reads as follows: <span style="mso-spacerun: yes;"> </span>“…people (…) felt like her black body didn’t
belong on their court, in their world. (…) better put all that strength to work
in their fantasies of her working the land, rather than be caught up in the
turbulence of our ancient dramas, like a ship fighting a storm in a Turner
seascape” (pp.26). Bearing in mind that the authors of all of these elements are
black and considering the fact that Rankine herself has suffered from racial
discrimination, do you think the production of her work has any more impact
than it would have had if it had been written by a white American citizen? Why?</span></span></span></div>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "times" , "times new roman" , serif;"><i>The Slave Ship</i>, William Turner (1840), oil on canvas</span></td></tr>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "times" , "times new roman" , serif;">Detail of <i>The Slave Ship</i></span></td></tr>
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<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;">The reification and subconsequent dehumanizathion of the racialized body is mentioned in chapter II of Rankine's work and is evoked by the strong presence of Turner's painting. 174 years separate <i>The Slave Ship</i> from <i>Citizen</i> however, the issue is still a reality. Why is it that "no amount of visibility will alter the ways in which one is perceived"?</span></span><br />
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "times" , "times new roman" , serif;"><i>Tennis-Brazil-Wozniacki-Exhibition</i> (2012)</span></td></tr>
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<span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;">Whilst comparing Serena Williams' highly criticized three-second celebratory dance in the 2012 Olympics (described on pp.33) and Dane Caroline Wozniacki's poor imitation of Williams (pictured above), we come across an explicit case of racial inequality, where the boundries of the acceptable are blurred. Why is the second instance considered a humerous performance while the first is compared to an "X-rated joke inside a church"?</span></span></div>
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<span style="font-family: "times" , "times new roman" , serif;">Cláudia Martins, nº148768</span></div>
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<span style="font-family: "times" , "times new roman" , serif;">Cristiana Correia, nº52300</span></div>
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Correia-CristianaC12http://www.blogger.com/profile/03115558902552426460noreply@blogger.com2tag:blogger.com,1999:blog-2876760186462577221.post-32754675504471773112018-05-06T02:02:00.000-07:002018-05-06T02:02:05.972-07:00Linda Hogan (1947)Waiting for a classmate's post, you can always comment this reading by Linda Hogan, if you so wish:<div>
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EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.com4tag:blogger.com,1999:blog-2876760186462577221.post-32926153715227460492018-04-30T07:58:00.002-07:002018-04-30T08:10:12.413-07:00Katherine Vaz The Mandarin Question<img height="300" src="https://i1.wp.com/forkonthemove.com/wp-content/uploads/2014/11/Castroville.jpg" style="-webkit-user-select: none; display: block; margin: auto;" width="400" /><br />
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O nosso texto da próxima terça feira será 'The Mandarin Question' de Katherine Vaz - tenho estas perguntas para que considerem em relação ao conto curto.<br />
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1) O toque é um motivo recorrente nesta história. Como podemos ler as várias instâncias em que o toque é construído como uma ação poderosa, e os seus efeitos subsequentes? Assuntos para considerar pode ser toque como ponto de contraste às faltas de afeição/família, ligação física e (in)corporalidade.<br />
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2) Os pais ausentes da narradora lançam uma sombra sobre esta narrativa em muitas maneiras. Como podemos considerar as semelhanças entre os desejos da narradora e os da sua mãe, especialmente em relação ao dicotomia entre imaginação/realidade sublinhado na revelação da Tia Clara sobre o comportamento da sua irmã? Como podemos interpretar o processo de criação de identidade própria da narradora em relação de falta de raízes (não só dos seus pais, mas também como uma criança da diaspora)?Anonymoushttp://www.blogger.com/profile/01718102535951329394noreply@blogger.com0tag:blogger.com,1999:blog-2876760186462577221.post-29738386886672437482018-04-29T16:38:00.004-07:002018-04-29T16:38:50.807-07:00Charles Bukowski, Fingernails; Nostrils; ShoelacesCharles Bukowski foi um escritor de origem alemã, mas que toda a sua vida viveu nos Estados Unidos, que nas suas obras criticava o mundo e as pessoas.Era sem dúvida um revolucionário para a sua época, uma pessoa que pensava muito diferente e é por isso que a sua escrita é tão interessante e agradável de se ler, deixando-nos sempre com um sentimento de raiva pela sociedade que ele crítica que acaba por ser a nossa própria, na qual nada fazemos para mudar. Tem um estilo muito próprio quando escreve, utiliza frases curtas e simples cheias de ironia, sarcasmo e muita comparação. No poema, " Fingernails; Nostrils; Shoelaces" é um claro exemplo do referido anteriormente, a temática presente no poema, é das que Bukowski mas fala nas suas obras, é a crítica a uma "sociedade maquinizada" que vive numa rotina e não procura ser diferente daquilo que a sociedade considere ser o correcto. Por outro lado, outra temática abordada no poema é a crítica da estupidez e futilidade humana.<br />
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Após a leitura cuidado do poema qual é que é a melhor forma de vivermos a nossa vida, segundo o autor? e ainda, qual é que poderia ser uma possível interpretação dos últimos três versos?Anonymoushttp://www.blogger.com/profile/16057403594820630616noreply@blogger.com1tag:blogger.com,1999:blog-2876760186462577221.post-28117024746913300152018-04-29T09:03:00.002-07:002020-03-24T16:06:48.869-07:00Bibliografia anotada / annotated bibliography<span style="background-color: white; color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px;"><b>What does an annotated bibliography look like?</b><br />An annotated bibliography starts with the bibliographic details of a source (the citation) followed by a brief annotation.<br />As with a normal reference list or bibliography, an annotated bibliography is usually arranged alphabetically according to the author’s last name. An annotated bibliography summary for each entry should not be more than 80 words. Summary should inlude an evaluation (why the work is useful) and/or an explanation of value (relevance of the citation for the research paper) </span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px;"><br /><b>Purpose of an annotated bibliography</b><br />Depending on your specific assignment, an annotated bibliography might:<br />review the literature of a particular subject;<br />demonstrate the quality and depth of reading that you are processing;<br />exemplify the scope of sources available—such as journals, books, web sites and magazine articles;<br />highlight sources that may be of interest to other readers and researchers;<br />explore and organise sources for further research.</span><br />
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<span style="background-color: white; color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px;"><b>Questions to Consider </b><br />What topic/ problem am I investigating?<br />What question(s) am I exploring? Identify the aim of your literature research.<br />What kind of material am I looking at and why? Am I looking for journal articles, reports, policies or primary historical data?<br />Am I being judicious in my selection of texts? Does each text relate to my research topic and assignment requirements?<br />What are the essential or key texts on my topic? Am I finding them? Are the sources valuable or often referred to in other texts?</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13.2px;"><br /><b>Sample entries for annotated bibliography</b><br /><br />Zinman, Toby Silverman. “‘In the presence of mine enemies’: Adrienne Kennedy’s An Evening with Dead Essex.’’ Studies in American Drama, 1945-Present 6 (1991): 3-13.<br />Zinman analyzes the play in terms of “presence” and absence” of the characters, but as he says, not in as complex a manner as they are used to in the theories of Lacan, Saussure, and Derrida. He contends that the real subject of the play is absent (Essex) and that Kennedy has not found “a satisfying way to present absence on stage” in this play (12). The article was interesting, but I’m still not sure what a satisfactory absence would be.<br /><br />Mitchell, Jason. “PMLA Letter.” 1991. 23 May 1996.<br /><http:10/28/2008/sunset.backbone.olemiss.edu/-jmitchel/plma.htm><br />Mitchell protests the “pretentious gibberish” of modern literary critics in his letter to PMLA. He argues that “Eurojive” is often produced by English professors to show that their status is equal to that of math and science faculty. His sense of humor makes this letter a great read.</span>EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.com0tag:blogger.com,1999:blog-2876760186462577221.post-60545910799552392312018-04-18T07:29:00.001-07:002018-04-18T07:35:40.932-07:00Recitatif - Toni Morrison<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKbleYf1c08rPK5wcqanjvqGSBa34E3QVHeqOlJwUzoVvdAdxh-KIXiI1BiF26SowVKQvbiFskXjTIDR0taIsO1lqUoSzEAqh8II8uGeaNxuILWy5KICR-rEe0frciRedw7gHoD7JojUo/s1600/morrison-bday.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="346" data-original-width="540" height="205" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKbleYf1c08rPK5wcqanjvqGSBa34E3QVHeqOlJwUzoVvdAdxh-KIXiI1BiF26SowVKQvbiFskXjTIDR0taIsO1lqUoSzEAqh8II8uGeaNxuILWy5KICR-rEe0frciRedw7gHoD7JojUo/s320/morrison-bday.jpg" width="320" /></a></div>
<br />
<br />
O texto que iremos ler e explorar na próxima segunda-feira, será "Recitatif" de Toni Morrison. Desta maneira, proponho-vos duas perguntas:<br />
<br />
<br />
<div>
1 - Tendo em conta que a escritora esconde propositadamente expressões e características acerca da raça das personagens principais, Twyla e Roberta, podemos considerar que a leitura se torna um pouco confusa, visto que não sabemos que perspetivas temos
e que nada pode ser tomado como garantido.Consideram que esta técnica de escrita é um bom método para explorar a temática tratada no texto? E acham que se adequa ao tempo em que o texto é escrito?</div>
<div>
<br /></div>
<div>
2 - Existem algumas pistas acerca da raça de Twyla e Roberta ao longo de todo o texto. Quais acham ser as mais evidentes e que permitem desvendar as raças das protagonistas?
</div>
Anonymoushttp://www.blogger.com/profile/07265672210736868293noreply@blogger.com2tag:blogger.com,1999:blog-2876760186462577221.post-69900445275069118772018-04-17T15:09:00.000-07:002018-04-17T02:29:10.313-07:00African American Affirmation in the US - an overview<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: small;">1859-65 - Civil War, Slavery Abolished </span><br />
<br />
<span style="font-size: small;">1870 -
5th Amendment: African American men are granted the right to vote (women would only earn it in the19th
Amendment of 1920).</span><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;">HOWEVER, the conditions to be eligible for voting (ballot-toll, literacy, etc) prevented in practice the majority of Afro-Americans from casting their votes. </span><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;">1910 - Foundation of National Association for the Advancement of Colored People (NAACP) with the monthly magazine <i>Crisis </i> </span><br />
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXpjaa0fJ-ocqMtmGPt3Vh4R-LPBBM2pdeqoW9iN7Ml4bFLdi2I5OVI6I3792YyG2z2-WvtZq5CTmALGvkfq2G8dLtRuT5CyD-SpuOrGlGUD4T0dZ-Si0ZljFTQB5gNRxJcy6gWcna5sas/s1600/The_crisis_nov1910.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXpjaa0fJ-ocqMtmGPt3Vh4R-LPBBM2pdeqoW9iN7Ml4bFLdi2I5OVI6I3792YyG2z2-WvtZq5CTmALGvkfq2G8dLtRuT5CyD-SpuOrGlGUD4T0dZ-Si0ZljFTQB5gNRxJcy6gWcna5sas/s1600/The_crisis_nov1910.jpg" width="215" /></a></span></div>
<span style="font-size: small;"><br />1914 - </span><span style="font-size: small;">Marcus Garvey establishes the Universal Negro Improvement Association (</span><span style="font-size: small;"><span style="font-size: small;">UNIA)</span>, whose motto is 'One God, One Aim, One Destiny'. </span><br />
<br />
<span style="font-size: small;">1919 - W. E. B. Dubois organizes de Pan-African Congress in Paris</span><br />
<br />
<span style="font-size: small;">1920-1933 - Prohibition </span><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;">1920's: the jazz wave hits Beale Street (Memphis Blues: Armstrong, Muddie Waters, Albert King...)</span><br />
<span style="font-size: small;"> </span>
<span style="font-size: small;">1921 - Langston Hughes enrolls in Columbia Univ (will leave one year later on account of racial prejudice) and publishes "The Negro Speaks of Rivers" in <i>Crisis</i>. </span><br />
<br />
<br />
<span style="font-size: small;">1922 - Publication of the anthology <i>The Book of American Negro Poetry</i>.</span><br />
<br />
<span style="font-size: small;">1924 - Countee Cullen wins the Witter Bynner Poetry Competition</span><br />
<br />
<span style="font-size: small;">1925 - Anthology <i>The New Negro </i>(ed.
Alain Locke), with Countee Cullen, Langston Hughes, Zora Neale Hurston. consecrates the <a href="https://en.wikipedia.org/wiki/Harlem_Renaissance" target="_blank">Harlem Renaissance</a>.</span><br />
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5Y_Gd_KN6hCZBLrAwLR6tkZWstOVT2OkrU0Bnah_nDJtImR1XONIvdPSt-adfJn6qihtPQ6v4ghpk0N6Wia8qzewZ4M68JH_LXb6zDq4Pv_Y3LlbHDVNaQO39z54yvuwr7n-cC1sKxEjH/s1600/220px-NewNegro.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5Y_Gd_KN6hCZBLrAwLR6tkZWstOVT2OkrU0Bnah_nDJtImR1XONIvdPSt-adfJn6qihtPQ6v4ghpk0N6Wia8qzewZ4M68JH_LXb6zDq4Pv_Y3LlbHDVNaQO39z54yvuwr7n-cC1sKxEjH/s1600/220px-NewNegro.JPG" width="213" /></a></span></div>
<br />
<span style="font-size: small;"><i> </i></span><br />
<span style="font-size: small;">1930 - Foundation of the <i>Nation of Islam</i>, associated with <a href="https://en.wikipedia.org/wiki/Black_nationalism" target="_blank">Black Nationalism</a></span><br />
<br />
<span style="font-size: small;">1934 - Elijah Muhammad directs the <i>Nation of Islam</i>. </span><br />
<br />
<span style="font-size: small;">1937 - Zora Neale Hurston publishes <i>Their Eyes Were Watching God</i>.</span><br />
<br />
<span style="font-size: small;">1952 -<a href="https://en.wikipedia.org/wiki/Malcolm_X" target="_blank"> Malcolm X </a>earns parole from prison and </span><span style="font-size: small;">1952, quickly rises to become one of the <i>Nation of Islam's </i>most influential leaders </span><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;">1954 - </span>Brown v. Board decision declares segregation in public schools illegal. However, <a href="https://en.wikipedia.org/wiki/Desegregation" target="_blank">desegregation </a>was not a peaceful choice (neither for whites nor blacks, since the former preferred racial balance to open social arrangements of where to study, work, live, etc.)<br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;">1955- </span>The Montgomery Bus Boycott begins on December 5 after Rosa Parks is
arrested for refusing to give up her seat to a white man on the bus.<br />
<br />
1957- The Southern Christian Leadership Conference establishes and adopts
nonviolent mass action as its cornerstone strategy to gain civil rights
and opportunities for blacks. Working initially in the South under the
leadership of <a href="https://en.wikipedia.org/wiki/Martin_Luther_King,_Jr." target="_blank">Martin Luther King</a>, by the mid 1960's King enlarges the
organization's focus to address racism in the North. <br />
<br />
<span style="font-family: "times" , "times new roman" , serif;">1963, Spring - <span style="color: #222222; font-size: 16px;"> activists in Birmingham, Alabama launched The Birmingham Campaign, a series of lunch counter sit-ins, marches on City Hall and boycotts on downtown merchants to protest segregation laws in the city.</span></span><br />
<div style="color: #222222; font-size: 16px; line-height: 22px; margin-bottom: 10.5px;">
<span style="font-family: "times" , "times new roman" , serif;">Over the next couple months, the peaceful demonstrations would be met with violent attacks using high-pressure fire hoses and police dogs on men, women and children alike -- producing some of the most iconic and troubling images of the Civil Rights Movement.</span></div>
<br />
1963 - March to Washington (August) and <a href="https://www.youtube.com/watch?v=3vDWWy4CMhE" target="_blank">"I have a dream" speech.</a><br />
<br />
1964 - Malcolm X delivers <a href="http://www.edchange.org/multicultural/speeches/malcolm_x_ballot.html" target="_blank">"The Ballot or the Bullet"</a> speech, after having parted with the Nation of Islam, but still defending <a href="https://en.wikipedia.org/wiki/Separatism" target="_blank">separatism</a> rather than integration. <br />
<br />
1965 - On February, Malcolm X is assassinated. On March, blacks begin a march to Montgomery in support of voting rights but are
stopped at the Pettus Bridge by a police blockade. Fifty marchers are
hospitalized after police use tear gas, whips, and clubs against them.
The incident is dubbed "Bloody Sunday" by the media. The march is
considered the catalyst for pushing through <b>the voting rights act five
months later. </b><br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRpISsss5BlwKxK92YMOeOUkiAdBsrIuKxhy4uoiyVNic9jT46MyLz95BhUXFKJVaOg1oIruaQg_-1klejF1XjtpDdc-Q6uajBDoWTqN2qdxkzA0x9AkwHYZ1HG3OTZoWUKnrGAsARzWK8/s1600/i%25CC%2581ndice.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="131" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRpISsss5BlwKxK92YMOeOUkiAdBsrIuKxhy4uoiyVNic9jT46MyLz95BhUXFKJVaOg1oIruaQg_-1klejF1XjtpDdc-Q6uajBDoWTqN2qdxkzA0x9AkwHYZ1HG3OTZoWUKnrGAsARzWK8/s320/i%25CC%2581ndice.jpg" width="320" /></a></div>
1968 - Martin Luther King is murdered.<br />
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EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.com1tag:blogger.com,1999:blog-2876760186462577221.post-19067538190097242762018-04-16T15:05:00.000-07:002018-04-17T03:07:52.262-07:00Análise de imagemsegundo<br />
<div class="page" title="Page 1">
<div class="section" style="background-color: rgb(100.000000%, 100.000000%, 100.000000%);">
<div class="layoutArea">
<div class="column">
<span style="font-family: "arialmt"; font-size: 11.000000pt;">Hook, Derek and Glăveanu, Vlad Petre (2013) </span><span style="font-family: "arial"; font-size: 11.000000pt; font-style: italic;">Image analysis: an interactive approach to
compositional elements. </span><span style="color: rgb(0.000000% , 0.000000% , 100.000000%); font-family: "arialmt"; font-size: 11.000000pt;">Qualitative Research in Psychology</span><span style="font-family: "arialmt"; font-size: 11.000000pt;">, 10 (4). pp. 355-368
</span><br />
<span style="font-family: "arialmt"; font-size: 11.000000pt;"><br /></span>
<br />
<div class="MsoListParagraphCxSpFirst" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="PT" style="mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="PT" style="mso-ansi-language: PT;">Elementos sensoriais: cor <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto;">
<span lang="PT" style="mso-ansi-language: PT;">(cores frias – inteligente;
cores quentes- sensualidade, violência; laranja – criatividade), luz (sombra,
claridade), textura (densidade, leveza, traço...)<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="PT" style="mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="PT" style="mso-ansi-language: PT;">Elementos estruturais: eixos (esquerda é o velho e
o dado, o tema; direita o novo e a informação, o rema; alto é ideal e <i>anima</i>;
baixo é real e <i>animus</i>)<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto;">
<span lang="PT" style="mso-ansi-language: PT;">perspetiva e profundidade<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto;">
<span lang="PT" style="mso-ansi-language: PT;">Perspetivas (<b>plano
aproximado</b> e relação íntima; <b>plano médio/americano </b>e interação,
ideia do homem comum; <b>plano distanciado </b>e relação impessoal, <b>picado </b>(sobranceria,
domínio) e <b>contrapicado</b> (mundo às avessas; acusação)<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto;">
<b><span lang="PT" style="mso-ansi-language: PT;">Espaço exterior e interior<o:p></o:p></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto;">
<b><span lang="PT" style="mso-ansi-language: PT;">Profundidade </span></b><span lang="PT" style="mso-ansi-language: PT;">– relação com o fundo, destaque<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="PT" style="mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="PT" style="mso-ansi-language: PT;">Elementos dinâmicos: orientação da figura
(verticalidade e ação; horizontalidade e contemplação/passividade), tipo de
representação (antropomórfica), configuração (piramidal?), postura (de costas,
frontal, de que ângulo a vemos?) olhar (<b>enfrentamento e
exigência/interpelação</b>; desvio do olhar e<b> oferta</b>); expressão facial
e colocação das mãos; e ponto de atenção (momento de exposição, onde incide?)<o:p></o:p></span></div>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 9"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
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</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="PT" style="mso-ansi-language: PT;">Elementos emergentes: direccionalidade (movimento,
linhas do olhar na imagem, trajetos de leitura), ponto focal (<i>fulcrum </i>da
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EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.com0tag:blogger.com,1999:blog-2876760186462577221.post-92049024589269826502018-04-16T04:43:00.000-07:002018-04-16T04:43:18.256-07:00Some notes on Comics, Graphic Novel and the Short-Story Composite
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 9"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
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<b><span style="background: white; color: #222222; font-family: Arial; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Comics</span></b><span style="background: white; color: #222222; font-family: Arial; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"> are “juxtaposed pictorial and other images in
a deliberate sequence, intended to convey information and/or produce an
aesthetic response in the viewer.” (Scott McCoud, <i>Understanding Comics</i>,
1994)</span><span style="font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal">
Richard F. Outcault, the yellow kid, 1896-1898<o:p></o:p></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPZ-5WUFWrNsHkObakFh_gt-L5KVk3VkPr7ZqrWtLOE0YQlwmDlXBDQR-6vijyGVbrRT1Pd37blm6J02tjfRj4iq9qypfRkIxr9U_IiTK8K9ZwPEVgT5eAirFEYXFVvPKbZrv9kdQ_mhaE/s1600/a20e8a5eff9555e6f9cb3625fd836a76.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="537" data-original-width="576" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPZ-5WUFWrNsHkObakFh_gt-L5KVk3VkPr7ZqrWtLOE0YQlwmDlXBDQR-6vijyGVbrRT1Pd37blm6J02tjfRj4iq9qypfRkIxr9U_IiTK8K9ZwPEVgT5eAirFEYXFVvPKbZrv9kdQ_mhaE/s320/a20e8a5eff9555e6f9cb3625fd836a76.jpg" width="320" /></a></div>
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<o:p><br /></o:p></div>
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<o:p><br /></o:p></div>
<div class="MsoNormal">
<o:p><br /></o:p></div>
<div class="MsoNormal">
Will Eisner’s definition of the <b>graphic novel</b>: a
sequence of pictures arranged to tell a story (“Theory Comics and Sequential
Art”, 1985)<o:p></o:p></div>
<div class="MsoNormal">
<o:p> </o:p><span style="font-size: 12pt;"> </span></div>
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<o:p><br /></o:p></div>
<div class="MsoNormal">
Rolf Lundén,<i> The United Stories of America: Studies in
the Short-Story Composite </i>(1999)<o:p></o:p></div>
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<br /></div>
<div class="MsoNormal">
“Specific to the <b>short story composite</b> is the tension
between openness and closure. To generalize, one may claim that the composite
is an open work consisting of closed stories (…) the resolution and
completeness of each autonomous story is the basic strategy in the creation of
openness in the totality of the work.” (60)<o:p></o:p></div>
<!--EndFragment--><br />EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.com0tag:blogger.com,1999:blog-2876760186462577221.post-68019433679918526372018-04-16T04:11:00.002-07:002018-04-16T04:11:45.014-07:00Jewish-American Immigration - USA<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/ZFXUjGCqob8/0.jpg" src="https://www.youtube.com/embed/ZFXUjGCqob8?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<br />
<br />
<span style="color: #1d2936; font-family: chaparral-pro, serif; font-size: 22.08px;">The first group of <b>Sephardic </b>settlers (Jews originating from the Iberian Peninsula) arrived in New Amsterdam in <b>1654</b> from Brazil. For several decades afterward, adventurous Sephardic and <b>Ashkenazic</b> merchants (Jews from Eastern Europe) established homes in American colonial ports, including Newport, R.I., New Amsterdam (later New York), Philadelphia, Charleston, S.C., and Savannah, Ga.</span><br />
<span style="color: #1d2936; font-family: chaparral-pro, serif; font-size: 22.08px;"><br /></span>
<div style="color: #1d2936; font-family: chaparral-pro, serif; font-size: 1.38rem; margin-bottom: 1em;">
<b>German Jews</b> began to come to America in significant numbers <b>in the 1840s.</b> Jews left Germany because of persecution, restrictive laws, economic hardship, and the failure of movements — widely supported by German Jews — advocating revolution and reform there. They looked to America as an antidote to these ills — a place of economic and social opportunity. <span style="font-size: 1.38rem;">Some 250,000 German-speaking Jews came to America by the outbreak of</span><span style="font-size: 1.38rem;"> </span><a href="https://www.myjewishlearning.com/article/wwi-and-the-jews/" rel="noopener noreferrer" style="box-shadow: rgb(63, 198, 243) 0px -0.1em 0px inset; color: #1d2936; font-size: 1.38rem; text-decoration-line: none; text-shadow: rgba(255, 255, 255, 0.75) 0px 1px 0px; transition: box-shadow 0.2s ease-in-out;" target="_blank">World War I.</a></div>
<div style="color: #1d2936; font-family: chaparral-pro, serif; font-size: 1.38rem; margin-bottom: 1em;">
<a href="https://www.myjewishlearning.com/article/jewish-immigration-from-eastern-europe/" rel="noopener noreferrer" style="box-shadow: rgb(63, 198, 243) 0px -0.1em 0px inset; color: #1d2936; font-size: 22.08px; text-decoration-line: none; text-shadow: rgba(255, 255, 255, 0.75) 0px 1px 0px; transition: box-shadow 0.2s ease-in-out;" target="_blank">Eastern European Jews</a><span style="font-size: 22.08px;"> began to immigrate to the United States in large numbers <b>after 1880</b>. Pushed out of Europe by overpopulation, oppressive legislation and poverty, they were pulled toward America by the prospect of financial and social advancement. </span></div>
<div style="margin-bottom: 1em;">
<span style="color: #1d2936; font-family: chaparral-pro, serif; font-size: 22.08px;">(from </span><span style="color: #1d2936; font-family: chaparral-pro, serif;"><span style="font-size: 22.08px;"><a href="https://www.myjewishlearning.com/article/jewish-immigration-to-america-three-waves/">https://www.myjewishlearning.com/article/jewish-immigration-to-america-three-waves/</a>)</span></span></div>
<div style="color: #1d2936; font-family: chaparral-pro, serif; margin-bottom: 1em;">
<span style="background-color: white; color: #545454; font-family: arial, sans-serif;"><b>Pogrom - </b>The word </span><span style="background-color: white; color: #6a6a6a; font-family: arial, sans-serif; font-weight: bold;">pogrom</span><span style="background-color: white; color: #545454; font-family: arial, sans-serif;"> comes from a Russian word meaning “to destroy, to wreak havoc, to demolish violently.” The term was first used to refer to outbreaks of anti-</span><wbr style="background-color: white; color: #545454; font-family: arial, sans-serif;"></wbr><span style="background-color: white; color: #545454; font-family: arial, sans-serif;">Jewish violence by non-Jewish street mobs in the Russian Empire from 1881–</span><wbr style="background-color: white; color: #545454; font-family: arial, sans-serif;"></wbr><span style="background-color: white; color: #545454; font-family: arial, sans-serif;">1884</span></div>
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<b>The New Colossus (</b>Emma Lazarus, 1883)</div>
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<b><br /></b></div>
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Not like the brazen giant of Greek fame,</div>
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With conquering limbs astride from land to land;</div>
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Here at our sea-washed, sunset gates shall stand</div>
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A mighty woman with a torch, whose flame</div>
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Is the imprisoned lightning, and her name</div>
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Mother of Exiles. From her beacon-hand</div>
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Glows world-wide welcome; her mild eyes command</div>
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The air-bridged harbor that twin cities frame.</div>
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“Keep, ancient lands, your storied pomp!” cries she</div>
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With silent lips. “Give me your tired, your poor,</div>
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Your huddled masses yearning to breathe free,</div>
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The wretched refuse of your teeming shore.</div>
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Send these, the homeless, tempest-tost to me,</div>
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I lift my lamp beside the golden door!”</div>
EU & literaturahttp://www.blogger.com/profile/13439128194043707253noreply@blogger.com0