tag:blogger.com,1999:blog-87915747602967109752024-03-13T13:33:11.812-07:00Grupo de Filosofia do Brasil e da América Latina - FibralRoberto Sobralhttp://www.blogger.com/profile/07327611987942668418noreply@blogger.comBlogger38125tag:blogger.com,1999:blog-8791574760296710975.post-75362800533463802252014-05-02T09:59:00.002-07:002014-05-02T10:05:47.634-07:00O QUE FAZER DAS MISSÕES FRANCESAS?<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.4pt; margin-right: 0cm; margin-top: 0cm; text-align: center;">
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Gabriel Silveira de Andrade Antunes<o:p></o:p></span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">*</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">
Membro do Grupo Fibral<b><o:p></o:p></b></span></div>
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</span></span></b><!--[endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">O <i>caso</i>
Maugüé e a formação da cultura filosófica uspiana revisitada<o:p></o:p></span></b></div>
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<i><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt; mso-bidi-font-weight: bold;">O fato é que o hábito suspensivo de deixar falar o próprio texto,
ressaltando-lhe a armação interna em detrimento de seu valor de verdade –
resíduo naturalista desprezível -, era não só um convite à timidez metodológica
(prima pobre da dúvida cartesiana), mas uma verdadeira escola de inibições. A
ascese em que redundava a interpretação </span></i><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt; mso-bidi-font-weight: bold;">ad mentem auctoris<i>, bem como o interdito da objeção dogmática (sempre intempestiva), eram
por certo virtudes profiláticas porém dormitivas, a ponto de paralisar o
espírito, suprimindo a distância (e o Método pedia identificação) sem a qual
ele não sobrevive.<o:p></o:p></i></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt; mso-bidi-font-weight: bold;">[Paulo Eduardo Arantes]<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Paulo
Arantes apresenta a formação da cultura filosófica uspiana, que remonta às
missões francesas dos anos trinta do século passado, como uma “reviravolta
decisiva em nossa malsinada dependência cultural” (1994, p. 61). Ainda segundo
Arantes (1994), era então implementada uma prática filosófica de formação
rotineira e organizada, centrada na leitura cuidadosa dos textos clássicos da
filosofia como antídoto ao diletantismo, ao filoneísmo e à adivinhação que
caracterizariam as práticas anteriores. Personagem fundamental dessa
transformação, o <i>normalien </i>Jean
Maugüé (2014), num artigo intitulado <i>O
ensino de filosofia e suas diretrizes</i>, procurou estabelecer as condições
para o ensino filosófico na USP segundo a fórmula kantiana de que só se ensina
a filosofar. Paulo Arantes (1994) entende que Maugüé aí engendra uma
articulação entre a máxima kantiana e a tradição universitária francesa,
orientando no sentido histórico o ensino filosófico do estabelecimento, uma vez
que a leitura dos clássicos com critério e sentimento era concebida como o
único meio para se aprender a filosofar. Respondendo aos <i>defeitos</i> referidos acima da vida cultural brasileira, Maugüé assim
formulou a tarefa do professor de filosofia:<o:p></o:p></span></div>
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<span style="font-size: 10.0pt;">Parece-nos que a tarefa do professor de filosofia, no
Brasil, consiste em não esquecer as ideias novas, mas principalmente em
situá-las lealmente, modestamente, no conjunto da perspectiva filosófica. É
preciso não ter medo de passar por "clássico", ou por
"elementar"... É preciso que nos recusemos esse prazer de parecer
renovadores, de ser ultra modernos... O que é necessário é suscitar, avivar, no
estudante, o senso da reflexão e das ideias gerais: em suma, criar o
discernimento. (MAUGÜÉ, 2014)<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Como
admite por várias vezes Arantes, as diretrizes de Maugüé de um ensino de
filosofia voltado à leitura dos clássicos deixaram uma profunda marca na
cultura filosófica uspiana, marca que seria ainda intensificada pelos capítulos
seguintes da missão francesa. Avaliando positivamente a proposta de Maugüé,
Arantes a toma como “um oportuno entrecruzamento de rotina europeia e carência
colonial,</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 150%;"> – </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">a medida
profilática em condições de peneirar os bandos sucessivos de ideias novas que
periodicamente feriam o espírito vibrátil de nossos letrados” (1994, p. 74). <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Causa-nos,
porém, estranhamento essa avaliação de Arantes, posto que a própria rotina
europeia implantada – o <i>Departamento
Francês de Ultramar</i> – pode ser muito bem entendida como um desses artigos
importados que atingem violentamente nosso tênue meio intelectual. Essa
implantação de toda uma “usina” de produção importada, como, por sinal, o
próprio Arantes indica em outra passagem (1994, p.61), lembramos estar também
associada, como no caso de outros empreendimentos desenvolvimentistas
transnacionais, no descarte de outros esquemas produtivos (passado da filosofia
no Brasil, IBF) que são dispensados em favor daquele mais moderno. É no mínimo
paradoxal que a importação de um modo de articular os estudos filosóficos (o
que é muito mais do que importar doutrinas específicas) seja tomado como
antídoto ao filoneísmo frente aos produtos da inteligência europeia. A partir
das missões francesas parece haver uma passagem bastante importante entre
procurar ter acesso às novidades filosóficas de além mar e, depois, procurar
ser como os filósofos de além mar (no caso, especificamente aqueles da
universidade francesa). Penso que, efetivamente, pode ser ainda maior o perigo
representado pelo transplante do <i>modus
operandi</i> da academia francesa para os desdobramentos da dependência
cultural local, posto que por ele são adicionadas novas formas de dependência aos
<i>maus modos</i> (seguramente não
completamente extirpados) dos que se acotovelavam pelo saber da última novidade
filosófica. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">No
sentido de orientação das práticas locais, a exigência de recuo histórico na
formação do discernimento pretendido por Maugüé é certamente uma poderosa
ferramenta de disciplinamento na apreciação de obras filosóficas. O mestre francês
assim o compara ao uso das estrelas fixas para a navegação oceânica: “Os filósofos clássicos são os pontos fixos da
história. Se o presente não se situar exatamente em relação ao passado, será como
um navio que perdeu a rota” (MAUGÜÉ, 2014). Essa temporalidade da
filosofia referida rigorosamente ao seu passado clássico (europeu), aludida por
Maugüé como a referência fixa de orientação da filosofia, vincula o ambiente
filosófico brasileiro à continuidade da temporalidade do pensamento europeu.
Com isso, essa academia brasileira acharia seu rumo pelo alinhamento preciso
com relação à tradição europeia. Defendo que o interesse desse vínculo para a
emancipação da mencionada dependência cultural precisa ser avaliada
cuidadosamente. Essa temporalidade que me incita desconfiança é, no entanto,
descrita nas palavras de Arantes deste modo: <o:p></o:p></span></div>
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<span style="font-size: 10.0pt;">(...) não estávamos entrando pela porta dos fundos mas
pela via real da modernidade filosófica, não tanto a temática quanto a formal.
Pois essa <i>condição moderna </i>do
discurso filosófico começou por implicar, entre outras coisas, sua conversão
aos problemas técnicos na medida em que a Razão Pura (...) dobrava-se
metodicamente sobre si mesma (1994, p. 78).<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Prefiro,
por ora, não dizer qualquer coisa contra a ideia de que pelas diretrizes de
Maugüé entremos na filosofia pela via real da modernidade, salvo questionar se
um discernimento formado junto a uma tradição distinta da europeia teria de ver
isso assim positivamente como vê Arantes e como via Maugüé. A apreciação feita
da invasão europeia pelos povos originários da chamada América (e ainda por
europeus que não estavam interessados diretamente na exploração material do
continente, como Bartolomé de Las Casas) não é de gratidão pelas <i>benesses</i> por ela concedidas, ou dócil
diante dos processos políticos a ela relacionados. Vejo o estabelecimento
modernizador e profissionalizante do pensamento filosófico, no caso
representado pela formação da USP e desdobramentos, como continuidade do
despojo colonial promovido especialmente pelos próprios colonos. Esse
acontecimento junta aos séculos de inteligência local pautados por uma assumida
centralidade da Europa exigências e expectativas novamente orientadas para as
metrópoles. A despeito de suas boas intenções, pesa que Maugué não considera
que as referências para avaliar o nosso próprio percurso cultural podem não ser
as mesmas que as dele, e que aquelas referências porventura compartilhadas com
a Europa tampouco tem de ter o mesmo valor nas perspectivas a construir daqui. É
preferível, no entanto, aliviar essa advertência com relação ao mestre francês
e conferir a maior parte do peso desse equívoco aos seus discípulos. Os
descaminhos que se oferecem por um assentimento eurocentrado às lições de
Maugüé e demais integrantes da missão francesa são responsabilidade, antes de
tudo, nossa. Por outro lado, que se dê a possibilidade de perspectivas
latino-americanas construírem de outro modo o passado da filosofia, valorarem
de modo diverso desde sua condição obras, conceitos, períodos da filosofia
europeia (e de onde quer que seja) não deve ser visto como ficando devendo à
universalidade da filosofia. Pelo contrário, antes ficaria devendo à
universalidade a posição que se construísse sobre a necessidade da exclusão de
perspectivas específicas na constituição do que seja uma atitude universalista
quanto à história da filosofia. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Arantes,
apesar de louvar repetidamente os méritos do tratamento iniciado por Maugüé,
reconhece também alguns revezes da implantação desse esquema de trabalho. Entre
eles, aquele “de até hoje confundir-se nos meios uspianos filosofia e
explicação de texto” (ARANTES, 1994, p. 75). Curiosamente, porém, seria mais
adequado atribuir essa falha à apropriação particular que foi feita do trabalho
de Maugüé, pois essa linha que Arantes remonta àquele professor francês frustrou
parte essencial de sua prática, de sorte que se estabeleceu exclusivamente uma
produção acadêmica altamente técnica, voltada unicamente aos “textos
filosóficos” (hoje preferencialmente e não exclusivamente aos clássicos) e que
tornou o mencionado procedimento profilático e formativo um estado permanente
de reprodução dos estudos da área. Arantes recolhe em seu livro vários
testemunhos que dão conta de Maugüé como um mestre notável, que impressionou
vivamente inclusive Oswald de Andrade, cuja retórica combinava, em suas aulas,
a exposição cuidadosa do pensamento de filósofos clássicos e contemporâneos com
a consideração de aspectos da vida cotidiana. Segundo Antônio Cândido, Maugüé
“tencionava principalmente nos ensinar a refletir sobre os fatos” (in: ARANTES,
1994, p. 65). Sua atitude voltada ao concreto, que admitia a filosofia proceder
por alusões (já que, ainda seguindo Kant, não tinha domínio próprio) e buscava
dar conta com a reflexão da experiência do mundo à sua volta, segundo Arantes
(1994, p. 84), não teve legado na cultura uspiana. É mesmo impressionante
encontrar daquele que é reputado por Arantes como pai fundador do departamento
de filosofia da USP afirmações de teor tão longínquo da postura de muitos dos
técnicos da inteligência filosófica de hoje quanto estas: <o:p></o:p></span></div>
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<span style="font-size: 10.0pt;">Não é corajosamente filósofo senão aquele que cedo ou
tarde expressa o seu pensamento acerca das questões atuais. Aliás, nada mais
atual do que o Platão do III século antes de Cristo e o Descartes do século
XVII. As próprias vicissitudes de suas existências dão testemunho de um caráter
concreto que não devemos esquecer. (MAUGÜÉ, 2014).<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Insistindo
ainda em alguns aspectos do <i>caso Maugüé</i>,
buscando mais definição no que representou a ruptura com parte do seu legado,
salientamos que Arantes (1994, p. 66) registra o que lhe parece uma flagrante
injustiça: para alguns como Ruy Coelho, o sucesso de Maugüé na USP do final dos
anos trinta do século XX foi mais um sintoma da má formação do meio acadêmico
de então, que não percebera sua relativa falta de profundidade, ainda marcado
por algum diletantismo de um período de formação artesanal, posteriormente
entendidos pelas gerações mais técnicas como tal. No sentido contrário de Ruy
Coelho, Arantes (1994, p. 81-3) considera o estilo de Maugüé bastante moderno,
aproximando-o do existencialismo francês por sua atitude voltada ao concreto e
suas exposições aproximando-se da forma que Lukács definiu como sendo o ensaio.
Considerando o estilo em tela, sua condição de solidez seria enunciada por
Maugüé (2014) como a filosofia pressupor a aquisição de “uma cultura vasta e
precisa” de que precisa para seu exercício reflexivo. Tal cultura vasta era
entendida à europeia, segundo Arantes (1994, p. 83), e sua aquisição nesses
termos não teria sido viável, ao menos para qualquer um. Arantes parece considerar
difícil encontrar esse sistema de reminiscências culturais que servem à
reflexão filosófica “nestas paragens de desencontro permanente entre vida
intelectual raquítica e processo social pouco diferenciado” (1994, p. 83). Uma
vez que esse “equilíbrio de rotina (...) e fantasia ensaística, enquadramento
técnico e interesse político-cultural” (1994, p. 83-4) não se mostrou
acessível, quebrou-se a unidade do projeto de Maugüé, sobressaindo assim
exclusivamente do legado do mestre “o esforço necessário para normalizar uma
técnica intelectual” (ARANTES, 1994, p. 82). Desse modo, foi conservado somente
“do programa de cultura filosófica delineado por Jean Maugüé (...) as óbvias
vantagens propedêuticas do apego exclusivo à letra miúda dos clássicos, explicados
segundo os métodos rigorosos e perfeitamente modernos da História da Filosofia”
(ARANTES, 1994, p. 84).<o:p></o:p></span></div>
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</span></span></b><!--[endif]--><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">A escola
francesa de historiografia da filosofia<a href="file:///C:/Users/david/Downloads/O%20QUE%20FAZER%20DAS%20MISS%C3%95ES%20FRANCESAS%20-%20VERS%C3%83O%20PARA%20BLOG.docx#_ftn1" name="_ftnref1" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><b><span style="font-size: 12pt; line-height: 115%;">[1]</span></b></span><!--[endif]--></span></a></span></i></b><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">: um
detalhamento oportuno<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">O aspecto técnico de
leitura dos clássicos de Maugüé ganhou considerável força com Martial Gueroult
e a continuidade da missão francesa na USP. Arantes (1994) indica que a
linhagem historiográfica da filosofia francesa então implantada no Brasil teve
destacada apenas a promessa de progresso técnico, o qual teria mesmo sido
efetivo no contexto local. A recepção dessa linha historiográfica na USP se
deu, ainda segundo Arantes (1994), deixando de lado o que seriam pressupostos
espiritualistas retrógrados daquele método que, no entanto, tinha “o mérito de
restituir à filosofia o seu passado, anulado pelos diversos historicismos”
(1994, p. 113). O trabalho do professor Ubirajara Marques, <i>A escola francesa de historiografia da filosofia</i>, contribui para a
apreensão do sentido dessa restituição do passado da filosofia à sua
contemporaneidade, considerando brevemente a gênese e as elaborações dessa
escola que tem em Boutroux, Bréhier, Gueroult e Goldschmidt alguns de seus mais
destacados membros. O pretendido caráter inesgotável e atemporal dos clássicos
da filosofia europeia tinha explicação, para essa corrente, na descrição de
Arantes, “no único absoluto admitido por tal história da filosofia, o princípio
da vida espiritual que elas encerram, a intuição geradora que as suscita e elas
por seu turno encarnam” (1994, p. 113). Arantes vincula a escola de
historiografia da filosofia francesa de Gueroult aos “longínquos descendentes
de Victor Cousin” (1994, p. 111).<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A análise proposta no
livro de Ubirajara Marques é contrária à vinculação sem muitas nuances entre a
escola de historiografia da filosofia francesa, o ecletismo e um espiritualismo
retrógrado e fortemente metafísico, como encontrado na seção <i>“O essencial de uma filosofia é uma certa
estrutura” </i>do livro de Arantes (1994). Em <i>A escola francesa de historiografia da filosofia </i>temos uma
consideração mais detalhada das ligações e das rupturas entre ecletismo,
espiritualismo e a corrente que surgia de historiografia da filosofia, entre
meados do século XIX e começo do XX. A imagem que resulta do trabalho de
Marques compõe, efetivamente, em favor de um quadro no qual a escola da qual
provinha Gueroult seja encarada como moderna e bastante consequente às
transformações impostas pelos limites da razão, como entendidos a partir de
Kant, ainda que o próprio Marques lhe apresente algumas críticas importantes.
Com relação à ligação entre a dita escola e Cousin, Ubirajara afirma contra
Arantes que: “filósofos e historiadores da filosofia, nem sempre concordando
sobre quem tenha principiado a história da filosofia rigorosa na França, são
unânimes pelo menos ao rejeitar Cousin” (2007, p. 54). Em termos gerais, o que Ubirajara
Marques (2007, p. 131) vê se passar entre o ecletismo de Cousin e a moderna
historiografia da filosofia francesa, que permitiria ainda algumas
aproximações, é a passagem de uma ênfase doutrinal da primeira para uma ênfase
exegética da segunda, sem com isso se anular seja exegese na primeira, seja
doutrina na segunda. Nesta ruptura com o ecletismo, Lachelier e Ravaisson
teriam sido personagens fundamentais, representando o primeiro uma
contraposição socrática com a leitura oficial e conciliadora das filosofias de
Cousin, enquanto com o segundo se tem o avanço de um profissionalismo
institucionalizado contrário ao forte personalismo daquele influente líder do
ecletismo. Nesse sentido, com Lachelier “aprendeu-se a ler os grandes clássicos
e criticá-los em se partindo não das próprias ideias em relação a si, mas das
suas ideias em direção a eles” (DURIAC in: MARQUES, 2007, p. 55). Essa leitura
investigativa de Lachelier (que entendo como sendo fundamentalmente uma leitura
interna <i>avant la lettre</i>) não submetia
os textos dos filósofos clássicos à síntese em voga do ecletismo (então espécie
de doutrina oficial do Estado francês), o que marcou para Marques “uma tríplice
ruptura: com a diretriz oficial; com a orientação filosófica; com a corporação
dos que gravitavam ao redor de Cousin” (2007, p. 56). No entanto, Ubirajara
Marques faz notar, com auxílio de Gueroult, que aqueles alunos de Cousin
(Ravaisson e Lachelier), ainda que se afastando do sistema eclético, “comporão ainda com a ideia de ‘<i>perennis philosophia</i>’, efetuando o
sincretismo das doutrinas” (MARQUES, 2007, p. 59). <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Para passar a análise
das características metodológicas da supracitada escola historiográfica e
filosófica, voltemos às propostas metodológicas de Lachelier. Encontramos assim
o pensador indicando como caminho a seguir:<o:p></o:p></span></div>
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<span style="font-size: 10.0pt;">(...) o estudo direto, paciente e dócil dos mestres
gregos, franceses e alemães (...). A filosofia não é mais uma coisa a inventar;
ela está feita, toda inteira nas suas obras; o que cada um de nós pode chamar
de a sua filosofia é só a sua maneira de interpretá-las (LACHELIER in: MARQUES,
2007, p. 59-60). <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O quadro mais amplo em
que é proposto compreender a concepção de filosofia exposta acima por Marques
(2007) é o de ascensão da ciência e de retraimento da filosofia na segunda
metade do século XIX na França, tomando por fechado o caminho da metafísica
como queria Kant, fazendo com que a filosofia se volte para sua própria
história. Lachelier teria, para Marques (2007, 109-110), indicado aos futuros
historiadores da filosofia franceses a necessidade de renunciar à antiga e
esgotada forma metafísica de fazer filosofia “como instauração sistemático-abstrata
do mundo”. Ainda seguindo essa retomada de Kant na França, temos que Boutroux,
aquele considerado como o fundador da história da filosofia objetiva na França
por Gueroult (cf. MARQUES, 2007, p. 108), toma por um divisor de águas da filosofia
francesa o estudo de Kant por Janet na Sorbonne, no ano de 1867. Esse eclipse
do teorético-dogmático, como entendido por aqueles pensadores franceses que
estabeleceram a escola de historiografia de que tratamos, que Arantes (1994)
situa como as raízes mais profundas e significativas da cultura crítica
uspiana, parece-nos ser, seguindo a argumentação de Ubirajara Marques,
justamente a matriz daquela mudança de ênfase já mencionada do esforço
doutrinal para o exegético. A filosofia passa a ser tratada como uma série de
doutrinas cuja originalidade permanece, no entanto, objeto de interesse em seus
embates. O método desse estudo será, para Boutroux (cf. MARQUES, 2007, p.
110-1), num sentido análogo ao que caracteriza as ciências empíricas em Kant, o
de tomar as obras como objeto da experiência e somar a essa observação o
raciocínio. Tal raciocínio, uma vez que se insere num exercício de
interpretação, estaria já determinado pelo autor da obra, de modo que “a
aplicação desses princípios ao método histórico resume-se no preceito de sempre
raciocinar do ponto de vista dos próprios autores” (BOUTROUX in: MARQUES, 2007,
p. 111). <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Vale salientar que esse
raciocínio do intérprete segundo o ponto de vista que teriam os próprios
autores deve ser assumido, para Boutroux (cf. MARQUES, 2007, p. 115), numa
relação vivificante, que vá além de uma postura imparcial que só poderia ser
mantida se a filosofia que se têm frente aos olhos – uma obra filosófica – não
fosse também tomada como uma investigação presente. Essa relação vivificante é
o elo que se pretende estabelecer entre estudo do passado da filosofia e o
filosofar, aquilo que tornaria filósofo o historiador da filosofia. O que está
em tela aqui, buscando sintetizar o percurso de Marques (2007, p. 108-120), é o
difícil estabelecimento do interesse no estudo das doutrinas filosóficas
pré-kantianas consideradas as consequências da interdição da metafísica, no que
Boutroux, Robin e outros buscarão salientar esse interesse não mais no
especulativo, mas no elemento prático da razão – redundando na busca de
“disposições filosóficas”, da “ação espiritual”, de um “fundo comum e
autárquico da reflexão” e assim por diante. Entendo que a proposta que se
alinha entre Boutroux e Gueroult, a partir da leitura de Arantes (1994) e Marques
(2007), quanto ao interesse filosófico do estudo da história da filosofia
consiste em que, ainda que seja impossível às filosofias metafísicas atingir a
verdade quanto aos seus inatingíveis objetos, interessa ao pesquisador a
inspiração que representa a particular aspiração à verdade que se encontra
naquelas obras como elemento prático, sendo por meio disso que se daria o
exercício filosófico, ativo, de tal estudo histórico. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Essa vinculação entre o
passado cronológico tomado por contemporâneo no pensamento é tomada por
Guillaume Coqui no artigo <i>Quel genre
d’histoire convient à la philosophie? </i>como índice característico da
distância entre a história da filosofia e o fazer da disciplina história<a href="file:///C:/Users/david/Downloads/O%20QUE%20FAZER%20DAS%20MISS%C3%95ES%20FRANCESAS%20-%20VERS%C3%83O%20PARA%20BLOG.docx#_ftn2" name="_ftnref2" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="font-size: 12pt; line-height: 115%;">[2]</span></span><!--[endif]--></span></a>.
Com a ênfase bastante comum da história da filosofia na leitura interna de
hermenêutica caridosa, se expressa uma oposição das exigências epistemológicas
entre a história (como concebida por um Lucien Febvre) e a história da
filosofia. Essa oposição se enraizaria no fato de que “nós [historiadores da
filosofia] desejamos aprender <i>dos </i>filósofos
e não somente <i>sobre </i>eles” (COQUI,
2009, p. 88. Tradução minha. Grifos do autor). Coqui (2009) defende o interesse
de manter estudos históricos da filosofia no sentido mais habitual, este em que
se busca aprender dos filósofos, mas igualmente argumenta pelo desenvolvimento
de estudos históricos dos filósofos que os tome de modo similar ao que faz a
disciplina história com seus objetos, considerando fortemente os contextos
históricos e tomando suas obras em forte relação com esse contexto, não as
lendo obrigatoriamente pelos elementos internos a sua doutrina, o que
corresponderia a aprender sobre eles. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">No artigo de Guillaume
Coqui encontra-se uma tensão interessante entre um gênero de história da
filosofia que o mesmo apresenta, o crítico, e o que ele toma como sendo aceito
como o ofício mesmo do historiador da filosofia, isto é, que “um autor deve, à
princípio, ser compreendido [...] segundo seus próprios termos e em função dos
problemas que ele podia se colocar” (COQUI, 2009, p. 87. Tradução minha). Como
se pode ver, esta orientação que Coqui toma como usual do ofício de historiador
da filosofia corresponde, em linhas gerais, com o apresentado acima sobre a
escola francesa de historiografia da filosofia. Coqui (2009) considera como
alguns exemplos do referido gênero crítico de história da filosofia os
trabalhos de Foucault, Gadamer e Heidegger, que trazem um julgamento da
tradição junto aos projetos filosóficos que desenvolvem. Sua condição de
compreender os autores da tradição numa relação complexa com o projeto
filosófico crítico que é assumido rompe com a orientação direta de ler os
autores segundo seus próprios termos, de modo que, quando feita com talento,
essa operação nos faria aprender simultaneamente do autor então estudado e do
modelo histórico mais vasto assumido em que são inseridos, num cruzamento de
termos e problemas entre projetos. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Fazendo uma apropriação
imaginativa, voltando à questão do elemento ativo em história da filosofia e
reconduzindo a discussão aqui proposta, parece que se desenha nesse gênero
crítico de história da filosofia uma perspectiva diversa (mas não exatamente
oposta) àquela da escola de historiografia da filosofia francesa, como
desenhada por Marques (2007). No lugar de ser mediante o estudo do passado da
filosofia que se atualiza o filosofar como historiografia, tem-se, aqui, que o
filosofar atualiza o passado gerando historiografia. Com uma manobra algo
brusca, seguiremos por algumas associações que nos trazem, novamente, à
academia brasileira (o que, apesar desse longo desvio francês, sempre foi nosso
problema). <o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">O que fazer das missões francesas?<o:p></o:p></span></b></div>
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<i><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt; mso-bidi-font-weight: bold;">Porque o temor que me assalta é que, levados pela nossa segura
consciência de que a Filosofia se alimenta continuamente de sua história,
tenhamos ido longe demais na prática da orientação historiográfica.<o:p></o:p></span></i></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt; mso-bidi-font-weight: bold;">[Oswaldo Porchat Pereira]<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A expectativa do que se
supõe progresso da filosofia no Brasil consiste no aprofundamento técnico e
rotineiro, em meio institucionalizado e autônomo de especialistas,
reivindicando um senso crítico ilustrado no que há de consagrado na filosofia
europeia. A constituição da cultura filosófica uspiana, cultura
progressivamente tornada condição vigente (quando menos, meta) dos estudos
filosóficos universitários no país e que representa a mencionada expectativa,
se deu com forte influência da escola francesa de historiografia da filosofia
e, de modo mais amplo, da academia francesa e de suas tendências. Arantes
(1994) considera que essa implantação teria redundado numa reviravolta de nossa
dependência cultural – o que nos parece, como visto acima, muito suspeito –,
submetendo as novidades de além-mar, antes ansiosamente consumidas, ao crivo de
um julgamento histórico e crítico formado por meio de estudos rigorosos e
ordenados. A história da filosofia e seu método de leitura estrutural de textos
são os elementos constitutivos dessa formação, os quais remontam à retomada de
Kant na França a partir de meados do século XIX e às transformações que tal
retomada provocou nos estudos históricos da disciplina.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Nesta seção pretendo
apresentar movimentos de apropriação, crítica e resistência ao que se vê
implicado na temática metodológica dos estudos filosóficos, reconsiderando o
apresentado nas seções anteriores. O que aqui tracei pode ser relacionado à
seguinte pergunta: <i><span style="background: white;">o que fazer agora do que fizemos de nós
querendo seguir às missões francesas?</span></i> A retomada do passado da
filosofia será abordada como questão de interesse num terreno onde cumpre papel
destacado condições latino-americanas em conflito por ocasião do colonialismo.
Pretendemos considerar o enfrentamento desse problema para além de um mero
legado técnico de leitura de textos europeus, buscando um sentido político para
a escrita de história de pensamento europeu e formação de uma academia de
filosofia em torno da referida técnica. Com isso, penso ser necessário, ainda,
apropriar-se das missões francesas reconsiderando seu legado no sentido da
discussão filosófica da historiografia da filosofia, e não, tão somente, como
implementação de programa historiográfico, seja como instrumento de formação
filosófica ou como expediente permanente de pesquisas. Na sequência, ainda
nesta seção, trataremos daquilo que orienta estas considerações: a recusa em
deixar a filosofia pacificamente situada como um assunto que advenha (<i>milagrosamente</i>) somente da cultura
europeia.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Retomando, então, a
temática do que fazer das missões francesas, afirmo que deveríamos ter
aprendido com o ofício de <i>historien
philosophe</i>, através do aprofundamento técnico da formação que ela
significou localmente,<i> </i>o apreço pelas
doutrinas, pela aspiração à sabedoria, de onde quer que elas viessem. Tomou-se
no Brasil esse apreço pelo passado da filosofia precisamente enquanto definido
nos termos dessa missão francesa, o que significa, ainda hoje, uma muito
frequente condição de isolamento – e até de sectarismo – dos herdeiros dos
rigores daquela instituição. Não aprendemos a, como os mestres franceses,
definir ativamente os termos de nossos vínculos com o passado, como por sinal,
me parece, tampouco fazemos quando se trata de construir projetos de futuro.
Essa circunscrição profilática da filosofia, que se toma como um frágil
recém-nascido que cumpre proteger de contaminações, se traduz no apreço
exclusivo aos clássicos europeus ou ao “propriamente filosófico” (bordão dos
acadêmicos tradicionalistas que a nada acrescenta salvo ao seu próprio
fanatismo) e parece do ponto de vista prático lastreado por uma ingênua
concepção das obras do cânone do pensamento europeu, tomadas como filosóficas
porque são da <i>História da Filosofia</i> e
se pretendendo de toda leitura rigorosamente leal aos seus propósitos e
rigorosamente modesta nas próprias pretensões como um exercício responsável,
interessante e recomendável de filosofia. As próprias qualidades do rigor e da
responsabilidade, concebidas nos termos dos interesses de reprodução do estado
atual da academia, se encontram elevadas a imperativos absolutos, como se não
fosse adequado avaliá-los com relação ao que conduz a eles e ao que implica
deles. Tomando um exemplo, age-se como se não fosse relevante a possibilidade
de ser responsável com relação a (supostos) deveres que mereceriam não ser
obedecidos, ou como se não fosse significativa a possibilidade de ser rigoroso
a ponto de não permitir nenhum risco mais frutífero ao pensamento que o por
vezes demasiadamente estreito caminho do rigor. Isso sem considerar o que é
tido por rigor, tomado tantas vezes como uma atitude excessivamente voltada às
informações, como se fosse filosofar ofício de jornalista aplicado e obcecado
nos fatos, importando menos a articulação argumentativa ou a aplicação
significativa operada nos textos que se escreve na academia.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Insistindo na questão
do que deixamos de apreender, digo que no lugar de se aprender com a prática da
missão francesa a enriquecer o nosso ambiente intelectual, o que vejo em
prática hoje nos departamentos de filosofia brasileiros é, mimeticamente, fazer
o que eles fazem para enriquecer o ambiente intelectual deles. Paralelamente a
isso, ouve-se o reiterado lamento da pobreza do nosso ambiente intelectual, de
sua estreiteza, de seu atraso, tudo isso esperando que o valoroso exemplo que
vamos e vamos copiando, porque o copiamos, vá nos valorizar. É trivial, mas
necessário dizer, que não é necessário que algo que sirva sob certas
circunstância para um propósito, sirva para um propósito até certo ponto
análogo em circunstância distintas. A leitura interna da tradição filosófica
europeia, ainda que enriqueça o ambiente filosófico europeu, não
necessariamente enriquece o nosso ambiente, pelo menos não em todas as
dimensões que se poderia aspirar enriquecer nem oportunamente com relação a
tudo que se passe num determinado momento, uma vez que não estejamos
patologicamente e imaturamente frustrados por não sermos europeus. Tudo isso é
agravado enquanto essa prática é quase totalmente exclusiva – seria melhor,
até, pensar que ela é totalmente exclusiva, para não dar margem a se escapar do
problema dando ênfase às (louváveis) exceções. Dito de outro modo, acontece que
essa prática bem instituída em nossos meios acadêmicos pode até somar aos
esforços dos europeus, oxalá de modo bastante significativo, e permanecer (como
vem acontecendo) indefinidamente pouco significativa na sua inserção local. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A reintrodução da
filosofia no ensino médio, um evento que pode parecer começar a transformar o
quadro de isolamento da filosofia acadêmica com relação ao conjunto da
sociedade no Brasil, apesar de causar interessantes (porém discretas e sempre
problemáticas) mudanças nas escolas – algumas das quais tenho vivência pessoal
–, encontra certamente seus maiores desafios em não exigir dos alunos que eles
sejam já inseridos ou ao menos atraídos pela cultura europeia para que o estudo
da disciplina tenha interesse. Em termos bastante concretos, penso que o ensino
de filosofia na educação básica mantem e mesmo contribui para formas de vida fortemente
coloniais enquanto não é capaz (hoje parece que ainda nem se interessa em
sê-lo) de se articular com os conflitos sociais e culturais localmente
determinados onde se situam prejudicados e marginalizados pela modernização<a href="file:///C:/Users/david/Downloads/O%20QUE%20FAZER%20DAS%20MISS%C3%95ES%20FRANCESAS%20-%20VERS%C3%83O%20PARA%20BLOG.docx#_ftn3" name="_ftnref3" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="font-size: 12pt; line-height: 115%;">[3]</span></span><!--[endif]--></span></a>.
Insistindo nesse exemplo, sugiro que pensemos numa dimensão possível de
fracasso das atividades de ensino de filosofia, a luz de caso em instituição
federal de ensino técnico integrado ao nível médio (IFAL), conduzidas por mim
em atenção às recomendações dos documentos oficiais (OCN e PCN). O mais fácil é
sempre considerar o fracasso no processo de ensino-aprendizagem como devido às
deficiências vindas de níveis anteriores dos estudantes, ou por ser fraco o
trabalho da escola ou ainda do próprio professor. O que essas causas deixariam
desconsiderado, no entanto, é o significativo acontecimento de que muitos dos
meus alunos que não gostavam de filosofia e frequentemente tinham pouco
aproveitamento da disciplina assim se portavam por acharem falsas as questões
que eu propunha de nos ocuparmos. Não fazia sentido, para muitos deles, estudar
as provas da existência de Deus de Tomás de Aquino, porque não fazia sentido
ter de argumentar pela existência de Deus. Para outros, não fazia sentido
embrenhar-se na crítica à propriedade privada de Rousseau ou Marx porque não
concebiam se viver sem propriedade privada ou mudar a sociedade como um todo
quando eles lutavam duramente para ter propriedades privadas deles. Não fazia
sentido buscar um fundamento para o conhecimento com Descartes quando, sempre,
se tratava para muitos deles problema real e primário pensar as aplicações dos
saberes e mesmo crenças ao cotidiano. No lugar de fazer esforços para privar de
racionalidade essas posições deles tomando-as sumariamente como ignorância
apoiando-se exclusivamente na parte das turmas que aceitava e se interessava
nos problemas da tradição europeia propostos para se trabalhar em sala e
obtinha bons rendimentos diante dos padrões esperados, considero que nos cabe
como filósofos educadores que a resposta de nossos educandos problematize a
nossa prática ela mesma. Assim, se há algo como uma universalidade dos
problemas filosóficos, ela se perde certamente quando se pretendem universais
uns problemas contra outros que os deslocam, situam, interpelam. Mais universal
seria uma filosofia que através de negações não se produz em sumir ao negado:
uma filosofia que seguisse filosofia para fora de limites de uma tradição
unívoca<a href="file:///C:/Users/david/Downloads/O%20QUE%20FAZER%20DAS%20MISS%C3%95ES%20FRANCESAS%20-%20VERS%C3%83O%20PARA%20BLOG.docx#_ftn4" name="_ftnref4" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="font-size: 12pt; line-height: 115%;">[4]</span></span><!--[endif]--></span></a>.
Uma filosofia que, assim como admite que os estudantes se posicionem e agenciem
os problemas das tradições com que estudam, admita que Aristóteles reconsidere
o pensamento heraclitiano, platônico etc. – inclusive lhes transformando os
problemas –, e vice-versa.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ouso dizer que, na
construção de vínculos significativos e transformadores com a realidade local,
insistimos em fazer da missão francesa um fracasso, pois cabe a nós estabelecer
como aproveitamos o que nos seja para o nosso benefício, como coube aos
antropófagos originários do continente escolher comer o poderoso Bispo Sardinha
e dispensar o covarde Hans Staden. Saliento, contra qualquer aparência de
revanchismo barato contra a cultura ocidental, que importante não é fazer cair
suspeita sobre o estrangeiro, mas entender atitudes nossas que nos mantém
cativos, antes de toda consideração das intenções daquele. Estamos dispostos a
tomar a sério a revisão que Oswaldo Porchat Pereira nos exige fazer do que
vamos produzindo nos departamentos de filosofia? Deveríamos estar.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O
"espiritualismo" descartado pelo bom senso uspiano (cf. ARANTES,
1994) representava, seguindo Ubirajara Marques (2007), um esforço de criação de
uma historiografia que mobilizasse o passado, que dispusesse suas forças no
debate contemporâneo, inclusive no declínio da posição da filosofia na cultura
europeia do fim do século XIX. Esse presente do passado, que é ação prospectiva
de construção do tempo, oportunidade apoderada (<i>saisi</i>, diriam os franceses) que confere interesse no escrever história
dos clássicos informando externamente a orientação de fazer leituras internas
de obras como acontecimento de pensar: eis uma raridade entre nós, herdeiros
das missões francesas. Reivindicamos justamente isso, um filosofar que,
exercendo-se também, mas não exclusivamente, por meio de um escrever história
da filosofia, elabore o passado de forma prospectiva, ativa, presente. Ser como
discípulo do autor ora estudado, isto é, a ação de continuar a obra da tradição
no debate contemporâneo, tem com o passado os problemas viventes e por isso
chega ao mérito de retomar um passado anulado pelos historicismos, que só têm o
passado como ultrapassado. A técnica de leitura de textos, esperando que pela
sua própria execução se formasse, por acréscimo, depois de longo percurso (cf.
ARANTES, 1994), o filósofo que de saída não se foi, deixando de lado a dita
retrógrada motivação espiritualista (em favor de pobre motivação de estrita
obediência escolar reproduzida indefinidamente) de ler esse passado, acaba por
ter o filósofo que se poderia tornar-se dispensado de todo senso de
oportunidade... Caso se tivesse escutado Maugüé no que seu projeto tinha de
mais instigante, e feito de todo esforço de formação filosófica desde sempre um
esforço de fazer-se pensadores concretos, do presente, contemporâneos,
entendendo isso voltado à nossa própria situação e não exclusivamente voltados à
condição moderna europeia, estaríamos em situação diferente e esse escrito seria
francamente desnecessário. Teríamos notado, por exemplo, que a relevância do
que nos dedicamos tem que se construir com a relevância da nossa dedicação,
caso contrário não poderá ser relevante independentemente do quão importante
seja o nosso objeto de estudo. Sem senso de oportunidade, de momento, de lugar,
como se vai pensar relevantemente? Que tato histórico, que senso crítico se
terá?<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Voltando à condição de
estudantes que fomos, que tendo sido, somos, tendo que nos relacionar com a
filosofia como nos foi apresentada, cumpre considerar o seguinte: se o legado
da missão francesa for reservar exclusivamente aos clássicos europeus lugar no
passado da filosofia, prospectivamente orientando um presente igualmente
eurocentrado, como ficamos? Penso que se isso decorre obrigatoriamente das
missões francesas, e nisso se sintetiza sua influência, então temos que
rejeitar esse legado. É crucial que digamos não a que o passado mobilizado no
presente da filosofia seja exclusivamente o cânone europeu. Esse é o
pressuposto metodológico mais importante deste trabalho. O trabalho mesmo de
mediação que me propus a fazer acima deve se ver vinculado a esse movimento de
situar a filosofia num terreno aberto às diferentes proveniências de
pensamento. Mais, os próprios termos dessa abertura devem ser o primeiro
problema de uma filosofia assim concebida, e não o resultado totalizado de
qualquer projeto tomado isoladamente. Se for inaceitável essa abertura, defendo
a ruptura sem mediação com o pensamento europeu feito máquina colonial. Está em
tela, saliento, a condição na qual nos formamos em filosofia, quanto a quê se
exige um posicionamento consciente, volitivo e circunstanciado ou pagar pelas
consequências da escolha a despeito disso. Formar-se em filosofia para uma
posição em que não se pode agenciar a mesma salvo na normatividade de uma cultura
impositiva é submeter-se a uma condição de pensamento impotente em opor-se a
tal normatividade, fazer-se funcionário da continuidade daquela cultura. Contra
essa formação eurocêntrica fechada não se trata de oferecer outra formação
fechada a ela oposta (que fosse uma de identidade brasileira, latino-americana
ou outra), mas de optar por uma difícil condição aberta a uma multiplicidade de
referências, certamente em conflito, mas não por isso em sumária eliminação. Contra
uma sumária eliminação do passado da filosofia (e pelo passado do presente em
pleno direito) de proveniências africanas, asiáticas, latino-americanas e quais
mais houver em favor de um cânone ocidental que se pretenda completo e
definitivo se coloca uma reviravolta necessária para a superação de uma
mentalidade colona e dependente. Ou faz-se das missões francesas (e eventuais
outras) ocasião de libertação do pensar ou rompe-se com elas.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> <b>REFERÊNCIAS<o:p></o:p></b></span></div>
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<br /></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ARANTES, Paulo. <i>Um Departamento
Francês de Ultramar. </i>Rio de Janeiro: Paz e Terra, 1994.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ANTUNES, Gabriel Silveira de Andrade. <i>Um elogio do percurso: notas de meio-fio
entre filosofia e Brasília</i>. [Trabalho de conclusão de curso – Licenciatura
em Filosofia]. Brasília: UnB, 2008.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">COQUI, Guillaume. <i>Quel genre d’histoire convient à la philosophie?</i> In: <i>Klesis</i>. 2009, no. 11. Disponível em: <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><www .revue-klesis.org="" no11-2-_art1_coqui.pdf="" pdf="">.
Acesso em 28 Abr 2014.<o:p></o:p></www></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">CRUZ COSTA, João. <i>Trans/Form/Ação</i> [online]. 2011,
vol.34, n.spe [cited 2014-04-15], pp. 107-115 Disponível em: <http: scielo.php="" script="sci_arttext&pid=S0101-31732011000300005&lng=en&nrm=iso" www.scielo.br="">.
Acesso em 10 Abr 2014.<o:p></o:p></http:></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">MARQUES, Ubirajara Rancan de Azevedo. <i>A escola francesa de historiografia da
filosofia</i>. São Paulo: Editora UNESP, 2007.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">MAUGÜÉ, Jean. <i>O ensino de filosofia e suas diretrizes</i>. Disponível em:
<http: df="" mauguee-jean-ensino-de-filosofia-suas-diretrizes="" pet="" textos="" www.fflch.usp.br="">.
Acesso em 10 Abr 2014.<o:p></o:p></http:></span></div>
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<div class="Default" style="line-height: 150%;">
PEREIRA, Oswaldo Porchat. <i>Discurso aos estudantes sobre a pesquisa em
filosofia</i>. In: <o:p></o:p></div>
<div class="Default" style="line-height: 150%;">
<i>Fundamento</i>.
V. 1, N. 1 – SET.-DEZ. 2010. Disponível em: <www .revistafundamento.ufop.br="" n1="" olume1="" vol1n1-2.pdf="">.
Acesso em 28 Abr 2014.<o:p></o:p></www></div>
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<br />
<div id="ftn1">
<div class="MsoFootnoteText">
<a href="file:///C:/Users/david/Downloads/O%20QUE%20FAZER%20DAS%20MISS%C3%95ES%20FRANCESAS%20-%20VERS%C3%83O%20PARA%20BLOG.docx#_ftnref1" name="_ftn1" title=""><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman","serif";"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="font-size: 10pt; line-height: 115%;">[1]</span></span><!--[endif]--></span></span></a><span style="font-family: "Times New Roman","serif";"> Nomeamos essa seção conforme
título do livro de Marques (2007) a que nos reportamos.<o:p></o:p></span></div>
</div>
<div id="ftn2">
<div class="MsoFootnoteText" style="text-align: justify;">
<a href="file:///C:/Users/david/Downloads/O%20QUE%20FAZER%20DAS%20MISS%C3%95ES%20FRANCESAS%20-%20VERS%C3%83O%20PARA%20BLOG.docx#_ftnref2" name="_ftn2" title=""><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman","serif";"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="font-size: 10pt; line-height: 115%;">[2]</span></span><!--[endif]--></span></span></a><span style="font-family: "Times New Roman","serif";"> O propósito do mencionado artigo
de Coqui (2009) é mais geral que o de estudar a escola francesa de
historiografia da filosofia, aparecendo, no entanto, várias das propostas
metodológicas desta consideradas no estudo. Coqui volta-se ali, efetivamente, a
uma breve, porém interessante, consideração de gêneros de história da filosofia
em prática atualmente e também de um que poderia ser praticado tendo em vista
possível inspiração dos estudos historiográficos em geral, e não
especificamente os desenvolvidos sobre filosofia por filósofos. <o:p></o:p></span></div>
</div>
<div id="ftn3">
<div class="MsoFootnoteText" style="text-align: justify;">
<a href="file:///C:/Users/david/Downloads/O%20QUE%20FAZER%20DAS%20MISS%C3%95ES%20FRANCESAS%20-%20VERS%C3%83O%20PARA%20BLOG.docx#_ftnref3" name="_ftn3" title=""><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman","serif";"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="font-size: 10pt; line-height: 115%;">[3]</span></span><!--[endif]--></span></span></a><span style="font-family: "Times New Roman","serif";"> Lembre-se aqui que Arantes
(1994, p. 78) situa a hora histórico-filosófica europeia do nascimento das
práticas filosóficas uspianas na modernidade, o que me leva a pensar o
procedimento de instauração dessas práticas aqui, o que segue em expansão, como
uma (entre outras) política de modernização.<o:p></o:p></span></div>
</div>
<div id="ftn4">
<div class="MsoFootnoteText" style="text-align: justify;">
<a href="file:///C:/Users/david/Downloads/O%20QUE%20FAZER%20DAS%20MISS%C3%95ES%20FRANCESAS%20-%20VERS%C3%83O%20PARA%20BLOG.docx#_ftnref4" name="_ftn4" title=""><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman","serif";"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="font-size: 10pt; line-height: 115%;">[4]</span></span><!--[endif]--></span></span></a><span style="font-family: "Times New Roman","serif";"> No meu trabalho <i>Um</i> <i>Elogio
do percurso: notas de meio-fio entre filosofia e Brasília</i> era essa a
concepção de filosofia que eu buscava desenvolver.<o:p></o:p></span></div>
</div>
</div>
Davidhttp://www.blogger.com/profile/00077040460200639809noreply@blogger.com1tag:blogger.com,1999:blog-8791574760296710975.post-44709818027437465832014-03-10T16:03:00.004-07:002014-03-10T16:03:59.018-07:00Lançamento do livro Metafilosofia, de Murilo Seabra<div style="text-align: justify;">
Acontece<span style="font-size: small;"> em 14/3/2014, na Livraria Cultura do Casa Park, em Brasília, a partir das 19:30, o lançamento do livro: </span>METAFILOSOFIA. LUTAS SIMBÓLICAS, SENSIBILIDADES E SINERGIA INTELECTUAL, de Murilo Seabra. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
O livro é uma crítica aguda, bem humorada e profunda à situação atual da filosofia institucional.</div>
Davidhttp://www.blogger.com/profile/00077040460200639809noreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-49521918882929858192014-03-08T05:42:00.002-08:002014-03-08T05:43:08.310-08:00Cátedra Antonio Paim<br />
Este vídeo refere-se à abertura oficial da Cátedra Paim, na UNB,no Auditório do IH, com a série de conferências ministradas pelo professor Vamireh Chacon, nos dias 23, 24 e 25 de outubro, de 2013, às 19 hs.<br />
<br />
Vamireh Chacon é fundamentalmente um cientista político e um historiador das ideias. Podemos aprender muito de Vamireh Chacon, no que se refere às questões históricas do Brasil, da formação deste país, e de algumas escolas de pensamento que são importantes para nós, especialmente a Escola de Recife e a significação da obra de Gilberto Freyre, de quem Vamireh é profundo conhecedor (ambos são de Recife). <br />
Outra coisa enormemente atraente de Vamireh para o Fibral é seu espantoso conhecimento do pensamento e a literatura hispano-americanos, além dos brasileiros; é um prazer imenso escutar um professor brasileiro falando animadamente de José Vasconcelos, Sarmiento, Alberdi, Ricardo Guiraldes, Miguel de Unamuno, Simón Bolivar, Jorge Luis Borges, Carlos Fuentes, Federico García Lorca, José Martí, Ortega y Gasset, Octavio Paz, Uslar Pietri, Germán Arciniegas, Pedro Henriquez Ureña e muitos outros. Na verdade, ele esteve sempre muito interessado pela união ibérica e é defensor da necessidade premente de todos de aprender as duas línguas ibéricas. Para quem se interessar por estética e literatura o livro “O Brasil e o ensaio hispano-americano” é particularmente instigante. <br />
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<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/videoseries?list=PLnG4NhL2ePFO4FRx9LZKmKv4Eet2Ts-ZP" width="560"></iframe><br />Davidhttp://www.blogger.com/profile/00077040460200639809noreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-33582870706159981762014-03-07T04:16:00.000-08:002014-03-07T04:16:03.381-08:00José Mariá Vargas VilaFoi colocado na lista de autores na "aba" biblioteca o link que remete às obras de José Mariá Vargas Vila. Ele foi um importante escritor Colombiano, nascido em Bogotá, em 1860, e morreu em 1933, em Barcelona, na Espanha, um mês antes de completar 73 anos. <br />
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<a href="http://www2.lib.unc.edu/wilson/rbc/vargasvila/works.html">http://www2.lib.unc.edu/wilson/rbc/vargasvila/works.html</a><br />
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Boas leituras!Davidhttp://www.blogger.com/profile/00077040460200639809noreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-24782040212035264872013-11-07T10:31:00.004-08:002013-11-07T10:31:36.556-08:00SEMANA DE FILOSOFIA DA UNB - 2013<img alt="cartaz41semanafil" height="433" src="http://www.fil.unb.br/images/Eventos/SemanaFIL20132/cartaz41semanafil.png" width="609" />Davidhttp://www.blogger.com/profile/00077040460200639809noreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-45720472224152382842013-10-24T13:48:00.001-07:002013-10-24T13:48:36.574-07:00Conferência "As revoltas mundiais da indignação: seu significado para a teoria e para a prática".<img alt="" border="0" height="640" src="https://snt146.mail.live.com/Handlers/ImageProxy.mvc?bicild=&canary=Id1yoO39FaVXgSQzCfhXwY9new6Y3uBNlwhDasZX84g%3d0&url=http%3a%2f%2fwww.cortezeditora.com.br%2fInformativo%2fBoaventuraB%2fBoaventuraB.jpg" usemap="#141e521cc284099e_141e508f3c7f4089_Map" width="452" />Davidhttp://www.blogger.com/profile/00077040460200639809noreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-46500914781281237002013-10-15T18:16:00.002-07:002013-10-15T18:21:09.971-07:00CÁTEDRA PAIM<br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="color: black;">Nos dias 23, 24 e 25 de outubro, de 2013, às 19 hs, no Auditório
do IH, acontecerá uma importante atividade do Fibral: a abertura oficial da </span><u><span style="white-space: pre-wrap;">Cátedra Paim</span></u><span style="white-space: pre-wrap;"> com a série de conferências ministradas pelo professor <u><span style="white-space: pre-wrap;">Vamireh Chacon</span></u><span style="white-space: pre-wrap;">. </span></span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="color: black;"><span style="color: black;">Vamireh
Chacon nasceu em 1934, de maneira que, no ano próximo, em 1º de
fevereiro, fará 80 anos. Ele é fundamentalmente um cientista político e
um historiador das ideias. Podemos
aprender muito de Vamireh Chacon, no que se refere às questões
históricas do Brasil, da formação deste país, e de algumas escolas de
pensamento que são importantes para nós, especialmente a Escola de
Recife e a significação da obra de Gilberto Freyre, de quem Vamireh é
profundo conhecedor (ambos são de Recife). </span> </span></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="color: black;">Outra coisa enormemente atraente de Vamireh para o Fibral é seu
espantoso conhecimento do pensamento e a literatura hispano-americanos, além
dos brasileiros; é um prazer imenso escutar um professor brasileiro falando
animadamente de José Vasconcelos, Sarmiento, Alberdi, Ricardo Guiraldes, Miguel
de Unamuno, Simón Bolivar, Jorge Luis Borges, Carlos Fuentes, Federico García
Lorca, José Martí, Ortega y Gasset, Octavio Paz, Uslar Pietri, Germán
Arciniegas, Pedro Henriquez Ureña e muitos outros. Na verdade, ele esteve
sempre muito interessado pela união ibérica e é defensor da necessidade
premente de todos de aprender as duas línguas ibéricas. Para quem se interessar
por estética e literatura o livro “O Brasil e o ensaio hispano-americano” é
particularmente instigante. </span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="white-space: pre-wrap;"><span style="color: black;">Vamireh
Chacon é uma lenda viva nos estudos sobre o Brasil. Ele escreveu em
torno de 23 livros; os seguintes, como sendo os principais:</span></span></span></span></div>
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</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="white-space: pre-wrap;"><u><span style="color: black;">O Humanismo Ibérico</span></u></span><span style="white-space: pre-wrap;"><span style="color: black;">. Imprensa Nacional-Casa da Moeda, 1998.</span></span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="white-space: pre-wrap;"><u><span style="color: black;">Globalização e estados
transacionais. Relações internacionais no século XXI.</span></u></span><span style="white-space: pre-wrap;"><span style="color: black;"> Editora Senac, São Paulo, 2002. </span></span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="white-space: pre-wrap;"><u><span style="color: black;">A Grande Ibéria.
Convergências e divergências de uma tendência.</span></u></span><span style="white-space: pre-wrap;"><span style="color: black;"> Editora Unesp e Editora Paralelo, Brasília, 2005. </span></span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="white-space: pre-wrap;"><u><span style="color: black;">O Brasil e o ensaio
hispano-americano.</span></u></span><span style="white-space: pre-wrap;"><span style="color: black;"> Edições da Academia
Brasileira de Letras, 2010.</span></span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="white-space: pre-wrap;"><u><span style="color: black;">Deus é brasileiro. O
imaginário no messianismo político no Brasil</span></u></span><span style="white-space: pre-wrap;"><span style="color: black;">. Civilização brasileira, Rio de Janeiro, 1990.</span></span></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="white-space: pre-wrap;"><span style="color: black;">Outros livros dele: </span></span></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="white-space: pre-wrap;"><span style="color: black;">História
das ideias
socialistas no Brasil – História dos partidos brasileiros – Vida e morte
das constituições brasileiras – Gilberto Freyre (Uma autobiografia
intelectual). Vamireh Chacon fez seus estudos secundários com os
jesuítas, no Colégio Nóbrega de Recife, fazendo bacharelado e doutorado
em Direito também em Recife. Em 1975 se tornou professor titular no
Instituto de Ciência Política da Universidade de Brasília, onde foi
feito professor emérito em 2005. Foi professor visitante em
universidades da Alemanha, França, Portugal, Espanha, Grã-Bretanha e
Estados Unidos, e é doutor Honoris causa pela Universidade de
Erlangen-Nürenberg. Além de numerosos prêmios nacionais, recebeu em 2000
o prêmio Calouste Gulbenkian de Lisboa, pela Academia Portuguesa de
História.</span></span></span></span></div>
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<br />Davidhttp://www.blogger.com/profile/00077040460200639809noreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-42476629746009966742013-10-11T11:56:00.003-07:002013-10-11T11:57:00.808-07:00Produção Filosófica<!--[if gte mso 9]><xml>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="line-height: 115%;">Pequenos
aforismos dos escombros da América.</span></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="line-height: 115%;">Link do texto: <a href="https://docs.google.com/document/d/1tnbwN9LhLvgSfv-sBZfOBcX9vcucr7Xdj84K1qhJlsE/edit?usp=sharing">https://docs.google.com/document/d/1tnbwN9LhLvgSfv-sBZfOBcX9vcucr7Xdj84K1qhJlsE/edit?usp=sharing</a></span></span></span><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="line-height: 115%;"><!--[if gte mso 9]><xml>
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Davidhttp://www.blogger.com/profile/00077040460200639809noreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-89600424039458702632013-10-08T16:52:00.000-07:002013-10-08T16:52:00.433-07:00Informação<div style="border: 0px solid rgb(255, 255, 0); font-family: verdana, 'trebuchet ms', sans-serif; font-size: 12px; line-height: 15px; padding: 0px; text-align: center;">
<strong style="padding: 0px;">DÉCIMO SEXTO CONGRESSO INTERNACIONAL DE HUMANIDADES</strong></div>
<div style="border: 0px solid rgb(255, 255, 0); font-family: verdana, 'trebuchet ms', sans-serif; font-size: 12px; line-height: 15px; padding: 0px; text-align: center;">
<strong style="padding: 0px;"> </strong></div>
<div align="center" style="border: 0px solid rgb(255, 255, 0); font-family: verdana, 'trebuchet ms', sans-serif; font-size: 12px; line-height: 15px; padding: 0px;">
<strong style="padding: 0px;">Palavra e cultura na América Latina: Heranças e desafios</strong></div>
<div align="center" style="border: 0px solid rgb(255, 255, 0); font-family: verdana, 'trebuchet ms', sans-serif; font-size: 12px; line-height: 15px; padding: 0px;">
<strong style="padding: 0px;"> </strong></div>
<div style="border: 0px solid rgb(255, 255, 0); line-height: 15px; padding: 0px;">
<span style="font-size: small;">O
Instituto de Letras da
Universidade de Brasília – UnB convida académicos, professionais da
educação e especialistas dos diversos campos do saber, a participar no
DÉCIMO <span style="font-size: small;">S</span>EXTO <em style="padding: 0px;">CONGRESSO</em>INTERNACIONAL <em style="padding: 0px;">DE HUMANIDADES</em><em style="padding: 0px;">. </em>O tema central desta edição será<strong style="padding: 0px;"><em style="padding: 0px;">O poder da comunicação em contextos latino-americanos.</em></strong></span></div>
<div style="border: 0px solid rgb(255, 255, 0); line-height: 15px; padding: 0px;">
<span style="font-size: small;">O Congresso se realizará na Universidade de Brasília, nos dias <strong style="padding: 0px;">16, 17 e 18</strong> <strong style="padding: 0px;">de outubro de 2013.</strong></span></div>
Davidhttp://www.blogger.com/profile/00077040460200639809noreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-44924559808561662862013-10-07T05:41:00.003-07:002013-10-10T13:54:18.025-07:00Produções Filosóficas<div class="OutlineElement Ltr SCX97881546" style="margin-left: 0px; text-indent: 0px;">
<div class="Paragraph SCX97881546" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; text-align: center; text-indent: 0px; vertical-align: baseline;">
<br /></div>
<div class="Paragraph SCX97881546" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="TextRun SCX97881546" style="font-weight: bold; line-height: 28px;"><span class="NormalTextRun SCX97881546" style="background-color: inherit;">A HISTÓRIA A CONTRAPELO ENTRE BENJAMIN E DUSSEL</span></span><span class="EOP SCX97881546" style="line-height: 28px;"> </span></span></span></div>
<div class="Paragraph SCX97881546" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="EOP SCX97881546" style="line-height: 28px;">Por Gabriel Silveira </span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="EOP SCX97881546" style="line-height: 28px;">Link para o texto:<a href="https://docs.google.com/document/d/1_AfXb5GldX4cHLNExtlxfD2jr6--BVuRa7fn--6peek/edit?usp=sharing"> https://docs.google.com/document/d/1_AfXb5GldX4cHLNExtlxfD2jr6--BVuRa7fn--6peek/edit?usp=sharing </a></span></span></span></div>
</div>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;">__________________________________________________________________________ </span></span></span><br />
<br />
<br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;">A subordinação das razões ao desej<span style="font-size: small;">o </span>- <span style="font-size: small;">u</span>ma análise e um modelo para as discussões política<span style="font-size: small;">s.</span> </span></span></span><br />
<div dir="ltr" style="line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt; text-indent: 35pt;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"> </span></span></span></div>
<div dir="ltr" style="line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt; text-align: right; text-indent: 35pt;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"> </span></span></span></div>
<div dir="ltr" style="line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 35pt;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;">Por Fabiano Sabino de Lan </span></span></span><br />
<br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline;">Link para o texto: <a href="https://docs.google.com/document/d/1u4ZrC7bQqMxWA7LP00tIaq7Cgl1wdcc60raVttxgzLA/edit?usp=sharing">https://docs.google.com/document/d/1u4ZrC7bQqMxWA7LP00tIaq7Cgl1wdcc60raVttxgzLA/edit?usp=sharing</a></span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"> </span></span></span></div>
<div dir="ltr" style="line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt; text-align: center; text-indent: 35pt;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></span></span></div>
<div dir="ltr" style="line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt; text-align: center; text-indent: 35pt;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></span></span></div>
<div dir="ltr" style="line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 35pt;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></span></span></div>
<br />
<hr />
<br />
<b>
</b><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="background: none repeat scroll 0% 0% white; color: black;">Quinta, um filósofo iletrado</span></b></span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="background: none repeat scroll 0% 0% white; color: black;"> </span></b></span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="background: none repeat scroll 0% 0% white; color: black;">Do livro
Metafilosofia: lutas simbólicas, sensibilidade e sinergia intelectual, Ed.
Bibliofonte, Brasília, 2013, aforismo 388.</span></b></span></span></div>
<b>
</b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Por Murilo Seabra</span></span><b><br /></b><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Link para o texto: <a href="https://docs.google.com/document/d/1FBHGS83vweLtjmJJeVVv24CO8LtwFPHfs9mvSXV-qec/edit?usp=sharing">https://docs.google.com/document/d/1FBHGS83vweLtjmJJeVVv24CO8LtwFPHfs9mvSXV-qec/edit?usp=sharing</a></span></span><br />
<br />
<b>___________________________________________________________________________________ </b><br />
<br />Davidhttp://www.blogger.com/profile/00077040460200639809noreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-81632758386602276552013-10-04T09:31:00.003-07:002013-10-04T09:31:21.231-07:00A Crítica ao Poder e a Filosofia do RockPara o segundo encontro do Filosofia do Rock Ano III no Centro Cultural
Banco do Brasil, dia 9 de outubro às 20h, a filósofa Marcia Tiburi e o convidado Thedy Corrêa,
músico e vocalista da banda Nenhum de Nós, discorrerão sob o tema “Legião
Urbana e Michel Foucault”. Confira!<br />
<br />
<b>Data: </b>9 de Outubro, quarta-feira<br />
<b>Hora: </b>Das 20h às 22h<br />
<b>Local: </b>CCBB Brasília - Setor de Clubes Sul, trecho 2.Davidhttp://www.blogger.com/profile/00077040460200639809noreply@blogger.com1tag:blogger.com,1999:blog-8791574760296710975.post-53406951112768537092013-09-27T09:22:00.000-07:002013-10-15T18:18:34.659-07:00<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: "Arial","sans-serif"; font-size: large; line-height: 115%;">I
Congresso Brasileiro de Filosofia da Libertação</span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Relato:
Orlene </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>Durante três dias em São Paulo, de 4 a 6
de setembro de 2013, estudantes, professores e pesquisadores se reuniram para discutir
perspectivas de emancipação no pensamento filosófico latino-americano.
Estiveram presentes cinco membros do Fibral: Eder Wen, Gabriel Silveira, Julio
Cabrera, Rodrigo Silva e eu.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>Além do Minicurso “Breve Histórico da
Filosofia da Libertação”, ministrado por Euclides Mance, membro-fundador do
Instituto de Filosofia da Libertação (IFIL), houve diferentes Mesas de debate
(Ensino de filosofia e Filosofia da libertação, Interfaces filosóficas,
Pensamento neocolonial, Filosofia da práxis), três Conferências (Enrique
Dussel; Manfredo Araújo de Oliveira; Lutz Keferstein), Encontro entre
pesquisadores e grupos de filosofia e Sessões de comunicações.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>Um ponto alto do Congresso foi o Minicurso
ministrado por Euclides Mance, com um panorama histórico-social das ideias de
emancipação desde diversos enfoques: educação libertadora, sociologia da
libertação, filosofia da libertação, teologia da libertação, teatro do
oprimido, antropologia da libertação, psicologia da libertação, direito
alternativo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>Das Mesas de debate, destaco as discussões
de Interfaces filosóficas, com as falas de Eduardo de Oliveira, Julio Cabrera e
Enrique Dussel. Eduardo de Oliveira trouxe a capoeira para encenar o pensamento
em movimento, a práxis de libertação, a ginga como conceito, já que ela se
constitui uma atividade cultural de resistência das comunidades negras. <span style="mso-spacerun: yes;"> </span>Resgatando a corporalidade do pensamento,
Eduardo se valeu do golpe de capoeira “benção” para mostrar como é possível transvalorar
os conteúdos colonizados do pensamento eurocêntrico. Enquanto o “sinal da cruz”
foi um símbolo da cristianização em massa dos povos africanos, rebatizando e
proibindo estes povos de se manifestarem livremente, o golpe “benção” da
capoeira é dado com o pé na mesma região do peito (plexo solar), não matando o
opressor e sim alertando ele. Daí que o jogo de capoeira recupera e ritualiza a
ancestralidade negra, jogando entre o lúdico e a violência, na arte de se
cuidar, de se virar, de se equilibrar no desequilíbrio.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Enrique
Dussel falou da libertação enquanto exterioridade da totalidade, ou seja, exterioridade
do pensamento eurocêntrico, numa tarefa de trans-ontologia, de descolonização
epistemológica, que passa, por sinal, segundo ele, por uma ética material, na
qual o fundamento da ética não pode ser um princípio abstrato e formal (Apel;
Habermas), e sim a vida (cultura) e modos de vida (interculturalidade).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>Julio Cabrera buscou em sua comunicação
tanto delinear a libertação enquanto compromisso historiográfico (pensar desde
outra temporalidade), performática (abrir discussões institucionais), textual
(escrever em temas e estilos alternativos), como <span style="mso-spacerun: yes;"> </span>conversar com Dussel, perguntando se não se
trata de duas éticas: uma do “Não matarás” e outra do “Matar em nome do
princípio da vida”. Dussel responde ser a materialidade do ato o que se discute,
em diferentes níveis de concreção da vida, resultando num princípio formal
crítico (vida) e num princípio material crítico (liberdade). <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>Já a Conferência de Dussel continuou
versando sobre exterioridade, agora em torno de uma trans-modernidade. Por exemplo,
Bartolomé de las Casas elaborou uma espécie de anti-discurso da modernidade em
1514, um século antes de Descartes! Além disso, Dussel esboçou a curta
temporalidade da filosofia moderna em face de outras filosofias ignoradas pelo
eurocentrismo: chinesa, japonesa, hindu, islâmica, etc.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>As sessões de comunicação aconteceram
simultaneamente. De sala em sala, foi possível captar diferentes freqüências do
evento e ouvir experiências de ensino-aprendizagem e exposição de textos
filosóficos, religiosos e poéticos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>Quanto ao encontro entre pesquisadores e
grupos de filosofia, houve um consenso em torno de criar uma rede, via cadastro
na lista do IFIL, para troca de informações; atividades conjuntas; grupos de
estudo; elaboração de cursos de extensão; possíveis orientadores. L<span style="background: white; color: black;">ink para inscrição na lista de e-mail do
Instituto de Filosofia da Libertaçã<a href="http://www.blogger.com/goog_474080378">o: </a></span></span><a href="http://espanol.groups.yahoo.com/group/ifil/">http://espanol.groups.yahoo.com/group/ifil/</a><a href="http://www.blogger.com/null">.</a><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><b>
</b></span></div>
<span style="font-size: small;">__________________________________________________________________________ </span><br />
<div class="MsoNormal" style="text-align: justify;">
<br />
<div style="background-color: transparent; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12pt; text-align: justify;">
Notas esparsas da situação indígena em Roraima</div>
<div style="background-color: transparent; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12pt; text-align: justify;">
Por Orlene </div>
<div style="background-color: transparent; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12pt; text-align: justify;">
<br /></div>
<div style="background-color: transparent; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12pt; text-align: justify;">
Em
viagem a Roraima e a Venezuela (Parque Nacional Canaima) em agosto
passado, me dei conta da "colonização espiritual" (último estágio da
colonização) de algumas etnias indígenas daquelas terras, principalmente
as etnias Macuxi e Wapixana, maiores grupos indígenas de Roraima, e
católicos!! Pois, como dizem os locais "a maior parte dos índios já é
civilizado, sobrevivendo na cidade".</div>
<div style="background-color: transparent; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12pt; text-align: justify;">
<br /></div>
<div style="background-color: transparent; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12pt; text-align: justify;">
No dia 9 de agosto de 2013,
foi possível encontrar um protesto de diferentes tribos (<span style="font-size: 12pt;">Macuxi, Wapixana, Wai-Wai, Ingariko,Yanomami, Ye'kuna, Patamona, Taurepang)</span><span style="background-color: transparent;">,
multiplicando as manifestações de outros estados brasileiros, em
ocasião do Dia Internacional dos Povos Indígenas. Na sua segunda marcha
estadual, os povos indígenas criticaram as Propostas de Emenda
Constitucionais 033, 215, 227,419; as portarias 303 e 308 da Advocacia
Geral da União, normativas que restringem os direitos indígenas, além de
protestarem em torno da crise na saúde indígena (devido, por exemplo,
tanto ao crescimento demográfico dos municípios, invadindo territórios
indígenas, como a exploração de minérios nos mesmos territórios). </span></div>
<div style="background-color: transparent; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12pt; text-align: justify;">
<span style="background-color: transparent;"><br /></span></div>
<div style="background-color: transparent; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12pt; text-align: justify;">
Mesmo
na região fronteiriça entre Roraima e Venezuela, a "colonização
espiritual" se revelou agora entre os Taurepang. Em pleno Parque
Nacional Canaima e conversando com um deles sobre práticas rituais
deles, uma surpresa: eles são Adventistas do Sétimo Dia.</div>
<div style="background-color: transparent; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12pt; text-align: justify;">
<br /></div>
<div style="background-color: transparent; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12pt; text-align: justify;">
Há
ainda a etnia Yanomami que resiste bravamente a contatos com napë
(inimigo, estrangeiro, branco). Justamente a etnia que mais sofre com as
incursões dos garimpeiros da década de 1980 para cá: a famosa corrida
do ouro, na qual houve não só um surto demográfico e econômico de
Roraima, como surtos repetidos de violência, problemas sanitários e
sociais. A<span style="background-color: transparent;">s pistas
clandestinas de garimpo foram abertas em área Yanomami e os garimpeiros
chegaram a somar cinco vezes em relação a população originária!!</span></div>
<div style="background-color: transparent; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12pt; text-align: justify;">
<span style="background-color: transparent;"></span></div>
<br />
<div style="background-color: transparent; font-size: 12pt;">
</div>
<div style="background-color: transparent; font-size: 12pt;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<span style="font-size: small;">__________________________________________________________________________ </span><br />
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<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span style="background: none repeat scroll 0% 0% white; color: #222222;">NOVA DISCIPLINA “FILOSOFIA NA AMÉRICA LATINA”</span></span></span></div>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">
</span></span><br />
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<br /></div>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span style="background: none repeat scroll 0% 0% white; color: #222222;">No passado semestre <span style="font-size: small;">de 2013</span>, foi ministrada pela primeira vez no
Departamento de Filosofia da UnB a recentemente criada disciplina FILOSOFIA NA
AMÉRICA LATINA, contando com aproximadamente 25 alunos matriculados, o que
representa um sucesso dado o caráter opcional da disciplina. O programa seguido <span style="font-size: small;">pode ser visto no link: <a href="https://drive.google.com/?tab=mo&authuser=0#my-drive">https://drive.google.com/?tab=mo&authuser=0#my-drive</a></span></span> </span></span><span style="background: white; color: #222222;"></span></div>
<br />
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<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><span style="background: none repeat scroll 0% 0% white; color: #222222;">__________________________________________________________________ </span></span></span><br />
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><span style="background: none repeat scroll 0% 0% white; color: #222222;">CATEDRA PAIM. </span></span></span></div>
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;">
</span></span><br />
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;">
</span></span><br />
<div class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: 14.25pt; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><span style="background: none repeat scroll 0% 0% white; color: #222222;">Nos dias 23, 24 e 25 de
outubro, será realizada a primeira série de conferências da Cátedra Paim,
criada durante a 39ª Semana de Filosofia da UnB em 2011. O conferencista
convidado deste ano será o professor VAMIREH CHACON, que apresentará 3 falas em
torno da seguinte temática: </span><span style="color: #222222;">“De Tobias
Barreto à Gilberto Freyre: o pensamento brasileiro e a questão da brasilidade”.
As conferências acontecerão no auditório do Instituto de Ciências Humanas (IH),
no ICC Norte, minhocão, subsolo.</span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="background: none repeat scroll 0% 0% white; color: #222222;">_______________________________________________________________ </span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="background: none repeat scroll 0% 0% white; color: #222222;">SEGUNDA EDIÇÃO DO “ DIÁRIO
DE UM FILÓSOFO NO BRASIL”</span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br /></span></div>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">
<span style="background: none repeat scroll 0% 0% white; color: #222222;">A editora Unijuí (RS)
lançou no começo deste ano a segunda edição do livro de Julio Cabrera, “Diário
de um filósofo no Brasil”, cuja primeira edição era de 2010. A nova edição contém
um prefácio especial, e um texto novo, chamado “Melancholia: a filosofia no
Brasil entre a extinção e a nova Alexandria (Uma reflexão sobre três tipos de
textos filosóficos)”, além do texto ter sido integralmente corrigido. O livro
pode ser pedido através da Livraria Cultura.</span></span><br />
<span style="font-size: small;"><span style="background: none repeat scroll 0% 0% white; color: #222222;">_________________________________________________________________________ </span></span><br />
<span style="font-size: small;"><span style="background: none repeat scroll 0% 0% white; color: #222222;">PRIMEIRO CONGRESSO BRASILEIRO DE FILOSOFIA DA LIBERTAÇÃO. </span></span></div>
<span style="font-size: small;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-size: small;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span style="background: none repeat scroll 0% 0% white; color: #222222;">Aconteceu nos dias 4, 5 e 6 de setembro, na FAPCOM da Vila
Mariana (São Paulo), o Primeiro Congresso Brasileiro de Filosofia da
Libertação, com a presença de Enrique Dussel. Compareceram vários membros do
Fibral: Gabriel Silveira (que apresentou um trabalho na seção de Comunicações),
Orlene Barros, Éder Wen, Rodrigo Costa e Júlio Cabrera (que participou de uma
mesa redonda com Dussel e Eduardo Oliveira, da Bahia). Em reuniões com filósofos
ocupados com filosofia latino-americana, como Euclides Mance (Curitiba), Daniel
Pansarelli (São Bernardo dos Campos) e Hugo Matos (Universidade Metodista),
ficaram estabelecidos parâmetros concretos para a consolidação da Rede ligando
os diversos grupos que estão trabalhando na área de filosofia da libertação e
áreas correlatas. </span></span></span></div>
<br />
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<span style="font-size: small;">________________________________________________________________________ </span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">PALESTRA DO PROFESSOR SCOTT PAINE</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Dentro das atividades locais do
Fibral, no dia 7 de junho passado, na UnB (Brasília), o professor Scott Randall
Paine, do Departamento de Filosofia dessa universidade, apresentou uma palestra
titulada: <b><span style="background: none repeat scroll 0% 0% white; color: #222222;">"O que tem a ver Atenas com Varanasi? -- reflexões sobre
Filosofia Comparada". </span></b><span style="background: none repeat scroll 0% 0% white; color: #222222;">Nas </span><span style="background: none repeat scroll 0% 0% white; color: #222222;">palavras do
professor Paine: “<i>Desde que Índia e China
começaram a ser engajadas com o Ocidente não apenas econômica e politica mas
também filosoficamente, a área de 'filosofia comparada' ganhou nova
relevância, provocada também pela projeção desafiante das religiões
orientais em escala global. De forma diferente mas com insistência parecida, tradições sapienciais
não literárias--da África, da América pré-colombiana, da Oceania --entram, não
sem protestos de alguns, em discussões filosóficas da atualidade, sob a
rubrica de 'filosofia mundial'. Com a filosofia ocidental em tantas crises de
identidade desde o século passado, uma viagem conceitual ao Oriente, e a
alguns passados esquecidos, pode oferecer um tônico a um pensamento exausto com
brigas domésticas</i>”. </span><span style="background: none repeat scroll 0% 0% white; color: #222222;">O professor Paine é especializado em filosofias orientais, mas ele também
tem se interessado por América Latina, estudando culturas indígenas,
especialmente andinas, mesoamericanas e norte-americanas. Falas sobre filosofia
oriental, latino-americana, africana, etc, são ocasiões para pensar fora da
forte corrente eurocêntrica hoje dominante nos estudos filosóficos no Brasil e
no mundo.</span></span></span></div>
<br />
___________________________________________________________________________________________ <br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">CONGRESSO NA UNIVERSIDAD SANTO TOMÁS DE BOGOTÁ</span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><br /></span></span>
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<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">O professor Julio Cabrera, líder
do Fibral, apresentou a comunicação “El extraño caso de la filosofia em Brasil:
entre la Nueva
Alejandria de Mário Vieira de Mello y la filosofia devoradora
de Vilém Flusser” em el
XV Congreso Internacional de Filosofía Latino-americana, em la Universidad Santo
Tomás, em Bogotá (Colômbia). Esta universidade possui mestrado em Filosofia
Latino-americana, aberta para alunos do exterior. (Um membro
do Fibral, Aristinete Bernardes, fez seu mestrado na Colômbia, tendo depois seu
diploma revalidado no Brasil). </span></span></div>
<br />
_________________________________________________________________________________________ </div>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">PRIMEIRO CONGRESSO DE FILOSOFIA
DA LIBERTAÇÃO </span></span></div>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">
</span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><br /></span></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"> Acontece o Primeiro Congresso de Filosofia da Libertação, em São Paulo, nos dias 4 a 6 de setembro, com a presença confirmada do Enrique Dussel. O Júlio Cabrera faz parte do comité científico e estará numa mesa. Podem obter todas as informações no site: <a href="http://filosofiadalibertacao.aproffesp.pro.br/">http://filosofiadalibertacao.aproffesp.pro.br/</a> O organizador principal é o professor Daniel Pansarelli. Precisamente na qualidade de membro do comité, o professor Júlio Cabrera pede a todos os que tiverem acessos a sites, blogs, facebooks, listas, etc, que divulguem este importantíssimo evento, onde estarão presentes todos os investigadores da área latino-americana do país. </span></span></div>
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">PALESTRA SOBRE ANTONIO VIEIRA </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Em
28/8/2013 haverá uma atividade do Departamento de Filosofia da Unb, sobre
Antonio Vieira, que é do interesse do Fibral, especialmente dos interessados em
história da filosofia no Brasil. O professor Pedro Calafate é uma importante
figura portuguesa dos estudos luso-brasileiros, autor de uma volumosa história
do pensamento filosófico português; vale a pena ouvi-lo, </span></span></div>
<br />
__________________________________________________________________________________<br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">RESENHAS DA SEMANA DE FILOSOFIA DA UNB DE 2011</span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><br /></span></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Apareceu com algum atraso (involuntário) o número 7, de julho-dezembro de 2011 da Revista ESTUDOS FILOSÓFICOS publicada pelo Departamento de Filosofia e Métodos da Universidade Federal de São João Del Rei, contendo as Atas do IX Colóquio Antero de Quental, acontecido no mês de setembro de 2011, no qual participou Julio Cabrera com a palestra “A Ética negativa diante do culturalismo” (publicada nas páginas 349-417). Além do mais, na seção Notícias do final da revista, foram publicadas duas resenhas sobre a 39ª Semana de Filosofia da UnB, acontecida em maio de 2011, de autoria de Paulo Margutti (pp. 452-454) e Julio Cabrera (pp. 455-456). Essas resenhas podem ser lidas nos seguintes sites.</span></span></div>
<br />
<a href="http://www.ufsj.edu.br/portal2-repositorio/File/revistaestudosfilosoficos/not1_rev_7.pdf">http://www.ufsj.edu.br/portal2-repositorio/File/revistaestudosfilosoficos/not1_rev_7.pdf </a><br />
<a href="http://www.ufsj.edu.br/portal2-repositorio/File/revistaestudosfilosoficos/not2_rev7.pdf">http://www.ufsj.edu.br/portal2-repositorio/File/revistaestudosfilosoficos/not2_rev7.pdf</a><br />
<br />
___________________________________________________________________________________ <br />
<br />
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">DOSSIÊ BERLIM</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">(NOVEMBRO/2012)</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Julio Cabrera</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Caros amigos:</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">O
grupo Fibral, que foi fundado no final do ano 2010, passou todo o ano
de 2011 organizando atividades em torno apenas da filosofia no Brasil,
entre elas a 39ª Semana de Filosofia. Neste ano de 2012, o grupo esteve
mais interessado em tentar internacionalizar as suas atividades em
direção a Latino-América e Europa.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">No que se
refere aos contatos latino-americanos, foi elaborado por mim e enviado
por um grupo de bolsistas (Rafael Alves, Thiago Souza, Luciano Lira) a
diversas instituições latino-americanas, um questionário em espanhol,
perguntando aos profissionais do Uruguai, do Paraguai, do México, da
Argentina, do Peru, da Venezuela, etc, acerca de tópicos como
eurocentrismo, conhecimento de pensadores brasileiros em seus países,
existência de filosofia autoral, filosofia na universidade, instituições
latino-americanistas existentes e a questão das línguas espanhola e
portuguesa no mundo, visando tecer comparações entre a situação dos
estudos filosóficos nesses países e no Brasil. Infelizmente, recebemos
até agora poucas respostas, mas estas foram muito iluminadoras e
interessantes. Ficou claro um desconhecimento quase que total da
filosofia brasileira nos países hispano-americanos. Se estes resultados
interessarem a algum membro do grupo, posso enviar o texto do
questionário e algumas das respostas obtidas.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">A
minha viagem a Berlim neste mês de novembro foi a primeira das
tentativas de levar as atividades do Fibral para Europa. Fazia tempo que
eu queria conhecer as instituições alemãs que se ocupam com questões
latino-americanas, especialmente em Berlim e Munique. Meus contatos com
essas instituições em Berlim – fundamentalmente o Instituto
Latino-americano, o Instituto Ibero-americano e o instituto Cervantes –
foram mediados pela Embaixada do Brasil em Berlim, na pessoa do
embaixador Everton Vieira Vargas, interessado, dentro das suas funções,
em estabelecer contatos culturais entre Brasil e Alemanha. A mediação do
embaixador foi fundamental.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Um primeiro
inconveniente foi a questão da língua para comunicação: eu não falo
alemão – apenas posso ler textos filosóficos com cautela – e não queria
falar inglês (língua na qual me expresso muito mal); eu queria o que me
parece justo nestes casos: o uso de um tradutor. Creio que os
latino-americanos não têm por que falar outras línguas na Europa sendo
que os europeus continuam falando as suas quando vêm no Brasil. Os
tradutores profissionais são, a meu ver, a solução do futuro para os
filósofos não termos que perder nosso tempo estudando línguas (a menos
de estarmos interessados em fazê-lo em virtude de alguma pesquisa
particular). Eu queria realmente falar português e espanhol, e
felizmente todos os envolvidos nas atividades programadas para esses
dias falavam estas duas línguas. De maneira que consegui falar português
e espanhol o tempo todo da minha estada em Berlim, com a única exceção
de uma fala particular com um professor da Humboldt, que foi em inglês,
com auxílio de Antonio Vargas, um ex aluno da UnB e atual doutorando,
que atuou como tradutor.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">O embaixador
organizou um almoço no dia 13 de novembro na Embaixada, com a presença
de vários professores pertencentes às diversas instituições envolvidas
com pensamento latino-americano. Eu tive a oportunidade de apresentar
ali o grupo Fibral, a natureza de suas atividades e a sua intenção de
estabelecer contatos com Alemanha na forma de eventos, publicações
conjuntas, etc, visando o conhecimento do pensamento brasileiro e
latino-americano no contexto alemão, ainda muito voltado para a
literatura e a política. Nesse mesmo dia à noite oferecei uma palestra
no Instituto Cervantes sobre “Desaparecimento de filosofias”, com pouco
público, mas com uma discussão bastante boa no final. Dois dias depois,
no dia 15, apresentei uma fala no Instituto Latino-americano sobre “A
filosofia na América Latina e a questão das línguas”, com sala cheia –
estudantes e professores - mas com pouca discussão. O interesse nas
questões levantadas foi muito grande em ambos eventos. Em todos os
casos, ficaram estabelecidos ótimos contatos para atividades futuras
conjuntas, que penso começar a explorar ainda antes do final do ano.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Especificamente
o LAI (Lateinameika-Institut - Instituto de Estudos Latino-americanos),
da Universidade Livre de Berlim, fundado em 1970, é uma das principais
instituições europeias dedicadas ao assunto, mas as suas áreas de
atuação são antropologia das Américas, História, Literaturas e culturas
latino-americanas, ciência política, sociologia e economia; filosofia
não figura, e essa parece ser a situação geral. O Fibral vai trabalhar
no sentido de fazer ver aos europeus que vale a pena abrir um item
específico para a filosofia em seus institutos latino-americanistas, que
a produção filosófica autoral latino- americana existe, embora oculta
por mecanismos institucionais e políticos (como explicado no “Diário de
um filósofo no Brasil”, cuja segunda edição aparecerá antes do natal). A
biblioteca latino- americana do Instituto Ibero-americano é uma das
principais de Europa, realmente extraordinária, com todos os clássicos e
contemporâneos disponíveis; é perfeitamente possível realizar pesquisa
na área de pensamento latino-americano, utilizando esta biblioteca na
qual passamos várias horas pesquisando. Apesar de eu ter permanecido o
tempo todo em Berlim, foi feito um contato importante com a Universidade
de Munique a través de um dos convidados ao almoço da embaixada.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">As
pessoas declaram que “gostam de viajar”. Eu penso que elas simplesmente
não sabem o que estão dizendo. Não posso acreditar que alguém “goste”
de enfrentar multidões de viajantes, aglomerações infindáveis, filas
quilometrais, checks-in de hora e meia, recuperação de bagagens de 40
minutos, vôos cancelados sem aviso prévio, conexões apertadas e no
susto, demoras incríveis, riscos de doenças por aglomerações e maus
tratamentos nas aduanas e alfândegas (os holandeses quase não me deixam
ir para a Alemanha no belíssimo aeroporto de Schiphol). Quando as
pessoas dizem que “gostam de viajar” devem querer referir-se a estada de
destino, que, em meu caso, foi extraordinária; mas os deslocamentos são
simplesmente miseráveis, tanto de ida quanto de volta. Eu já estive 4
vezes na Europa e estou muito interessado em contatos internacionais,
mas não sei se vou querer enfrentar novamente este via crucis. Vamos
utilizar intensivamente os atuais meios eletrônicos disponíveis para
evitar ao máximo deslocamentos traumáticos.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Escrevam se quiserem mais esclarecimentos ou informações. Abraços a todos, Julio Cabrera.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">__________________________________________________________________________</span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b><u>Agenda de apresentação de trabalhos de pesquisa - 2012:</u></b></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b><u><br /></u></b>
- Dia 25 de maio de 2012. <b>Benjamim Lima. "Diálogos diabólicos". </b></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Local: Sala do Mestrado da Filosofia - UnB.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Horário: 20h</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">- Dia 22 de junho de 2012. <b>Fabiano Lana. " A subordinação das razões ao desejo - uma análise e um modelo para as discussões políticas</b>"</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Local: Sala do Mestrado da Filosofia - UnB.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Horário: 20h</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Fabiano
Lana é mestre em filosofia pela UnB e membro permanente do grupo
Fibral. Autor do livro "Riobaldo agarra sua morte" (Anablume, 2010),
onde reuniu vários trabalhos da sua autoria que elaborou durante seu
curso de graduação. </span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Resumo da palestra (feita pelo autor): </span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Neste ensaio, procuro mostrar o que há para além e aquém de qualquer
disputa envolvendo argumentos e tentativas de convencimento, sobretudo dentro
das questões políticas. O que está em
jogo quando eleitores que defendem candidatos opostos tentam convencer um outro
de suas posições? A resposta básica é que nesse tipo de discussão, as armas da
razão se subordinam às pré-concepções do mundo, posicionamentos anteriores,
histórias de vida, contingências, convicções e, sobretudo, desejos e
personalidades das pessoas envolvidas. </span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Link do texto integral: <a href="https://docs.google.com/document/d/1u4ZrC7bQqMxWA7LP00tIaq7Cgl1wdcc60raVttxgzLA/edit?usp=sharing">https://docs.google.com/document/d/1u4ZrC7bQqMxWA7LP00tIaq7Cgl1wdcc60raVttxgzLA/edit?usp=sharing </a></span></span>
</div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">- Dia 31 de agosto de 2012. <b>Marcus Valerio XR. "Hipergamia, Feminismo e Civilização".</b></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Local: Sala do Mestrado da Filosofia - UnB.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Horário: 20h</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b><u><a href="http://fibral.blogspot.com.br/2012/08/palestra-hipergamia-feminismo-e.html">http://fibral.blogspot.com.br/2012/08/palestra-hipergamia-feminismo-e.html</a></u></b></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">- Dia 26 de outubro de 2012. <b>Larissa Segura, Jorge Alam Pereira e Léo Pimentel. "Fenomenologia do brasileiro - um diálogo entre Flusser e Prado".</b></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Local: Sala do Mestrado da Filosofia - UnB.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Horário: 20h</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">- Dia 16 de novembro de 2012. <b>Rafael
Alves e Julio Cabrera. "A História da Filosofia que não conhecemos
— Uma visão panorâmica da Filosofia em América Latina, clássica e
contemporânea".</b></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Local: Sala do Mestrado da Filosofia - UnB.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Horário: 20h</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">- Dia 30 de novembro de 2012. <b>Roberto Sobral. "Por que escrever filosofia? — A filosofia como escrita de cartas".</b></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Local: Sala do Mestrado da Filosofia - UnB.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Horário: 20h</span></span></div>
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<br />Davidhttp://www.blogger.com/profile/00077040460200639809noreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-86529491847161635072013-01-12T12:50:00.001-08:002013-01-12T13:00:26.828-08:00<br />
DOSSIÊ BERLIM<br />
(NOVEMBRO/2012)<br />
Julio Cabrera<br />
<a href="http://fibral.blogspot.com.br/2013/01/dossie-berlim-2012.html">http://fibral.blogspot.com.br/2013/01/dossie-berlim-2012.html</a>Davidhttp://www.blogger.com/profile/00077040460200639809noreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-27458227273711556122013-01-12T12:47:00.002-08:002013-01-12T12:58:16.802-08:00<div>
DOSSIÊ BERLIM<br />
(NOVEMBRO/2012)<br />
Julio Cabrera<br />
<a href="http://fibral.blogspot.com.br/2013/01/dossie-berlim.html">http://fibral.blogspot.com.br/2013/01/dossie-berlim.html</a></div>
Davidhttp://www.blogger.com/profile/00077040460200639809noreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-62643833391040182812012-08-20T08:02:00.002-07:002012-11-29T18:29:32.055-08:00Palestra: HIPERGAMIA, FEMINISMO E CIVILIZAÇÃO OCIDENTAL - Marcus Valerio XR<br />
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<b>Dia 31 de Agosto de 2012, Sexta-Feira, as 20:00</b></div>
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Na Sala de Mestrado em Filosofia ICC-Norte B1-685</div>
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Palestra:<br />
<b>HIPERGAMIA, FEMINISMO E CIVILIZAÇÃO OCIDENTAL</b></div>
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Apesar do sucesso do <b>Feminismo</b> em sanar um quadro milenar de submissão das mulheres, a equivalência de gêneros ainda está longe de sua plenitude, e tendências reacionárias estão sempre pretendendo detê‑las. Recentemente o <b>Anti-Feminismo</b> descobriu o conceito de <b>Hipergamia</b>, que por fundir fortes intuições, senso comum e teorias científicas, pode se tornar um poderoso instrumento retórico para minar ainda mais o já fragilizado projeto de equalidade. Para abordá-lo, o Feminismo deve superar a <b>Falácia Naturalista</b>, e sua equivocada aversão à <b>Psicologia Evolutiva</b>, como vêm tentando <b>Feministas Evolucionistas</b>. Disto pode depender a sustentabilidade populacional da <b>Civilização Ocidental</b>. </div>
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<b>Marcus Valerio XR</b></div>
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<a href="http://xr.pro.br/"><b>xr.pro.br</b></a></div>
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<b><a href="http://xr.pro.br/"></a><a href="http://xr.pro.br/">evo.bio.br</a></b></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-69161157777213671852012-07-02T08:44:00.000-07:002013-01-12T11:25:49.087-08:00Políticas Negativas - Julio CabreraAmigos:<br />
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<span style="background-color: white;">1. No recente Seminário sobre Impossibilidade da moral (na página do </span><span style="background-color: white;">Fibral: </span><a href="http://fibral.blogspot.com.br/">fibral.blogspot.com.br</a><span style="background-color: white;">, podem ser encontrados filmes e textos </span><span style="background-color: white;">das discussões, durante e após o seminário) foram debatidas muitas </span><span style="background-color: white;">questões em torno de éticas negativas, e veio a tona a famosa questão </span><span style="background-color: white;">do caráter prático, aplicado, normativo, pedagógico e político dessas </span><span style="background-color: white;">éticas. Claudio Reis, em particular, fez durante o evento um excelente </span><span style="background-color: white;">apanhado da minha teoria, com uma crítica contra a noção de </span><span style="background-color: white;">inabilitação moral (que eu já respondi longamente no mesmo blog do </span><span style="background-color: white;">Fibral), e ele exprimiu finalmente o desejo da ética negativa deixar </span><span style="background-color: white;">de lado suas teses radicais e passar a desenvolver as suas partes </span><span style="background-color: white;">normativas: já que estamos aqui e o mundo é mesmo esse lugar sombrio </span><span style="background-color: white;">que sabemos que é, o que podemos fazer? As pessoas querem que a ética </span><span style="background-color: white;">negativa pare com as lamúrias e se ponha a trabalhar.</span></div>
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<span style="background-color: white;">2. Muitas outras pessoas no passado e no presente (entre estas ultimas, Gabriel Silveira, Marcelo Guimarães e Wanderson Flor, pelo menos) já manifestaram desejos semelhantes. Wanderson em particular postou recentemente uma mensagem no blog do Léo Pimentel (</span><a href="http://amantedaheresia.blogspot.com.br/">amantedaheresia.blogspot.com.br</a><span style="background-color: white;">, mas Léo está postando estas discussões também neste nosso grupo) apontando para o caráter “antipolítico” da ética negativa, um “silenciamento” ou mesmo de uma “suspensão” da política; ele vê a tese da falta de valor da vida como uma “falta radical de espaços de negociação” a partir de uma visão da vida “não negociável, monológica, estática”. É claro que a partir da visão negativa do mundo a própria política terá que ser recaracterizada, em lugar de ficar procurando a política de sempre no espaço da visão negativa da vida; onde se fecham certos espaços de negociação, abrem-se outros, que aquele guiado exclusivamente pelas </span><span style="background-color: white;">categorias afirmativas será incapaz de ver (um autêntico “pluralismo” teria que incluir visões negativas). É compreensível então que Wanderson declare: “se há uma política possível a través da ética negativa, eu não consigo entender o que se entende por política ai”. É claro que não se entenderá se não são lidos os textos que foram escritos e publicados sobre o assunto.</span></div>
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<span style="background-color: white;">3. É verdade que, nos últimos anos, eu estive mais ocupado na formulação e desenvolvimento das ideias fundamentais da minha teoria ética, mas a preocupação política já está presente em vários aforismos do antigo Projeto de ética negativa e na Crítica de la Moral Afirmativa, mais explicitamente, na nota 8. “Acerca de la imposible conciliación entre ética y política, basada en un análisis de sus relaciones con la muerte” (pp. 166-174). Em 2008 foi publicado outro texto sobre a questão política no volume: Ética negativa: problemas e discussões (Editora da UFG, Goiânia, 2008), onde o próprio wanderson publicou o texto comentado por Léo, quando eu respondo ao texto do Klayton Mário na réplica chamada “Anarcopolitização do nada”, um </span><span style="background-color: white;">primeiro texto, tímido ainda, sobre política negativa, onde importantes noções – como “morte-mercadoria”, “administração do desvalor”, “politização do negativo”, “politização suicida” e outras – aparecem e são postas às usuais políticas afirmativas. Os textos do antigo Projeto (antes dele ser reeditado em 2011) e sobre tudo os da Crítica podiam ser inacessíveis, mas para ler este ultimo texto, o único que tinha que ser feito era ir até a página 217 desse volume, </span><span style="background-color: white;">onde inclusive Wanderson é mencionado. Klayton Mário, por sua parte, </span><span style="background-color: white;">entendeu perfeitamente naquela época um sentido pelo menos do que </span><span style="background-color: white;">poderiam ser políticas negativas.</span></div>
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<span style="background-color: white;">4. Mas parece-me que quase todos os que cobram a ausência de pensamento </span><span style="background-color: white;">político na ética negativa ignoram totalmente meu texto “Políticas </span><span style="background-color: white;">negativas y éticas de la libertación. Es posible ser um pesimista </span><span style="background-color: white;">revolucionário? (Mi encuentro com Enrique Dussel)”, concebido – com </span><span style="background-color: white;">perdão da palavra - em 2002, já conhecido por muitas pessoas de </span><span style="background-color: white;">maneira informal, e publicado dentro do livro Análisis y Existencia. </span><span style="background-color: white;">Pensamiento en travesía (Ediciones Del Copista, Córdoba, Argentina, </span><span style="background-color: white;">2010). (Este livro estava sendo vendido pela Livraria Cultura, mas não </span><span style="background-color: white;">sei se os exemplares já acabaram). Este texto foi um dos resultados do </span><span style="background-color: white;">meu encontro com Dussel no México, texto que ele conhece e criticou em </span><span style="background-color: white;">seu curso da Unam. Nessa mesma época, uma polêmica com Dussel sobre </span><span style="background-color: white;">suicídio e o princípio da vida foi publicada pela revista Dianoia de </span><span style="background-color: white;">México, já em 2004, com uma réplica de Dussel: “Sobre algunas críticas </span><span style="background-color: white;">a la ética de la liberación. Respuesta a Julio Cabrera”.</span></div>
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<span style="background-color: white;">5. Estes dois textos estão entre o melhor que tenho produzido no âmbito </span><span style="background-color: white;">da filosofia prática; “Políticas negativas...”, especialmente, é um </span><span style="background-color: white;">texto perfeitamente explicito com todas as minhas principais ideias </span><span style="background-color: white;">sobre o assunto (e com um estilo irresistível; decididamente, sou um </span><span style="background-color: white;">autor não reconhecido; só colho rejeições, jamais um único elogio). </span><span style="background-color: white;">Esses textos são tão importantes dentro de meu pensamento, que eu os </span><span style="background-color: white;">reproduzi, com a permissão das fontes, na minha página em espanhol (</span><a href="http://filosofojuliocabreraes.blogspot.com.br/" style="background-color: white;">http://filosofojuliocabreraes.blogspot.com.br</a><span style="background-color: white;">), </span><span style="background-color: white;">onde estão plenamente disponíveis. É só ler. Eu não tenho a culpa de </span><span style="background-color: white;">não ser lido, nem tenho o direito de exigir das pessoas que me leiam; </span><span style="background-color: white;">mas certamente tenho o direito de reagir a visões da ética negativa </span><span style="background-color: white;">como “antipolítica”, “suspensão da política” e “falta radical de </span><span style="background-color: white;">espaços de negociação” sem que se conheçam os textos que eu já escrevi </span><span style="background-color: white;">e publiquei a respeito.</span></div>
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<span style="background-color: white;">6. Outra informação pertinente é um texto que Hilan Bensusan tornou </span><span style="background-color: white;">público no ano passado, chamado “Notas para uma biopolítica da ética </span><span style="background-color: white;">negativa”, onde ele utiliza o texto sobre Dussel e políticas negativas </span><span style="background-color: white;">além do “Porque te amo não nascerás” de uma maneira muito sui generis, </span><span style="background-color: white;">e ligando com muitos outros autores (Agamben, Deleuze, Catherine </span><span style="background-color: white;">Malabou, Primo Levi, Zizek, Bhabha, Braidotti, aquelas saladas </span><span style="background-color: white;">hilantrescas que não se pode comer a qualquer hora do dia); é um texto </span><span style="background-color: white;">muito inteligente onde se tenta mostrar como políticas afirmativas são </span><span style="background-color: white;">perigosas e pouco lúcidas (ao colocar a vida como valor supremo, sem </span><span style="background-color: white;">qualificações) e éticas negativas podem ser muito mais insurgentes ao </span><span style="background-color: white;">politizar o nascimento, por exemplo, que está para além da moralidade </span><span style="background-color: white;">nas éticas afirmativas; Hilan faz uma apropriação muito pessoal da </span><span style="background-color: white;">ética negativa, e é outro exemplo de texto que avança no tema das </span><span style="background-color: white;">políticas negativas, cujo conceito ele entende de outra maneira </span><span style="background-color: white;">viável.</span></div>
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<span style="background-color: white;">7. É claro – e este é meu grande ceticismo atual a respeito de discussões </span><span style="background-color: white;">filosóficas – que nenhuma das minhas ideais sobre políticas negativas </span><span style="background-color: white;">vai interessar ou convencer demasiado se alguém (mesmo “pluralista”) </span><span style="background-color: white;">já tem na cabeça uma ideia afirmativa de “política”; se você pretende </span><span style="background-color: white;">que a ética negativa faça política afirmativa, a questão já está </span><span style="background-color: white;">condenada de antemão (como Benatar diz várias vezes em seu livro, não </span><span style="background-color: white;">adianta apresentar argumentos se o adversário já decidiu de antemão </span><span style="background-color: white;">que nunca os aceitará). Nos textos mencionados eu consegui reunir </span><span style="background-color: white;">todos os elementos para pensar políticas negativas a partir dos </span><span style="background-color: white;">princípios norteadores da ética negativa; só que a política negativa é </span><span style="background-color: white;">algo bastante diferente do “político” como podemos encontrá-lo em </span><span style="background-color: white;">pensadores brancos como Habermas ou a insuportável Hannah Arendt (que </span><span style="background-color: white;">deus nos livre dela). Se vocês vão querer achar Hannah Arendt nas </span><span style="background-color: white;">políticas negativas, já pode ir tirando o cavalinho da chuva.</span></div>
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<span style="background-color: white;">8. A última informação inglória que quero passar é a seguinte: neste </span><span style="background-color: white;">momento, já perto da morte absoluta e definitiva do meu corpo, alma e </span><span style="background-color: white;">espírito, estou em processo de correção final da minha ultima obra de </span><span style="background-color: white;">ética chamada “Mal-estares profundos. Ética negativa e Bioética </span><span style="background-color: white;">radical”, que penso publicar em 3 línguas (português, espanhol e </span><span style="background-color: white;">inglês). Ali estão contidos todos meus textos sobre ética da última </span><span style="background-color: white;">década e meia, com o argumento pro forma sobre imoralidade da </span><span style="background-color: white;">procriação, textos recentes sobre suicídio, longo capítulo inicial </span><span style="background-color: white;">sobre desvalor da vida e inabilitação moral (só esse capítulo tem </span><span style="background-color: white;">quase 200 páginas, e o livro tem 4 capítulos; possivelmente tenha que </span><span style="background-color: white;">publicar o livro – de mais de 500 páginas – do meu próprio bolso); e, </span><span style="background-color: white;">finalmente, um texto sobre a dimensão normativa e política das éticas </span><span style="background-color: white;">negativas, ou seja, sobre o que fazer diante da catástrofe de ter </span><span style="background-color: white;">nascido. Quero dizer que, para vocês não aguardarem longos meses ou </span><span style="background-color: white;">anos até o livro sair nas ruas, eu vou enviar a vocês – nas próximas </span><span style="background-color: white;">semanas - o primeiro rascunho deste texto, para vocês tomarem </span><span style="background-color: white;">conhecimento de meus mais recentes pensamentos sobre o assunto.</span></div>
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Obrigado a todos. Abraços,<br />
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Julio Cabrera.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-66648557236669718022012-06-21T05:56:00.000-07:002012-06-22T05:58:02.198-07:00Apresentações do Fibral 2012: "Moral e Sexualidade por um ponto de vista negativo"<div style="text-align: justify;">
PRÓXIMA APRESENTAÇÃO DO GRUPO FIBRAL: </div>
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Título da palestra: "<b>Moral e Sexualidade por um ponto de vista negativo</b>". </div>
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Apresentador: Fabiano Lana (Fibral) </div>
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Dia: sexta-feira, 22 de junho. </div>
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Horário: 20 hs </div>
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Local: Sala do Mestrado da UnB (Mezanino, acima do departamento de Filosofia) </div>
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Fabiano Lana é mestre em filosofia pela UnB e membro permanente do grupo Fibral. Autor do livro "Riobaldo agarra sua morte" (Anablume, 2010), onde reuniu vários trabalhos da sua autoria que elaborou durante seu curso de graduação. </div>
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Resumo da palestra (feita pelo autor):
Uma distinção entre homossexualismo e moralidade. No texto a ser apresentado defendo a tese de que caso seja consensual, o homossexualismo, em si, não pode ser considerado uma prática que desrespeita princípios éticos. Pode enfrentar rejeições pessoais e sociais, mas não morais. O artigo foi construído a partir de concepções de David Benatar, autor do livro, Better never to have been, e de noções de ética negativa de Julio Cabrera. Também serão discutidas questões como reprodução, sofrimento e manipulação tanto por uma perspectiva analítica quando negativa. </div>Roberto Sobralhttp://www.blogger.com/profile/07327611987942668418noreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-91344234469489663392012-05-16T15:48:00.000-07:002012-05-18T16:02:44.911-07:00Apresentações do Fibral - 2012<b><span class="Apple-style-span" style="color: #073763;">Benjamim Lima. "Diálogos diabólicos".</span></b><br />
Dia 25 de maio de 2012.<br />
Local: Sala do Mestrado da Filosofia - UnB.<br />
Horário: 20h<br />
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<a href="http://www.fibral.blogspot.com.br/p/atividades.html">Confira o calendário de atividades</a>Roberto Sobralhttp://www.blogger.com/profile/07327611987942668418noreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-39540190844548765602012-04-30T17:48:00.001-07:002013-01-12T11:39:14.694-08:00Discussão continuada do Seminário sobre Pessimismo e Otimismo Moral<div style="text-align: justify;">
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<span style="font-size: large;"><b>Julio Cabrera</b>. “Em defesa do ponto de vista externo (Ainda sobre a polêmica acerca de pessimismo e otimismo moral)”</span><br />
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<b><span style="font-size: large;">Comentários e Respostas:</span></b></div>
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<span style="background-color: white;">EU ACABEI DE POSTAR RESPOSTAS A MARCUS VALÉRIO, FÁBIO SALGADO E CLAUDIO REIS A PROPÓSITO DO SEMINÁRIO NEGATIVO.</span></div>
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<span style="background-color: white;">POR FAVOR, PEÇO AOS PARTICIPANTES DO SEMINÁRIO E DEMAIS INTERESSADOS LER COM ATENÇÃO ESTES TEXTOS; ELES SÃO LONGOS, MAS SÃO CRUCIAIS PARA ENTENDER MEU PENSAMENTO. </span></div>
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<span style="background-color: white;">EU VOU INCLUIR ESTES TEXTOS EM MEU NOVO LIVRO, ‘MALESTARES PROFUNDOS’, QUE ESTÁ, COMO SEU AUTOR, EM FASE TERMINAL DE ELABORAÇÃO. </span></div>
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<span style="background-color: white;">ESTES SÃO TAMBÉM OS ÚLTIMOS TEXTOS NOS QUAIS POLEMIZO, POR CONSIDERAR ABSOLUTAMENTE INÚTEIS AS DISCUSSÕES FILOSÓFICAS. DEPOIS DISTO, VOCÊS SÓ TERÃO MEUS LIVROS E FILMES.</span></div>
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<b>[1] Gabriel Silveira: <span style="color: blue;"><a href="http://fibral.blogspot.com.br/2012/04/carta-para-um-dialogo-entorno-da.html">Carta para um diálogo entorno da miséria ôntica e a ética negativa</a></span></b><br />
<b> Julio Cabrera: <span style="color: blue;"><a href="http://fibral.blogspot.com.br/2012/04/militancia-negativa.html">Militância Negativa</a></span></b><br />
<b> </b><b>Julio Cabrera: </b><b><a href="http://fibral.blogspot.com.br/2012/04/ainda-politicas-negativas-respondendo.html">Ainda Políticas Negativas (respondendo ao Gabriel)</a></b><br />
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<b><b>[2] Éder Carvalho Wen: <span style="color: blue;"><a href="http://fibral.blogspot.com.br/2012/04/questoes-para-julio-cabrera.html">Questões para Julio Cabrera</a></span></b></b><br />
<b><b> </b></b><b>Julio Cabrera: <a href="http://fibral.blogspot.com.br/2012/04/resposta-eder-wen.html"><span style="color: blue;">Resposta a Eder Wen</span></a></b><br />
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<b>[3] Léo Pimentel: <span style="color: blue;"><a href="http://pt.scribd.com/doc/90578237/Pessimismo-e-Otimismo-No-Sentido-Extra-Moral">Pessimismo e Otimismo no Sentido Extra-Moral</a></span></b><br />
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<b>[4] Marcelo Guimarães: </b><b><a href="http://fibral.blogspot.com.br/2012/04/questoes-e-comentarios.html"><span style="color: blue;">Questões e Comentários</span></a></b><br />
<b> </b> <b>Julio Cabrera:</b> <b><span style="color: blue;"><a href="http://fibral.blogspot.com.br/2012/04/educacao-negativa-resposta-marcelo.html">Educação Negativa? (Resposta a Marcelo Guimarães)</a></span></b><br />
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<b>[5] Julio Cabrera: (resposta a Fábio Salgado) </b><span style="background-color: white;"><a href="http://pt.scribd.com/doc/98045319/ACERCA-DO-CARATER-CONTINGENTE-DA-ETICA-NEGATIVA-Julio-Cabrera"><b>Acerca do Caráter Contingente da Ética Negativa</b></a></span><br />
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<span style="font-size: large;"><b>Marcus Valério XR</b>. "A ética da impossibilidade". </span><br />
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<b><span style="font-size: large;">Comentários:</span></b>
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<b style="background-color: white;">[1] Marcus Valério XR: <a href="http://fibral.blogspot.com.br/2012/04/comentario-ao-evento-parte-i.html">Comentário ao Evento [Parte I]</a></b><br />
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<b>[2] Marcus Valério XR: <a href="http://fibral.blogspot.com.br/2012/04/comentarios-parte-ii-marcus-valerio-xr.html">Comentário ao Evento [Parte II]</a></b>
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<b>[3] Marcus Valério XR: <a href="http://fibral.blogspot.com.br/2012/04/comentarios-ao-evento-parte-iii-final.html">Comentário ao Evento [Parte III - Final]</a></b>
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<b>[4] réplicas de Julio Cabrera:</b><br />
<b>[4.1] texto 01: </b><span style="background-color: white;"><a href="http://pt.scribd.com/doc/98045327/O-MUNDO-JA-ERA-HORRIVEL-ANTES-DA-ETICA-NEGATIVA-Julio-Cabrera"><b>O Mundo já era Horrível Antes da Ética Negativa</b></a></span><br />
<span style="background-color: white;"><b>[4.2] texto 02: <a href="http://pt.scribd.com/doc/98045330/OS-OTIMISTAS-E-SEU-ODIO-CONTRA-O-MUNDO-Julio-Cabrera">Os Otimistas e seu Ódio Contra o Mundo</a></b></span><br />
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<span style="font-size: large;"><b>Fabiano Lana</b>. "A impossibilidade da ética por uma trajetória existencial-naturalista"</span></div>
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<span style="font-size: large;"><b>Diógenes Coimbra</b>. "Suicídio e ética negativa"</span></div>
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<b><span style="font-size: large;">Mesa redonda de encerramento:</span></b> </div>
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<span style="font-size: large;"><b>Claudio Reis</b> ("O que há de positivo na ética negativa")</span></div>
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<b><span style="font-size: large;">Comentários:</span></b>
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<b style="background-color: white;">[1] Cláudio Reis: </b><span style="background-color: white;"><b><a href="http://pt.scribd.com/doc/98045332/Sobre-a-inabilitacao-moral-Claudio-Reis">Sobre a Inabilitação Moral</a></b></span><br />
<b style="background-color: white;"><span style="background-color: white;">[2] Julio Cabrera: </span><span style="background-color: white;"><a href="http://pt.scribd.com/doc/98045325/ACERCA-DO-PRETENSO-CARATER-ABSURDO-DA-TESE-DA-INABILITACAO-MORAL-Julio-Cabrera">Acerca do Pretenso Caráter Absurdo da Tese da Inabilitação Moral</a></span></b><br />
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<span style="font-size: large;"><b>Evaldo Sampaio</b> ("A ética negativa à luz de Nietzsche").
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<b><span style="font-size: large;">Comentários:</span></b>
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* Os vídeos acima foram originalmente transmitidos ao vivo em:<br />
<a href="http://www.ustream.tv/channel/pessimismo-e-otimismo-moral">http://www.ustream.tv/channel/pessimismo-e-otimismo-moral</a><br />
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Unknownnoreply@blogger.com5tag:blogger.com,1999:blog-8791574760296710975.post-50132671109870154432012-04-20T16:59:00.000-07:002012-05-13T17:00:36.212-07:00Resposta a Eder Wen<div style="text-align: justify;">
Prezado Eder: </div>
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Como impulsos biológicos de sobrevivência puramente animal, qualquer coisa é compreensível: defender posições filosóficas no meio da incomunicação, insistir em ser reconhecido, procriar, abortar, assassinar, fazer ética negativa, etc. Estamos vivos por enquanto e somos compelidos por poderosas forças naturais que nos levam a fazer coisas absurdas como esse seminário. A questão não são os impulsos, mas os argumentos; e segundo os argumentos, procriar, abortar e matar são imorais, além de ser impulsos naturais; creio que fazer filosofia, arte, música, etc, são menos imorais; discutir filosofia é, segundo vejo, uma manifestação animal natural como outra qualquer, uma forma de luta e de predomínio sobre o outro onde qualquer conteúdo serve; certamente, eu mesmo caio sob essa crítica: quando digo que toda e qualquer forma de discussão ou de busca de reconhecimento é vão, claro que incluo as discussões em que eu me enfronho e as minhas próprias ânsias de reconhecimento; como é que poderia não incluir?</div>
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Como já te falei pessoalmente, e em aula, teus argumentos são da forma Tu Quoque (ou seja: Você faz a mesma coisa que critica). Em lugar de simplesmente apontar para essa falácia (dizendo algo como: “O conteúdo de um argumento deve diferenciar-se do direito que alguém tem de enunciá-lo”), prefiro responder a este tipo de argumento da seguinte forma: “sim, é verdade; como poderia não ser? Se eu fosse uma exceção a meu próprio argumento, este seria incorreto. Quando afirmo que não nos comunicamos, incluo esta mesma mensagem”. Como escrevi para o Marcelo Senna, o fato de você ter estimulado suas ideias, ter escrito seus dois e-mails, ter pensado em montões de coisas depois do seminário, etc, nada tem a ver com comunicação; são subprodutos que você obteve quando você levou tudo o que escutou para seu próprio universo e ali você os elaborou; “resultados positivos” você tem de tudo, mesmo das maiores catástrofes (posso dizer que o Nacional-socialismo intensificou os estudos éticos nas universidades alemãs de pós-guerra).</div>
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Enquanto a busca por reconhecimento, ela é uma forma de autovalorização que, enquanto estivermos vivos, precisamos. É realmente uma tolice participar de discussões filosóficas, mas um animal evoluído que estudou filosofia ainda pretende o absurdo de querer convencer aos outros da correção dos seus argumentos. Trata-se de absurdos auto-incluintes. Não se trata de temor de enfrentar argumentos porque eles possam ser sólidos contra a própria posição; isso não é uma possibilidade, mas uma certeza total: certamente, quando o outro tiver levado a minha fala para seu próprio universo, ele terá os melhores argumentos a seu favor; e eu farei o mesmo com os argumentos dele, e já estamos instalados no meio de uma luta animal como outra qualquer; sem garras nem dentes, mas com argumentos, tão violentos quanto aqueles.</div>
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Ontico-ontológico: as desconsiderações cotidianas (filas, barulhos) não têm solução porque são ressonâncias da terminalidade ontológica do ser? Isto se vincula com as perguntas de tipo social do Gabriel Silveira, que vou responder nesses dias. Penso que as pessoas fazem barulho numa tentativa desesperada de dar-se valor a si mesmas, o que inclui desvalorizar os outros, mostrar seu poder animal, seu domínio de uma área, estender os limites de vidas acuadas e frustradas pela falta de lazer, o trabalho excessivo, a falta de oportunidades; todas as medidas sociais que se tomem para aliviar essas situações num setor da rede, poderão criar outros problemas e outras vítimas em outros setores. Penso que as pessoas poderiam, teoricamente, comportar-se de maneiras menos desconsideradas, mas que a ansiedade de viver, o "amor pela vida", o desejo de "viver intensamente", etc, são extremamente depredadores; assim, o que é impossível no nível ontológico ressoa como impossibilidades no nível ôntico; poderia mudar, mas não vai mudar.</div>
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Infelizmente, você vai ter que odiar ética negativa, porque ela apenas aponta para o puramente negativo sem fornecer saídas; ou: há saídas, mas elas bloqueiam outros caminhos. Os humanos estamos colocados numa situação sem espaço para atender a todas as solicitações éticas, de maneira que qualquer solução positiva terá também efeitos negativos.</div>
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Acerca das expressões “ter valor negativo” e “não ter valor”, ler a página 15 do livro “Ética negativa: problemas e discussões” (Editora da UFG, Goiânia, 2008). </div>
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Fazer ética negativa, ser pessimista, apontar para a miséria da nossa existência, são também mecanismos defensivos diante do ser-terminal e seus atritos; insisto, como impulsos animais de desespero e defesa, otimismo e pessimismo não se distinguem; apenas se distinguem pelos argumentos; otimismo e pessimismo são duas maneiras de lidar com o desamparo, a falta de base, a insegurança, o desânimo, etc; isto é bem colocado pelo Marcus Valério. Mas que exista ética negativa, que tenha surgido um filósofo que pensasse essas coisas, não era algo necessário nem mesmo desejável; trata-se de algo perfeitamente inútil, tanto quanto as filosofias otimistas. Certamente, não valeria a pena nascer para escrever a ética negativa; as coisas que fazemos nos agradam, mas são apenas defesas contra o fato de ter nascido; não tem sentido desejar nascer para defender-se de ter nascido; melhor não nascer, melhor não fazer ética negativa nem afirmativa, melhor nunca ter sido. E o mesmo diria de Mozart, Bergman e Machado de Assis: já estando aqui, foi bom para nós (embora talvez não para eles) que eles existissem; mas seria absurdo fazer nascer pessoas com a esperança de gerar um Mozart, um Bergman, um Machado ou um ético negativo.</div>
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Trágico e patético: nem mesmo as vidas de Gandhi ou de Abelardo e Heloisa foram trágicas de ponta a ponta; certamente foram patéticas na maior parte do tempo; deles os historiadores resgataram apenas as partes trágicas, escamoteando as patéticas; se algum historiador escolhesse cuidadosamente algumas partes das nossas próprias vidas, ele poderia construir uma bela tragédia para a posteridade; quando vemos um filme heroico e nos emocionamos, isso ocorre porque o diretor dispensou toda a cotidianidade patética dos personagens e ficou com uma antologia de cenas privilegiadas; qualquer vida humana, mesmo a mais insignificante, ficaria trágica após este recorte. Na maior parte das vidas, suas escassas partes trágicas ficam devastadas por suas cotidianidades patéticas; as nossas vidaz são filmes muito mal dirigidos.</div>
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Obrigado pelas questões; abraços, Julio Cabrera.</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-64365300705482720052012-04-20T15:56:00.000-07:002012-05-13T16:00:32.402-07:00EDUCAÇÃO NEGATIVA? (Resposta a Marcelo Guimarães)<div style="text-align: justify;">
Caro Marcelo:</div>
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Começo contigo as minhas respostas inúteis contra várias perguntas sobre os temas do seminário negativo, tentando incrementar novas confusões e desentendimentos. Você é o primeiro da lista. Não conseguia achar tempo para elaborar as minhas respostas, curiosamente em função de compromissos todos vinculados com ética: estive terminando um artigo para uma revista do sul sobre impossibilidade da moral, escrevendo um capítulo sobre minha ideia de ética para um livro de Bioética, e na próxima semana vou dar uma conferência sobre inabilitação moral num Encontro Internacional da Sociedade Bioquímica, em Foz de Iguaçu. Também pensava que tinha ficado magoado pela minha explosiva apresentação em Salvador, em dezembro do ano passado.</div>
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Todos teus elogios sobre a transmissão e a “perspicácia da moderação virtual” são plenamente merecidos por Léo Pimentel, o nosso incansável colaborador, não somente técnico, mas também filosófico. (Como ele é muito tímido, ele fica corado quando eu digo isto).</div>
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Sobre inutilidade do diálogo. Bom, eu quero dizer que não nos comunicamos nunca (nem mesmo agora, nem mesmo no seminário) na medida em que tudo o que digo é colocado por você num contexto estranho (o que é inevitável); nesse contexto, cada um faz o que quiser com a fala do outro e, nesse sentido, tira proveito, e por isso não é “inútil”; mas a utilidade de um conteúdo é derivado da sua inevitável deturpação; por isso, argumentos de outros participantes (como Eder Wen), que dizem que o diálogo é frutífero porque fez com que ele escrevesse um e-mail que não teria escrito, confundem o proveito que sempre tiramos da deformação das ideias do outro, e a comunicação, que seria o entendimento do que a outra pessoa queria realmente dizer; creio que o proveito está em função direta da in-comunicação; tiramos proveito de in-comunicar-nos.</div>
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Isso eu diria também a propósito do que você chama “uma transformação de si”: trata-se de uma transformação, mas talvez baseada em algo que eu não disse, ou que disse querendo dizer outra coisa. Já me encontrei na rua com pessoas que me dizem que mudei as suas vidas por ter dito X, sendo que eu jamais disse X; sendo que eu disse o contrário de X; Mudei a vida dessa pessoa? Talvez; Nos comunicamos? Não. E este mesmo processo está acontecendo neste preciso instante, quando você está lendo esta mensagem. Assim, não acredito na tua frase a propósito do final teatral do seminário (“E, no entanto, houve comunicação!”). Em absoluto. Houve interação, e desviada, indireta, atrapalhada, deturpadora e cansativa. Não acredito que a interação aprimore a relação entre seres fadados a um grau de incomunicação; a interação pode desgastar, impacientar, criar úlceras, criar inimigos, entediar. E quando os graus de incomunicação são quase absolutos – como em nosso seminário – é terrivelmente desgastante; não me sinto nada aprimorado após essas lutas todas. Por que continuo a fazê-las? Isto eu vou esclarecer na minha resposta ao Eder.</div>
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O efeito mais imediato dos leitores ou ouvidores da ética negativa é "buscar saídas"; pois as pessoas têm a pretensão extravagante de querer continuar vivendo. Não sei mesmo o que seja uma “educação negativa”, Marcelo, mas sendo eu um convicto anti-natalista ontológico (para me diferenciar dos anti-natalistas ecológicos como Marcus Valério; eu seria contra nascimento mesmo que a natureza oferecesse as melhores condições de vida), qualquer tipo de educação negativa por parte dos progenitores supõe o erro de procriar já cometido; portanto, a educação negativa progenitora seria um paliativo incapaz de se fazer desculpar o indisculpável; é claro que, precisamente por isso, sustento que os filhos não têm nenhuma obrigação moral para com os pais (além das que têm com eles como seres humanos), e os pais têm todas as obrigações para com eles.</div>
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Não pensei muito mais nesse assunto, mas, certamente, não deveríamos ficar pensando em ter filhos apenas para educá-los negativamente; uma educação negativa progenitora é tão excessiva e supérflua quanto uma afirmativa, talvez porque, no fundo, não pode existir uma educação totalmente negativa; pelo contrário, como já escrevi em algum lugar, diante de um filho já nascido não tenho mais direito de negar o mundo radicalmente: eu tenho que dar um mundo para ele. Nesta trilha, uma “educação negativa” seria quase uma contradição. Então, para usar as tuas expressões de outro e-mail teu, a educação negativa poderia ter sentido "entre dois sobreviventes", nenhum dos quais é culpado da existência do outro; como na relação usual de professores e alunos; eu penso que a maioria dos professores são também pais, e levam para a sala de aula algo da sua atitude paterna; mesmo não sendo assim, parece-me que os professores tentam construir um mundo para seus alunos, apresentar-lhes um futuro afirmativo “apesar de tudo”; eu, pessoalmente, prefiro apresentar-lhes o tudo do pesar.</div>
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“Amor negativo”? “Religião negativa”? “Discussão negativa da ética de Spinoza?” Seria muito interessante que você desenvolvesse estas questões depois da minha morte. Se fizer alguma coisa antes, let me know.</div>
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Marcelo, muito obrigado por estas tuas epifanias através dos anos; abraços sem saídas, Julio Cabrera.</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-86735659718725317182012-04-20T15:44:00.000-07:002012-05-14T15:45:05.358-07:00Militância Negativa<div style="text-align: justify;">
Gabriel Silveira: </div>
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Então: a questão do social e a ética negativa; a princípio há como uma aparente incompatibilidade, porque a ética negativa é um dispor-se à morte em qualquer momento que a ética o exija, enquanto que o político demanda a existência indeterminada; uma política negativa deveria ser forçosamente uma política terminal exercida por uma espécie de militante suicida (no sentido largo dado por Diógenes Coimbra). Não há planos para o futuro longínquo, apenas a política imediata enquanto não se morre. Bom, algo como a política negativa de Cristo e Sócrates, os dois suicidas-base da nossa sociedade ocidental. Nada como uma “política” no sentido usual. Qualquer “mudança social” se opera dentro da rede onde inevitavelmente estamos inabilitados (Claudio Reis tem dúvidas terríveis sobre esta noção, totalmente crucial na ética negativa, dúvidas que ele me colocou em particular, e às quais vou responder neste mesmo espaço na próxima semana, se meu avião para Foz não cair; curiosamente, eu tenho que dar lá uma palestra sobre inabilitação moral). Em qualquer mudança social haverá vítimas, não apenas as previsíveis (os “inimigos”), mas as vítimas da própria mudança, seus pretensos "favorecidos".</div>
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Já escrevi, no trecho que você cita (de “Porque te amo...”), que considero o pessimismo estrutural um luxo de classe, e que uma das conquistas sociais negativas seria livrar aos miseráveis do seu obrigado “otimismo”, do seu “rir pra não chorar”; colocá-los diante do ser-terminal do ser em posição reflexiva (porque em posição existencial, os mais pobres já estão expostos aos raios mortais do ser; os mais ricos os alugam para proteger-se eles mesmos desses raios; o discreto encanto do ser-terminal). Mas isto tampouco é possível em sentido radical, porque a sociedade desabaria se todos tivessem meios econômicos para se proteger; as sociedades só se sustentam na base da miséria de uma parte da população; isso está previsto; dito em termos negativos: a ocultação bem-sucedida do ser-terminal não pode ser distribuída sem submeter uma parte da população a seus rigores.</div>
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Muitos burgueses pensam que as pessoas despossuídas são "mais felizes" que elas (por estarem distraídas do ser-terminal a nível reflexivo); mas é precisamente dessa “felicidade” que deveriam ser libertadas essas pessoas numa política negativa; trocá-la pela lucidez. Mas isso é impensável a nível global. Parece que a ética negativa deva ser uma dessas filosofias privadas das que fala Rorty; algo que contribui a enriquecer a nossa subjetividade, mas que de pouco serve para organizar socialmente a morte humana.</div>
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O mais importante que tenho publicado sobre política negativa é o ensaio 9 (o último) do livroAnálisis y Existencia. Pensamiento em travesía (Ediciones Del Copista, Córdoba, Argentina, 2010), chamado “Políticas negativas y éticas de la liberación: ¿es posible ser un pesimista revolucionario? (Mi encuentro con Enrique Dussel)”. O livro está sendo vendido pela Livraria Cultura, mas é caro e demorado. O texto desse capítulo pode ser achado na versão espanhola da minha página, como também minha polêmica com Dussel sobre suicídio.</div>
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Não entendi a tua última questão: “como falar da estrutura terminal do ser poderia garantir-se de não desconsiderar o acontecimento do ser do outro?” Bom, em meu novo livro de ética, “Mal-estares profundos”, estou tentando formular alguns "imperativos negativos"; o primeiro deles é, precisamente: não culpar ao outro do ser-terminal do ser; ou seja, dar-se por conta, a través de um imenso esforço, que o outro é uma vítima como eu, e que destruí-lo não me reportará qualquer benefício, mesmo que ele esteja “em meu caminho”; dar-se por conta de que o nosso inimigo comum é o ser; que é o ser que nos lança uns contra os outros como inimigos (se existisse Deus, o inimigo comum seria Ele, é claro). Não sei se é isso o que você queria dizer.</div>
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Estive folhando nestes dias teus “Escritos filosóficos de Juventude, breves encontros”; são tão lindos, mas me deixam melancólico; me deixam me perguntando o que será de todos vocês, pequenos filósofos brasileiros, nesta selva imensa chamada filosofia universitária onde já nada respira nem sua, apenas proclama.</div>
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Abraços desiguais, Julio Cabrera.</div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-8791574760296710975.post-63706859452421596082012-04-19T17:21:00.000-07:002012-06-05T17:22:11.961-07:00Comentários ao Evento [Parte III - Final]<div style="text-align: center;">
<b>Jogo de Cartas Marcadas</b></div>
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A palestra do Fabiano foi a que, a meu ver, mais me deu o que pensar. Talvez por que eu compartilhe mais da investigação biológica, que, é bom lembrar, exige um esclarecimento, já solicitado por uma das perguntas que vieram por e-mail no dia do evento.</div>
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Meu ceticismo se aplica principalmente ao plano epistemológico, mas qualquer discussão num âmbito mais específico já pressupõe um afastamento de tal ceticismo, uma suspensão do mesmo, e a incorporação plena dos conhecimentos aplicados.</div>
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Não é só a biologia, e a ciência em geral, que utilizo. Também faço o mesmo com diversos sistemas filosóficos e religiosos. Por isso utilizo tanto o Budismo nesta discussão, por se tratar de um sistema de pensamento que tem idéias muito interessantes. Com freqüência, utilizo também a teologia cristã. Mas nada disso me torna menos cético, por que todos são instrumentos intelectuais que costumam funcionar bem em seus respectivos objetos.</div>
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Por isso devo corrigir algo que certa vez eu disse ao Fabiano. Nós não partimos exatamente do mesmo ponto, a biologia, e sim a usamos de modo similar. Continuo partindo do ceticismo egocêntrico, embora, no caso, escolhendo o campo científico como o favorito para tal discussão. Por outro lado, penso que ele parte da Ética Negativa e utiliza o campo científico, embora tenha afirmado que partiu da biologia e chegou à mesma conclusão.</div>
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Parece que os negativos em questão, Cabrera, Diógenes e Fabiano, todos tem Kant em alta conta, e partindo de uma noção de ética de deveres radicalizada, compartilham a conclusão da impossibilidade ética. Que caminho será utilizado: metafísico, biológico ou psicológico, penso ser menos relevante.</div>
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Mas numa abordagem biológica, percebi agora uma estranheza profunda. É que seguramente nada poderia lhe ser menos íntima que a deontologia Kantiana. O consequencialismo seria algo mais próximo, mesmo o utilitarismo, e até mesmo o aristotelismo possui pontos de contato relevantes. Mas como o poderia uma doutrina que parte exatamente de uma concepção incrivelmente artificial de ser humano?</div>
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Ora, Aristóteles estava certo em nos chamar de animais racionais, mas isso jamais excluiu o emocional. Somos antes passionais que racionais. Nossas emoções já estão plenamente desenvolvidas antes de nossa razão começar a se organizar. Não é por outro motivo que os teóricos da ética de sentimentos vêem nela um fundamento muito mais seguro do que a débil racionalidade, que pode ser perdida com incrível facilidade, em especial nos momentos de furor emocional, onde somente outra emoção contrária, de força equivalente, pode nos equilibrar.</div>
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Isso é claríssimo na biologia. Enquanto os processos cerebrais mais sofisticados mal são identificados no cérebro, os emocionais são facilmente observáveis, inclusive com nomes bem conhecidos para identificar os hormônios que nos inundam nos momentos passionais.</div>
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O próprio Dawkins deixa muito claro a função do egoísmo e como dele emerge o altruísmo, algo muito próximo ao que os sentimentalistas apontam como processo fundamental da base psicológica da ética. A Simpatia para Hume e Smith, e Adriano Naves de Brito, a Empatia para mim, são fenômenos que podem ser facilmente redutíveis a eventos físicos observáveis, inclusive a nível hormonal, e áreas específicas do cérebro. E inclusive com fenômenos análogos no reino animal.</div>
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Enquanto isso, o senso de dever kantiano é algo impossível de ser observado nos animais, até difícil de ser sequer concebido, e mesmo havendo alguns estudos que poderiam sugeri-lo no cérebro humano, são estes muito mais vacilantes, se forem de fato plausíveis.</div>
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Mesmo com tudo isso, Fabiano conduziu sua análise com intuições kantianas, passando por existencialismo, e flertando com as outras duas tradições principais da ética, mas nem passou perto da única que de fato tem um contado direto com a biologia, que é a de base emocional!</div>
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Pensando bem, sua conclusão não só é absolutamente coerente, como não penso que poderia ser de outra forma, porque do casamento da biologia com o existencialismo tendo o deontologismo como padrinho, seria impossível derivar qualquer outra coisa que a inabilitação ética, visto a sofisticada concepção kantiana inexistir em qualquer observação biológica, bem como qualquer concepção existencialista.</div>
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Seria como ter um 2, um 3, um 4 e um 7, todos de naipes diferentes, e esperar que com a quinta carta se tenha uma mão matadora!</div>
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E tem sido inacreditavelmente maçante na academia essa insistência previsível nestas 3 tradições éticas. Sempre as mesmas figurinhas carimbadas! Que já deixaram claro seu esgotamento há séculos, enquanto a tradição sentimental, praticamente inexplorada, continua sendo por completo ignorada mesmo sendo a única que pode se comunicar diretamente como as ciências. E se a minha abordagem não for suficiente para demonstrá-lo, ao menos a do Adriano Naves poderia ser considerada.</div>
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<b>Apelação</b></div>
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Sempre na típica insistência de que enfocar o pior é manifestação de uma inteligência superior, lembro-me da afirmação do Diógenes de que podemos ter certeza da imoralidade íntima do agente por meio de seu ato, mas jamais da moralidade. Faltou acrescentar, mas penso ser espontâneo, que isso está diretamente associado ao pressuposto da ação desinteressada.</div>
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Mas penso que na realidade, devido a inviolabilidade da intencionalidade, não podemos ter certeza nem mesmo da imoralidade. Nos meus termos, não temos acesso à ética interna do agente. Não nos é possível ter certeza sobre o conteúdo mental íntimo de alguém. Podemos apenas inferir segundo critérios de razoabilidade.</div>
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Claro que ao dizer isso, Diógenes apelou. Foi direto pro exemplo do criminoso que sequestra, tortura, estupra, mata e enterra! E é claro que eu começaria com situações muito menos drásticas. Curiosamente, mesmo nesse exemplo extremo ele vislumbrou uma possibilidade de relativização.</div>
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Quanto aos inúmeros casos mais comuns, não é difícil conceber situações onde o ato aparentemente mal intencionado teria, no fundo, uma boa intenção, que não nos fosse acessível.</div>
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Para deixar claro, não estou preocupado em relativizar situações concretas e por em dúvida se tal ou qual indivíduo agiu eticamente ou não. Afora as evidências que podemos acessar, cabe julgá-los e puni-los de acordo com nossos instrumentos usuais.</div>
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O que rejeito é a pretensão epistemológica de que isso nos permite estar certos dos conteúdos mentais alheios mais ocultos, quando esses frequentemente são inacessados até mesmo pelo próprio indivíduo.</div>
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<b>Mais uma Vez, O Valor e a Terminalidade do SER</b></div>
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Poderia ser mais útil do que se pensa.</div>
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Gostaria de poder chegar numa concessionária de veículos e explicar o conceito de terminalidade dos automóveis. Ora, saem de fábrica já marcados pela sua destruição estrutural. Por mais revisões, manutenções e reparos que façamos, nada os fará ultrapassar algumas décadas de existência.</div>
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Ademais, possuir e utilizá-los está marcado por graves atritos estruturais. Trânsito engarrafado, risco de acidentes, falta de vagas no estacionamento e todo o estresse da direção. E inúmeros e intermináveis custos com impostos, gasolina, troca de óleo etc.</div>
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Tudo isso lhes é intrínseco, e não adquirido. Não é um acidente que lhes acontece, mas algo que faz parte de sua própria essência desde antes de serem construídos. Assim, marcados pela terminalidade, eles não podem ter valor. Ou melhor. Tem valor negativo!</div>
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Assim, o vendedor deve aceitar que não apenas levarei o carro de graça, mas que na verdade eu é que deveria ser pago por levá-lo!</div>
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Brincadeiras à parte, poder-se-ia alegar uma diferença fundamental entre entes materiais que se dão no intramundo, e a existência em si. E que um carro só tem valor porque já estamos vivos, jogados no mundo, e precisamos dele para atenuar as agruras de nossa existência.</div>
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Mas não deixa de ser notável que o argumento que supõe-se invencível para a vida em si soe completamente esdrúxulo para tudo o mais que ocorra dentro da vida. Ao passo que seu adversário, o de que a Vida tenha valor neutro, e se torna positiva porque nós arbitrariamente lhe atribuímos valor, por outro lado funciona tanto para existência em si quanto para todos os entes internos a ela. E mais! O valor do Carro também é arbitrariamente atribuído, pelo sistema de valores que erigimos dentro da existência.</div>
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Que fique delineado com mais clareza a oposição entre a noção da desvalia estrutural e incorrigível da existência, e de sua neutralidade original positivada arbitrariamente pelos que existem, embora lhes seja de direito negativá-la também.</div>
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<b>Genocídio Estrutural Global</b></div>
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Se um Ético Negativo, convicto da miséria existencial e inabilitação moral, de que é preferível Não-Ser a Ser, e que melhor seria a extinção da humanidade...</div>
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Se este Ético Negativo estiver de posse da uma poderosa arma de aniquilação maciça, podendo nadificar toda a humanidade instantaneamente sem qualquer sofrimento nesse processo de morte, podendo fazê-lo num simples apertar de botão, então...</div>
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Não estaria ele moralmente obrigado a fazê-lo? Isto é, pelos parâmetros da EN?</div>
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Como não?! Pelo respeito à autonomia alheia? Mas tal não seria absolutamente irrelevante perante o benefício infinito de poupar bilhões ou trilhões de humanos futuros da infame existência sofredora?</div>
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E como articular isso com a anti concepção como princípio moral?</div>
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Se é desejável não fornecer autonomia alguma ao Não-Ser, para que ele não seja obrigado a escolher perpetuamente tudo o que não deveria, e inutilmente tudo o que não pode, não seria no mínimo harmônico remover-lhe de vez tal inútil autonomia que só perpetua a miséria existencial?</div>
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Porque algo que não merece sequer ser gerado merece ser protegido?</div>
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Não se viola a autonomia do Não-Ser ao se conceber alguém, pois tal não existia. Foi Criada uma Autonomia!</div>
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Porque deveríamos respeitar a existência de algo que não deveria ser trazido à existência?</div>
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De fato, a EN condenar o assassinato pelo impacto que este causa nos demais, e de fato está obrigada a não causar mais sofrimento a outrem, de modo que essa questão proposta exige a aniquilação completa de todos os humanos, inclusive o próprio executor.</div>
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Nesse sentido, como condená-lo?</div>
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E até menos. Como condenar o assassinato, ao menos o indolor e instantâneo, de um solitário eremita desconhecido do qual ninguém sentirá falta? Não seria não somente justificável pela EN, mas até mesmo obrigatório? Isso não acrescentaria um bem ao mundo, por remover mais um dos “competidores” que estão a todo tempo roubando o ar, a água e demais recursos naturais dos demais viventes?</div>
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Mas porque limitar isso somente à humanidade?</div>
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Ainda que os animais não possuam a temível Sensciência que lhes permite experimentar a agruras da vida de modo tão intenso quanto os humanos, eles ainda experimentam toda a sorte de sofrimento e são também terminais. Alegar que a ignorância os protege da inabilitação, quer seja moral ou para não ser miserável, haveria que confrontar porque o mesmo não o faria com os humanos que acreditassem fielmente na vida eterna, até com ótimas justificativas, ou sequer pensassem sobre o assunto.</div>
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Claro que o acesso privilegiado à Verdade Transcendente da Existência dos Éticos Negativos proíbe essa consideração.</div>
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Mas ocorre que, pela mesma fonte de tal alegado acesso à uma inquestionável descrição não só da existência, mas da pré e da pós não-existência, a espécie humana surgiu por evolução neste mesmíssimo planeta, e assim, nada impede que venha a surgir de novo.</div>
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Se é que já não poderia estar em processo de surgimento em animais mais desenvolvidos como nossos primos chimpanzés e bonobos. Estariam eles, com seus 99% de similaridade genética conosco, protegidos também pela ignorância, ou serão também vítimas ao menos de um princípio mental que lhes permitiria vislumbrar sua lastimável condição existencial e os inabilitem moralmente?</div>
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O fato, é que o fim da espécie humana em nada impediria o surgimento de outra espécie sensciente, que é no mínimo potencial, se não télos do universo.</div>
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Com isso, não seria mais prudente, ao invés de se limitar a aniquilar a humanidade, aniquilar por completo toda forma de vida?</div>
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E me dou o direito de não ter a menor paciência com qualquer um que, munido da simpatia pelo genocídio global, venha me falar em algum tipo de impedimento para se violar a autonomia dos animais!</div>
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Mas o planeta possui todas as condições necessárias para dar novo surgimento à vida, e assim, para garantir de uma desgraça tão profunda quanto viver não ocorra novamente, seria mais prudente demoli-lo por completo. E o mesmo com os demais planetas que possam conter vida ou potencial para tal.</div>
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Em suma. O melhor seria aniquilar o Universo inteiro.</div>
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Por que há algo invés de nada?</div>
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Não se sabe, mas mesmo os Negativos acreditando que o nada é preferível ao algo, não muda o fato de que a vida humana está aqui, e é algo que a qual teremos que lidar necessariamente, a não ser que algum herói negativo nos presenteie com um generoso artefato aniquilador global.</div>
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<b>De Volta ao CAOS</b></div>
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Mas talvez não exista o Nada, mas sim o Caos. Ser puro, indefinido. A aniquilação, a nadificação, seria caosificação.</div>
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A diferença é o enfoque.</div>
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Como algo sai do Nada? Quem o retira de lá? A Ética Negativa parece nos ver como deuses capazes de entificar o inexistente. Como criadores que produzem ex-nihilo. Mas talvez sejamos apenas demiurgos capazes de atualizar os devires potenciais na matriz infindável do Caos primordial.</div>
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Cada um de nós é uma possibilidade genética ínfima manifestada em detrimento de inúmeras outras que poderiam ter se manifestado, com histórias pessoais de improbabilidade extrema dentre uma infinita matriz de possibilidades.</div>
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Se há um Nada primordial, o Ser não é apenas um acidente fadado ao desaparecimento, é também inexplicável. Mas se há um Caos primordial, o Ser é necessário e inevitável. Não importa que o Universo sofra a morte entrópica terminal ou desapareça nos horizontes de evento dos buracos negros que levam toda a matéria à eternidade. Será da natureza do Caos se atualizar sempre, num eterno Devir.</div>
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Então sempre existirá vida, surgindo morrendo e voltando, retornando eternamente, quer gostemos ou não.</div>
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Nesse caso, sentido algum faria nos rebelarmos contra a existência, pois ela nos tirará do Caos inevitavelmente, nos condenando a uma existência perpétua, que para o Budismo é o Samsara, mas para quem escolher outra postura, apenas aquilo que chamamos de vida, cuja autonomia nos permite que vivenciarmos como bem entendermos.</div>
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<b>Marcus Valerio XR</b></div>
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<a href="http://www.xr.pro.br/"><b>http://www.xr.pro.br/</b></a></div>Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-8791574760296710975.post-90289360827284436062012-04-19T17:14:00.000-07:002012-06-05T17:18:25.214-07:00Comentários ao Evento [Parte II]<div style="text-align: right;">
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<b>O Substantivo Morte e o Verbo Morrer</b></div>
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Abri mão quase por completo de argumentos céticos na abordagem direta do tema. O Professor Evaldo chegou a tocar no tema, surpreendentemente corroborado por Diógenes, da mortalidade não ser de fato algo que se apresente de imediato ao vivente em sua constituição física. Me abstive de comentar, e não por uma insistência cética de que a certeza de que nosso corpo irá ser destruído de modo algum garante a extinção de nossa mente mesmo admitindo o fechamento causal do mundo físico.</div>
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O motivo maior que me levaria a tal tema seria a questão da constituição humana. Se o parto deixa uma marca indelével nos humanos (ao passo que curiosamente ninguém parece ter se preocupado com a marca que deixa na mãe), tal marca parece indiscernível. Muito mais notável é a perenidade psicológica da criança, e a imortalidade psicológica do jovem, que mesmo sabendo que morrerá, costuma ter isso num horizonte tão distante que sua expectativa de vida pode ser indiscernível da perenidade.</div>
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Para apelar aos dados científicos, como bem o disse o Professor Evaldo, o primeiros sinais do envelhecimento se apresentam após os 30 anos, e até lá, o próprio corpo não sabe que é terminal, e o que o corpo não sabe, a mente costuma também fazer vista grossa.</div>
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Disso, penso que a “terminalidade do ser” (que em termos ontológicos soa até contraditório, visto que o Ser deveria ser eterno), parece-me fazer sentido apenas do ponto de vista cronológico, pelo fato de que tudo neste universo é temporal. O problema não é a vida ser temporária, mas os seres senscientes terem consciência disso. Não deveríamos falar então em desvalor da vida pela sua terminalidade, porquanto todo e qualquer ente existente, inclusive os astronômicos, seria também desvalido.</div>
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Ou todo o universo é negativo, ou somente a Sensciência o é.</div>
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A distinção entre Morte Pontual e Morte Estrutural, nesse ponto, é como distinção entre Verbo e Substantivo, acrescida de algumas sutilezas.</div>
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O Morrer pode ser praticamente instantâneo ou largamente letárgico. Do ponto de vista biológico, uma vida longa passará sua maior parte “morrendo”, findo suas 3 décadas de progresso. Nesse ponto, MP e ME parecem apenas graus distintos de um mesmo processo.</div>
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Mas parece haver também uma espécie de Morte Substantiva, que está impregnada na vida não como processo, não como devir, mas como Ser mesmo! Ser e Não-Ser se confundindo, a Suprema e Absoluta Contradição!</div>
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Talvez seja mais interessante a Morte como Substantivo. Seria o próprio núcleo existencial, o Vazio no interior da Mente, o Buraco Negro em torno do qual a galáxia mental gira, que jamais pode ser contemplado diretamente.</div>
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Ignoro melhor descrição, poética, do Nada (se é que isso faz sentido), que a de Michael Ende em a História Sem Fim.</div>
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“...não havia um buraco. (...) Um buraco ainda é alguma coisa. E ali não há nada. (...) não há palavras pra explicar! (...) Não era um lugar ermo, nem uma zona escura ou clara; era algo insuportável à vista e que dava às pessoas a sensação de terem ficado cegas. Pois não há olhos que suportem olhar o nada total.”</div>
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Quando criança, muito antes de supor que dividia um mesmo planeta com filósofos, costumava me pegar pensando no porquê das coisas existirem. “Já pensou se não existisse nada?” Eu me perguntava, e começava a tentar imaginar como algo poderia vir deste nada, ou o mais interessante, como seria esse nada. O resultado invariavelmente era um despertar súbito do transe, quase na forma de choque elétrico, dada a repulsão que a aproximação mental com a idéia do vazio gerava.</div>
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Esse centro “nihilíco” pode dar bons motivos pelo qual tentar olhar para ele seja mesmo desesperador, a não ser que se faça uma mudança conceitual de um Nada para um Caos, o que para efeitos práticos pode ser equivalente, exceto a diferença substancial entre ser dissolvido numa matriz de Ser, ou ser aniquilado num processo nadificador.</div>
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Penso que Cabrera está certo. O Caos Primordial nos constitui, e dele temos algum tipo de indefinível aversão. Mas acho que deve-se explorar a diferença em não se enxergar no escuro, e ficar ofuscado ao olhar para um centro de luz insuportável.</div>
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<b>Suicídio</b></div>
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Peço perdão ao Diógenes por só depois ter me dado conta que pareci ter dito que o trabalho dele não era relevante, exigindo até a nobre intervenção do Cabrera. Inclusive convidá-lo foi idéia minha! Na verdade, digo apenas que concordo com tanta facilidade com ele que me espanta que existam discordâncias. Custa-me crer que, livres de bagagens platônicas ou místicas em geral, alguém condene o suicídio em si.</div>
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Também me confundi um pouco entre a condenação, via de regra religiosa, do suicídio doloso, com a simples desconsideração da possibilidade do suicídio culposo. Embora pense que o senso comum tenderá a rejeitar tal possibilidade, ou invocar algum impulso tanático para rotulá-la de dolosa.</div>
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Mas o tema me recorre pela situação da EN ser a mesma das religiões nesse ponto. Descrevem uma existência trágica e ou uma pós existência ditosa, mas para se esquivarem da inevitável preferência pela saída de emergência, invocam alguma razão para coibir ou desestimular o suicida.</div>
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Às tradições basta invocar punições transcendentes pelo crime de tirar uma vida que, a princípio, não seria própria, mas dos deuses. À EN, desprovida de tão versáteis entidades, se desdobra em malabarismos para desviar a mesmíssima pergunta do centro das atenções.</div>
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E não penso que a mera consideração pelo sofrimento alheio tenha qualquer relevância, principalmente a dos pais, visto serem os culpados pela entificação não solicitada do vivente. Ainda mais pela inabilitação moral intrínseca que deveria ao menos levar à equivalência o permanecer e o cessar, mesmo com algum impacto nos demais.</div>
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Suicidar ser fácil ou difícil é questão de grau. Seja no Joelma ou no World Trade Center, numa sala flamejante, assim que o calor, o sofrer, estiver insuportável, qualquer um salta pela janela. Daí, penso que num mundo tão repleto de estruturas altas e pleno de força gravitacional, um salto glorioso para fora da vida só desencoraja a quem não está a sofrer a tal ponto. Jovens que se jogaram da Torre de TV ou no Pátio Brasil, ao menos 12 pelo que sei, não parecem ter encontrado muita dificuldade no intento, visto já terem atingido o ponto de saturação psicológico necessário.</div>
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Mas é compreensível que a EN invista na desqualificação dessa questão, para prevenir ser criminalmente imputada como incentivo ao suicídio. Essa barreira sociológica, no entanto, não deveria erguer-se ante a simples inquirição filosófica.</div>
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Tiago de Diabolis, personagem de Porque Te Amo Não Nascerás, tem uma posição bem mais interessante sobre a condenação da reprodução. É possível que o vivente experimente certa agonia do viver a ponto de possuir uma existência miserável, ônus que recái sobre os progenitores, que podem ser solicitados a dar alguma satisfação.</div>
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Mas insisto que viver, em oposição ao “estar morto substantivo”, é situação reversível, e ante a alegação da dificuldade, penso que de fato o suicídio é dificílimo somente para quem ainda quer viver!</div>
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A EN insiste que o suicídio não elimina o dano existencial vivido, embora me pareça irrelevante algumas décadas de vida entre duas perenidades. Mas os que conheceram a existência ao menos tiveram alguma escolha, podendo abandoná-la, como de fato muitos fazem. A cada dia, o viver, ou sobreviver, por mais difícil e dilêmico que seja, ainda implica uma opção pela permanência, opção absolutamente inacessível às virtualmente infinitas possibilidades existenciais que jamais foram entificadas, e que, curiosamente, em sua maioria parecem preferir a permanência, contra todos os pesares, por mais que se invente mil e um argumentos para negar que tal escolha seja legítima e considerá-la mera reação desesperada.</div>
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<b>Otimismo e Teleologia</b></div>
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A associação é justa, visto que não só no sistema que defendi no mestrado há nítida teleologia, pelo viés progressista, bem como no que chamo de Otimismo Artificial (a reação religiosa ao Pessimismo Essencial) também haver.</div>
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Mas lembro que descrevi um Otimismo original puro, aquele que não é condicionado por circunstâncias externas, mas totalmente espontâneo, fortemente associado à constituição psicológica do indivíduo.</div>
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Nesse sentido, não há teleologia alguma, a vida é sentida como boa diretamente. Um Bem-Estar, uma “alegria de viver”, como ironiza-se frequentemente. Não há télos porque o otimista já está onde quer, deslocando qualquer fim para outras questões.</div>
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Sou exemplo de tal constituição. Em oposição aos que desde pequenos sentem a tragédia existencial, a mim sempre surpreendeu o fato das pessoas parecerem dificultar tanto as coisas. Tudo me parecia tão simples que surpreendia-me, aliás até hoje ainda me surpreende, como tantos conseguem ter tantos problemas!</div>
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Exceção foi justamente o período em que sucumbi à carga religiosa, em especial gnóstica, e outras formas de misticismos que busquei ativamente na juventude, do quais me livrei pela via do ceticismo, não apenas recuperando, mas mesmo maximizando meu bem estar original.</div>
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Mas voltando ao télos, não caberia também teleologia no pessimismo?</div>
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Ao menos no mais estruturado, principalmente a EN, não é também teleológica? Como poderia um sistema ético não sê-lo? E principalmente um que defenda a superação da ética?</div>
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E mesmo o pessimismo vulgar, não teria também alguma finalidade?</div>
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Se bem que, sendo seres intencionais, e intenção pressupõe finalidade, talvez seja difícil achar algo não teleológico na existência humana.</div>
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E por quanto tempo evitaremos a questão de que o pessimismo também seria uma reação à terminalidade, ou, penso eu, à uma pré disposição incômoda que encontra nele exatamente sua superação?</div>
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Nesse sentido, seria explicitamente teleológico. Uma saída estética que neutraliza, ou ao menos alivia a “tristeza de viver”. Ao passo que o tal otimista puro, por já estar onde quer, ou já querer estar onde está, não precisaria de télos algum.</div>
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<b>Pessimismo e Sociedade</b></div>
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A pergunta de Fabiano Lana à Cabrera, devidamente interceptada por um remoto Gabriel Silveira, sobre questões sociais envolvidas, cedo ou tarde terá que ser enfrentada. Se a EN lograr maior repercussão num mundo onde o termo “social” virou mantran, não há como se esquivar de duas questões fundamentais: Qual sua utilidade para as questões sociais (a serem entendidas); Qual a sua utilidade para as questões sociais (a serem revertidas).</div>
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A meu ver, a contribuição para o entendimento é inegável porque ela de fato descreve uma visão de mundo válida, e insisto, muito mais popular do que seus simpatizantes costumam pensar. Como as mentalidades são o fundamento da existência social humana, uma psico sociologia sobre o tema deve ser fértil.</div>
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Para a solução, me parece nada menos do que totalmente contraproducente. Aliás, qualquer forma de pessimismo em geral. Problemas sociais foram historicamente abordados sobre um inexorável otimismo progressista, aliás, parece inconcebível que fosse diferente. O que sempre insisto, é que a EN só poderia legar como resultado prático a redução ainda maior da taxa de reprodução das classes mais favorecidas, tendo eficácia zero em moderar a reprodução desenfreada das classes que realmente precisam fazê-lo. Em suma, ajudaria a concentrar renda. Isso sem contar o fato de a simples menção da desvalia da vida humana e da inabilitação moral jamais poderiam ter qualquer resultado social sequer remotamente desejável.</div>
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<div>
Como sempre digo, a EN é uma afirmação da impossibilidade da ética, como penso este evento ter deixado bem claro. Qualquer de suas teses não tem utilidade no sentido político, econômico ou social. O máximo que poder-se-ia esperar dela é um sonho pós-ético inimaginável.<br />
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<br /><div style="text-align: right;">
<b>Marcus Valerio XR</b></div>
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<a href="http://www.xr.pro.br/"><b>http://www.xr.pro.br/</b></a></div>
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</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8791574760296710975.post-87608232776750732752012-04-19T10:00:00.000-07:002012-05-09T10:01:55.781-07:00Questões e Comentários<div style="text-align: center;">
<b>Marcelo Senna - 2 de maio de 2012 07:15</b></div>
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<span style="text-align: justify;">Agradeço o empenho em fazer a transmissão, essa primeira parte funcionou muito bem! </span><br />
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Tentei enviar uma questão para o Julio Cabrera (cuja palestra infelizmente não pode ser disponibilizada em vídeo), mas não deu pra ser lida no debate. Assim, envio-a aqui novamente - foi formulado um pouco telegraficamente, por ter limites no canal USTREAM, mas aí vai:</div>
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Uma pergunta sobre a tese da inutilidade do diálogo - podemos contestá-la dizendo que o diálogo é uma forma de ação coerente com a ética negativa - mesmo que não se objetive a transformação do outro, se disponibiliza para uma transformação de si. </div>
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É, em suma, a essência de uma educação negativa. </div>
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Complementando: O diálogo é uma discussão (e não uma disputa, como diz Kant na Crítica do juízo), não se pode disputar a verdade com o outro, mas pode-se ampliar-lhe a sensibilidade e a compreensão e, mesmo que não chegue a concordar conosco, aprimora a relação entre seres fadados a um grau de incomunicabilidade como nós.</div>
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Por isso o diálogo é uma forma de interação negativa com o outro.</div>
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PS: o diálogo é uma marca essencial do amor negativo - [o enlaçamento possível com o outro terminal, como eu.]</div>
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PS2: O aspecto mais otimista do pessimista negativo é disponibilidade para, no diálogo, tentar criar valor.</div>
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Desse modo, argumento a favor da "utilidade negativa" do diálogo.</div>
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é isso, como disse, formulado sinteticamente; se interessar, podemos tentar aprofundar e ampliar a questão.</div>
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abraços,<br />
Marcelo <br />
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<b>---</b></div>
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<b></b><br />
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<b><b>Marcelo Senna - 2 de maio de 2012 07:20</b></b></div>
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olá a todos e todas,<o:p></o:p></div>
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agradeço mais uma vez o empenho
na realização da transmissão do seminário Pessimismo e Otimismo Moral, gostei
muito de acompanhá-lo e conhecer as contribuições e críticas de vários
sobreviventes, de mim já conhecidos ou ainda não. Elogio também a perspicácia
da moderação virtual, que soube escolher trechos relevantes do debate virtual
que se realizava paralelamente para apresentar como perguntas. Foi bom ter
contato com o Gabriel, de Maceió, através desse debate também. Também gostei
que os vídeos das palestras tenham sido mantidos na página, consegui assistir
às apresentações finais ontem e gostaria de, eventualmente, voltar a assistir
alguns dos vídeos como forma de recuperar pontos importantes de argumentação.<o:p></o:p></div>
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Abaixo seguem duas tentativas de
desenvolver alguns pontos que o seminário me deu a pensar. Envio como forma de
retribuição pelas múltiplas ideias e questões oferecidas pelos vários
participantes, esperando quiçá suscitar alguma questão sobre a qual valha o
diálogo. Incluí, além da referência filosófica, duas referências ao cancioneiro
brasileiro, na medida em que aí podemos encontrar também pensamento de dimensão
e valor filosófico (vai aqui a licença de alguma afrociberdelia, conceito de
Chico Science). Tento praticar a filosofia num nível escolar, o que inclui
trechos de conversa algo jornalística, talvez, mas procura não perder de vista
as questões essenciais, abordando-as através desse discurso misto entre teoria
e reportagem (quiçá ao modo antropofágico). Vai ainda no estilo um tanto
telegráfico e inacabado, mas parece-se suficientemente compreensível.<o:p></o:p></div>
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1. Na Crítica de la moral
afirmativa (1996), p. 161-162, Cabrera parece entender a educação como a
educação que o progenitor está obrigado moralmente a oferecer a seu filho; ou,
por outro lado, como a educação que o filho tem o direito de demandar ou exigir
do progenitor, pelo fato de ter sido feito nascer [de ter nascido]. Porém a
educação não se deixa pensar apenas na relação entre progenitores e seus
filhos. Ela pode e precisa ser pensada também na relação de sobrevivente a
sobrevivente. Essa educação da sobrevivência não apenas é possível mas pode ser
dita até mesmo necessária. Não é a demanda por essa educação que podemos
encontrar nos movimentos autoeducativos em situações de vulnerabilidade e
ameaça radicais, como na sobrevivência nas periferias conflagradas de cidade e
campo ou a sobrevivência nos campos de concentração? Assim, se queremos pensar
a educação negativa, podemos olhar para experiências de hip hop, entre outras.
Referência inicial: Racionais MC’s, Sobrevivendo no Inferno (1997) <a href="http://www.radio.uol.com.br/#/album/racionais-mcs/sobrevivendo-no-inferno/18501">http://www.radio.uol.com.br/#/album/racionais-mcs/sobrevivendo-no-inferno/18501</a><o:p></o:p></div>
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[Cd publicado um ano após a
Crítica de la moral afirmativa]; em cujo encarte podemos encontrar a enunciação
de duas teses ontológicas: “periferia é periferia (em qualquer lugar)”; e “aqui
quem fala é mais um sobrevivente”. [a desenvolver]]. [considerando a saudação
inicial a São Jorge, pode-se pensar até mesmo em uma religiosidade negativa, a
religiosidade do hip hop]. [uma religião negativa na qual o cultivo da palavra
(do debate, da discussão, das tentativas de comunicação mesmo no meio da
incomunicabilidade, dos obstáculos inarredáveis à comunicação e à comunhão) –
para voltar ao tema da inutilidade dos diálogos e debates filosóficos, ou do
amor vivido neles, da morte através da palavra (...) [toda sobrevivência é uma
religião, tese subsidiária].<o:p></o:p></div>
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(...) 2. Para outro tópico: o não
ser não é o vazio, mas o caos. O não ser é o caos. O ser é tudo o que é o caso?
O caso é o caos. O caos é ser e não ser, devir é caos, fonte originária do
aparecer e do desaparecer. Qual o valor do caos? Não é uma opção estarmos fora
do caos, nem mesmo na morte (a morte não é a saída do caos, embora seja a saída
da vida). A ética negativa é, em alguma medida, subjetiva, pois se refere ao
ser e não ser dos sujeitos humanos, das vidas humanas, dos indivíduos humanos.
Para ser uma ética para além da subjetividade, deve caminhar na direção de uma
ética imanente, uma ética do caos, uma ética transsubjetiva, além do sujeito. A
diferença entre o caos e o não ser talvez esteja primordialmente no resíduo de
mistério presente no caos e que no não ser parece estar oculto ou ter sido
eliminado. [a reserva de mistério faz com que seja permitido à ética negativa
manter uma espécie de agnosticismo primordial (“Ur-agnosticismo”...), e
aproximar, nesse nível mais radical, a razão e a magia [a desenvolver,
bastante; - uma tentativa: o caso é que aqui nos encontramos no limite da razão
e da moralidade racional, nesse limite em que o pensamento torna-se ação, o
negativo se realiza como positivo evanescente, a razão em fluxo talvez não
possa ser senão magia - esta parte está menos elaborada, reconheço]. <o:p></o:p></div>
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Referência aqui é a obra de Jorge
Mautner, cuja presença-ausência da morte-vida, investigação da dialética do sim
e do não, consideração do mistério – e do amor “transsubjetivo”– podem ser
encontradas em vários lugares, dos quais indico agora apenas duas canções:
“Morre-se assim” e “Pedra Bruta”.<o:p></o:p></div>
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Podem ser ouvidas na radio UOL: <a href="http://www.radio.uol.com.br/#/busca/jorgemautner">http://www.radio.uol.com.br/#/busca/jorgemautner</a><o:p></o:p></div>
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Ou ver outras referências em:
http://www.jorgemautner.com.br/<o:p></o:p></div>
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Donde, da consideração de
educação e caos, ressalta a necessidade de pensar o amor negativo. (voltar ao
Projeto de ética negativa).<o:p></o:p></div>
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<br /></div>
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Alguém se anima a dobrar ou
desdobrar esses pontos?<o:p></o:p></div>
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<br /></div>
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abraços,<o:p></o:p></div>
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Marcelo<o:p></o:p></div>
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<br /></div>
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PS: foi divertido ver o tom algo
teatral do final do seminário, no qual a inutilidade da comunicação foi mais
uma vez comprovada! E, no entanto, houve comunicação!<o:p></o:p></div>
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<br /></div>
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<o:p><b>---</b></o:p></div>
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<o:p><br /></o:p></div>
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<b>Marcelo Senna - 2 de maio de 2012
07:24</b><o:p></o:p></div>
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<br /></div>
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olá,<o:p></o:p></div>
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<br /></div>
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envio uma suma dos comentários
sobre a palestra de Fabiano, produzidos no debate virtual da palestra e um
pouco além. Seguem os comentários:<o:p></o:p></div>
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<br /></div>
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Achei a apresentação de Fabiano
interessante, mas me incomodou um pouco pensar a ética só individualmente e nao
vê-la como um fenômeno social, ela surge em sociedades, e já surgiu em várias;
então, mesmo que as condições biológicas e psicológicas sejam adversas à ética,
ela não deixa de existir, como tarefa heróica ou impossível, mas existe.<o:p></o:p></div>
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Tanto a moral como uma norma
social que envolve valor; quanto a ética como reflexão filosófica - existem
ambas!<o:p></o:p></div>
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<br /></div>
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É nas relações sociais onde se
cria o valor; a ética não patina no vazio, mas cria seu próprio chão, cria a si
mesma na sua relação com os outros; antes de patinar no vazio, ela navega sobre
ondas, ou surfa no caos. De fato, pode-se problematizar o conceito de vazio com
o conceito de caos, ou não?<o:p></o:p></div>
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<br /></div>
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Acho que o Fabiano apresentou
argumentos que fortalecem a tese da inabilitação moral, mas não impede que a
ética exista como constituição de si, cuidado de si - afirmativa ou
negativamente. - a ética não é natureza, mas é segunda natureza...<o:p></o:p></div>
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A educação é justamente o
trabalho de produzir o "humano", moldar as forças instintivas numa
forma de ser.<o:p></o:p></div>
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Acho que a ética está na tensão
entre o governo de si e dos outros, constituir a si sempre se dá na refrega – a
refrega entre afetos meus e doutros, a luta e o jogo onde se criam os valores.<o:p></o:p></div>
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Então a ética talvez seja uma
vertigem por ser apenas um dos lances do jogo de afetos e poder... será?<o:p></o:p></div>
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Você acha que o jogo de forças se
dá no nível do ser? Nós nos constituimos nesse jogo, com vertigens éticas? O
que seria a ética, se não uma vertigem? (não um fundamento, mas um efeito).<o:p></o:p></div>
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Uma vida pós-moral deve ser algo
assim, como o cuidado de si que sabe de seu vazio, um cuidado negativo de si; e
que também se sabe cuidado do outro, governo de si e governo de outro. Uma
ética imanente, uma ética dos afetos, como a de Spinoza, pode ser uma matriz
para isso, ainda que seja preciso fazer uma discussão negativa da ética de
Spinoza.<br />
<br />
<o:p></o:p></div>
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abraços,<o:p></o:p></div>
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Marcelo<o:p></o:p></div>
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<o:p><b>--- </b></o:p></div>
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<o:p><br /></o:p></div>
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<b>Marcelo Senna - 6 de maio de 2012
09:46</b><o:p></o:p></div>
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<b><br /></b></div>
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ética arrodeia corguinho.
[polêmica provocativa underground n. 5]<o:p></o:p></div>
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a propósito das cifras de Cesar e
Alessandro:<o:p></o:p></div>
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caba não mundão <a href="http://www.youtube.com/watch?v=jUE1G_vVRkc&feature=related">http://www.youtube.com/watch?v=jUE1G_vVRkc&feature=related</a><o:p></o:p></div>
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pulei o corguinho <a href="http://www.youtube.com/watch?v=tPqn0fd0ewA">http://www.youtube.com/watch?v=tPqn0fd0ewA</a><o:p></o:p></div>
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sertaneja otimismo pensa o ser
como além de não ser, kaos e mulher. O ser é mulher: “caba não mundão, caba não
que é bão, quanto mais mulher bonita a gente bebe e acha bão”. O otimista é,
como já observado no seminário, heteroteleológico. A mulher, o ser, o infinito
é a quem me entrego como finito, não ser, homem. Além de hetero, o otimista é o
ponto de vista do macho, entregue à fêmea do ser, ao ser como fêmea. O ser é
feminino: a ser. É na mudança do artigo em preposição que se revela a diferença
entre bom e bão: bão é desfruto enquanto bom se usufruto. E o bem então? É feminina,
a ser: a bem. O curso do rio, currículo, é a corguinho, córrego corrência
errância da ser líquida (“mulher bonita a gente bebe”), a ser bela e boa, a
bem. Pular o corguinho é pular a ética; a ética é o arrodeio do corguinho, o
percorrer os limites do seguir e pular – ética imanente dos afetos. A morte é o
corguinho que já nasceu pulado. A lâmina da ser, a fio cortante, a morte, a
corguinho. Será um otimismo negativo a consciência da corguinho, entrega da
vida a mistério e kaos na forma fêmea da ser? Como herákleitos, na beira do rio
logos: ethos anthropos daimon. De uma tradução impossível a um novo fragmento.
[incompleto como sempre, mas nunca deixando de tender à constelação
ressignificadora (...)].<o:p></o:p></div>
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O otimista afirmativo é
sertanejo, o otimista negativo é punk. Mas há um punk sertanejo, devidamente
transtornado: <a href="http://www.youtube.com/watch?v=X-wsEjfAIQU&feature=related">http://www.youtube.com/watch?v=X-wsEjfAIQU&feature=related</a><o:p></o:p></div>
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Para Conde e Dracula, bom
domingo.<o:p></o:p></div>
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<br /></div>Unknownnoreply@blogger.com4