domingo, 26 de abril de 2020

Reflexões sobre o filósofo grego Platão


Se o apontar à justiça como horizonte político faz de Platão um filósofo do direito revolucionário, sua legitimação do Estado e do soberano como os responsáveis pelo destino de toda a sociedade revela seu corte de classe e sua filosofia política de dominação. A originalidade de Platão, sua singularidade no todo do pensamento jurídico e seu incômodo para a filosofia do direito prosseguem ainda hoje”. (MASCARO, 2012, grifo nosso)

OUTRORA NA MINHA juventude experimentei o que tantos jovens experimentaram. Tinha o projeto de, no dia em que pudesse dispor de mim próprio, imediatamente intervir na política”. – “Quem assim escreve, em cerca de 354 a.C., é o setuagenário Platão, numa de suas cartas – a carta VII, endereçada aos parentes e amigos de Dion de Siracusa” (PLATÃO, 1999)

Plato, Philosopher, Ancient, Scientists
Platão. Imagem: Pixabay

Sócrates não deixou nada escrito. O que se sabe hoje é através de terceiros. Em especial, a partir de seu discípulo Platão. (RAMOS; MELO; e FRATESCHI, 2018)
“Um dos maiores filósofos de todos os tempos, Platão (427 a.C. – 347 a.C.) é autor de dezenas de diálogos, cuja influência se estende por todo o pensamento ocidental até os dias de hoje. Grande parte do saber grego – a ciência, a matemática, a ética, as artes, a educação, entre outros ramos – foi examinada por Platão, responsável pela maior sistematização filosófica realizada até sua época. Ateniense de família ilustre, ele dirigiu o foco de sua atenção para a arte de governar: qual o melhor regime político possível? A quem deve ser designado o poder? Qual deve ser a estrutura da sociedade? Muitas dessas questões são tratadas em A República, obra magistral de sua maturidade, em que se entrelaçam conceitos estéticos, éticos e jurídicos. Utopia social por excelência, A República pode ser dividida em três partes. Na primeira Platão sugere um modelo de cidade ideal, formada por três classes sociais relacionadas com as partes da alma; na segunda parte o filósofo discute o conhecimento humano, do mundo ilusório das sombras à realidade das ideias. É então que se apresenta a teoria platônica das ideias segundo a qual todo objeto natural corresponde uma entidade abstrata no plano ideal. No ápice desse quadro encontra-se o conceito supremo de Bem, que também é o princípio de todo o conhecimento. Finalmente, na terceira parte da obra, Platão confronta as diversas constituições e formas de governo existentes e explica qual seria a mais adequada. Profundamente rica e densamente instigante, A República é obra basilar de nossa cultura, fonte permanente de inspiração e reflexão”. (PLATÃO, 2002)

Book, Plato, Philosophy, Wisdom
Foto: Pixabay

Com efeito, A República se trata: “Uma obra fundamental na trajetória do pensamento filosófico”. Trata-se de fato da obra mais relevante de Platão. A República mistura um modelo de utopia social e uma reflexão acerca da construção do conhecimento humano. O filósofo argumenta suas ideias políticas e filosóficas, em paralelo, com abordagens estéticas, éticas, pedagógicas e jurídicas. Também se encontra em seu trabalho o Mito da Caverna. Em tal passagem, o autor contrapõe as sombras da ignorância até a realidade verdadeira (evolução do conhecimento). Para Platão, a aquisição do conhecimento é algo libertador. Sua obra propõe, assim, reflexões sobre a realidade suprema e uma sociedade ideal. (PLATÃO, 2002)

Simplificando, pode-se também caracterizá-lo: “[Platão] É considerado um dos primeiros filósofos políticos, classificado como um moralista que busca um ‘bom governo’ e formula a teoria de um Estado ideal abstrato. Platão (427 – 347 a. C.) desenvolveu sua teoria do conhecimento e seus conceitos éticos em um sistema metafísico e moral. Sustentava que a verdade era um conceito abstrato somente acessível aos indivíduos que possuíssem faculdades excepcionais. As ideias de Platão, em teoria, conduzem políticas como um sistema científico independente. Combinou os princípios éticos e políticos, dedicou toda a sua atenção aos fins do Estado e considerou a política como arte de tornar os homens mais justos e virtuosos. Suas obras políticas são: A república, O político e As leis”, afirma Dias. (2013)

Para Platão, o Estado ideal se firma em uma aristocracia eleita pela inteligência. Para ele, as únicas pessoas aptas a governar se tratam daquelas que detêm “uma concepção abstrata do Estado”. (DIAS, 2013)
Republic, Plato, Book, Argument, Mentor
Livro. Foto: Pixabay

“Acreditava que a tirania é a pior forma de governo”, lembra Dias (2013). Para tanto, a libertação das massas origina a democracia. Do arbítrio da liberdade se origina a anarquia. E no fim deste processo aparece a tirania (mais longe da justiça – que vingava no Estado ideal). (DIAS, 2013)

Em seu Livro II, Platão (2002) discorre:

“Sócrates – A justiça é, como declaramos, um atributo não apenas do indivíduo, mas também de toda a cidade?
“Adimanto – Sim.
“Sócrates – E a cidade não é maior que o indivíduo?
    “Adimanto – Claro.
   “Sócrates – Logo, numa cidade, a justiça é mais visível e mais fácil de ser examinada. Assim, se quiserdes, começamos por procurar a natureza da justiça nas cidades; em seguida, procuraremos no indivíduo, para descobrirmos a semelhança da grande justiça com a pequena.”

PLATÃO | Guia do Estudante - Entenda o dualismo platônico e o Mito da Caverna (Saiba mais)

PLATÃO | Wikipédia (Saiba mais)

PLATÃO | Brasil Escola (Saiba mais

Quanto à questão de transcendência e alma, Rocha (2014) reflete sobre Platão: “Afinal, o que é a essência nos homens? O espírito, a alma. Mas a alma precisa do corpo para se desenvolver. A alma em Platão tem duas características: ela é preexistente (existe antes do corpo). Compõem a alma três partes: Logística, a parte superior, que corresponde à razão; Irascível, a parte mediana, que corresponde às paixões; Apetecível, a parte inferior, que corresponde aos vícios. Esta mesma tríade é comparada pelo autor às três partes do corpo”.

Desse modo, Platão expõe de maneira ontológica a luta entre o bem e o mal dentro do próprio espírito, ou seja, dentro do próprio homem. Com isso, “[a] razão deve relutar em deixar dominar pelas paixões e pelos vícios; ao contrário, ela deve conseguir se sobrepor a estes e garantir a harmonia necessária para que o ser trilhe seu caminho”. (ROCHA, 2014)

“Portanto, ressalte-se, ainda que a categoria platônica mais importante seja metafísica – a alma -, a visão idealista platônica não recorre a nenhuma circunstância externa ao ser humano para explicar ou justificar o mal e todas as imperfeições mais escatológicas que dele derivam. Esse compromisso com a compreensão da condição humana em suas limitações, e mesmo sua capacidade de ultrapassá-las, encontra-se absolutamente nas contradições que desde o início povoam os espíritos do próprio homem. Nesse sentido, os males da existência humana, imateriais e materiais, advêm de dentro do próprio ser e só a partir desse interior podem ser ultrapassados”. (ROCHA, 2014) e conclui: “Em eras seguintes, a Filosofia penderá ora para esta visão ontológica, ora para a fuga do ser de si mesmo, reportando a seres superiores ou mesmo à pura experiência social a causa de seus sofrimentos”. (ROCHA, 2014)
Fresco, Vatican, Vatican Museums
Gregos. Quadro: Pixabay

 No que se refere à moral socrática e platônica, Rocha (2014) pondera: “O pensamento platônico, todo ele inspirado em Sócrates, é mais do que uma metáfora sobre a condição humana. É a própria condição humana. Ainda que a Filosofia possa começar no Ocidente de forma idealista, o fato é que os desdobramentos da ciência do ‘conhecimento verdadeiro’ deitam seus tentáculos em todas as áreas fundamentais da existência humana”.

Quanto ao Mito da Caverna, “[e]sta poderosa metáfora [...] sintetiza em vários níveis não só os fundamentos da Filosofia socrática/platônica, como também a essência dos dilemas impregnados na existência e condição humana. Em primeiro lugar, vê-se aqui a dualidade entre a luz e a escuridão, entre a essência e a aparência, e daí o importante papel da Filosofia como ciência reflexiva e iconoclasta que procura desmistificar essa ‘pseudoconcreticidade’ da realidade (as sombras projetadas na parede da caverna)”. (ROCHA, 2014)

Secundariamente, no mito se demonstra o sofrimento por que se passa para deixar as sombras e que se atinja a realidade “(a luz que ofusca, a dor que a luz provoca)”. Rocha assim questiona se o homem atual está pronto para sofrer e descobrir a verdade alienante do dia-a-dia. Senão, “Estamos dispostos à liberdade ou aos grilhões da comodidade?”. (ROCHA, 2014)

“Finalmente, a constatação tão óbvia quanto frustrante: os homens das sombras não querem saber da verdade, se recusam até mesmo a refletir e a verificar se o que o conhecimento novo lhes diz pode ser importante para melhorarem seu cotidiano e suas existências. Pior: desdenham e repudiam o conhecimento da verdade, agridem, insultam, aviltam, constrangem e excluem de seu convívio os arautos de novas possibilidades existenciais; é a perfídia e a maledicência contra a virtude [...] A humanidade se volta contra a Filosofia e igualmente contra si mesma: desumaniza-se!”. (ROCHA, 2014)
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
Foto: Wikipédia

Portanto, os alienados, na realidade concreta do cotidiano, preferem esta condição humana, ao invés, de saber a verdade. E quando alguém que descobre a verdade se manifesta, os alienados a repudiam. Preferem a ignorância a saber a verdade.

Rocha (2014), então, encerra suas reflexões, trazendo importantes contextualizações sobre o assunto:
“A história bíblica da crucificação repete o mito platônico da mesma forma que o ratinho volta para trazer comida aos ratinhos letárgicos que não ousaram sair do lugar (Quem mexeuem meu queijo?). Da mesma forma que um Neo (Matrix) precisa abraçar a causa dos homens reais para derrotar o poder da tecnologia cibernética “supravirtual” de nossos dias, da qual ele mesmo é produto refinado [um dos personagens se lamenta de ter tomado a pílula da verdade, preferindo retornar em um humano bem de vida, mas ignorante], e provar a Sofia (O mundo de Sofia) que vale a pena subir nos pêlos do coelho e deixar de ser mero carrapato parasitando o pobre bichano. Afinal, o que aprendemos com a odisseia terrestre, o que aprenderemos com a odisseia no espaço (2001 – Uma odisseia no espaço) para além do mundo cáustico e escuro de Blade Runner [...]?”. (ROCHA, 2014, com observações nossas) 

Quem foi Platão? (JEANNIÈRE, 1995). E a autora responde: “Ninguém está certo de ter compreendido bem Platão. Para fazer uma introdução ao seu pensamento, como não reduzi-lo a fragmentos esqueléticos? Para apreender os momentos mais árduos do discurso metafísicos, é preciso fazer uma ginástica conceitual complexa. Platão sempre nos escapa, o que é muito normal, pois ele confessa que nunca compreendeu a si mesmo”. E conclui: “Mas o homem não é um animal estranho, incapaz de conhecer-se, de construir uma Cidade justa e estável, e no entanto capaz de produzir um modelo matemático coerente do universo? O mundo em sua totalidade é mais facilmente acessível do que o homem, que nunca é totalizável. Platão nos fascina” (JEANNIÈRE,  1995)

Referências

https://d1pkzhm5uq4mnt.cloudfront.net/imagens/capas/620a2ec96fcaf5748ceb1124a401ac126b9504a1.jpg 
JEANNIÈRE, Abel. Platão. Tradução: Lucy Magalhães; revisão técnica, Geraldo Frutuoso; consultor Fernando Rodrigues. Rio de Janeiro: Jorge Zahar Ed., 1995.

 https://lojasaraiva.vteximg.com.br/arquivos/ids/2092194/1004635929.jpg?v=637007138316130000

DIAS, Reinaldo. Ciência Política. 2ª. edição. São Paulo: Atlas, 2013.

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

MASCARO, Alysson Leandro. Filosofia do Direito. 2ª. edição. São Paulo: Atlas, 2012.

https://d38h3sy5jr28pf.cloudfront.net/capas-livros/9788571237872-silverio-corvisieri-a-republica-de-platao-464135326.jpg

PLATÃO. A República de Platão. Tradução de Enrico Corvisieri. São Paulo: Editora Best Seller, 2002.

 https://d1pkzhm5uq4mnt.cloudfront.net/imagens/capas/_690f1918b1045aac647b2f95a51cf6c4d49eb445.jpg

PLATÃO. Coleção Os Pensadores. São Paulo: Ed. Nova Cultural, 1999.

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