![](data:image/png;base64,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)
Revista Libertas, Juiz de Fora, v. 21, n.1, p. 39-51, jan. / jun. 2021 ISSN 1980-8518
idealista da filosofia da práxis. E nisso, de resto, ele não constitui de forma alguma uma
exceção; pode-se revelar assim como todo o marxismo italiano é marcado por esse caráter
idealista, e como, portanto, a operação de apresentação e liquidação do materialismo histórico,
conduzida na Itália pelo neoidealismo, foi acompanhada de considerável sucesso e influenciou
ou, mais precisamente, marcou toda uma geração, instaurando, por meio de uma política
cultural na qual a refutação do marxismo era o aspecto central, todo um clima cultural. A lucidez
de Gramsci, em ver no revisionismo
o caráter essencial da filosofia croceana, nele convive
com a ideia de que o momento mais elevado da filosofia mundial da época é, justamente, a
própria filosofia croceana, uma filosofia especulativa enriquecida pela concretude da filosofia
da práxis
. O marxismo de Gramsci é, portanto, marcadamente afetado por todos aqueles temas
que constituem a problemática marxiana tal como apresentada por Croce
, e tal apresentação
certamente não foi constituída sob a bandeira da abertura do entendimento filosófico do
marxismo. Gramsci, no entanto, repensa tudo isso de um outro ângulo político em relação aos
seus “mestres” idealistas e, em certo sentido, leva o historicismo imanentístico às suas últimas
consequências, ressaltando impiedosamente as incongruências, o elitismo, a razão política pela
qual a filosofia idealista falha em dissolver-se efetivamente em ato histórico, em transmutar-se
em política, mas continua a ser entendida como posta acima das categorias próprias da história.
Gramsci critica Croce e Gentile substancialmente com as armas que eles próprios lhe
forneceram e, dessa forma, chega a elaborar uma originalíssima teoria política, exposta nos
Quaderni. E, no entanto, com isso, não consegue alterar os limites filosóficos de sua
problemática inicial. Assim, a primazia atribuída à “concepção subjetiva da realidade” continua
a ser entendida como o efeito da superestimação do meio hegemônico cultural, legado de uma
original e nunca abandonada ascendência idealista com a proeminência dada ao fazer humano
na história
. A filosofia da práxis, na sua versão gramsciana, é assim definida como totalmente
“Croce, de 1912 a 1932 (elaboração da história ético-política), tende a permanecer o líder das tendências
revisionistas para conduzi-las a uma crítica radical e à liquidação (político-ideológica) também do materialismo
histórico atenuado” (Ibid., p. 1207).
Cf. a este respeito S. Timpanaro, Sul materialismo, Milano, Unicopli, 1997 [Pisa, Nistri Lischi, 1970], p. 203-4.
Observe-se como se põe, nos Quaderni..., a questão da objetividade: “Parece-me um erro demandar da ciência
enquanto tal a prova da objetividade da realidade: esta é uma concepção do mundo, uma filosofia, não um dado
científico [...]. Na medida em que esta objetividade se estabelece [na ciência], ela se afirma: afirma-se o ser em si,
o ser permanente, o ser comum a todos os homens, o ser independente de qualquer ponto de vista que seja
meramente particular. Mas isso também é uma concepção de mundo, uma ideologia [...]. O que mais importa,
portanto, não é a objetividade da realidade enquanto tal, mas o homem que elabora esses métodos [...], isso é a
cultura, isso é a concepção de mundo, isso é a relação entre o homem e a realidade. Procurar a realidade fora do
homem, portanto, parece um paradoxo, assim como para a religião é um paradoxo (pecado) buscar a realidade fora
de Deus [...]. Sem a atividade do homem, criador de todos os valores, inclusive os científicos, o que seria da
objetividade? Um caos, ou seja, nada, o vazio, ainda que o possamos dizer; porque, se se imaginar realmente que
o homem não existe, não se poderá imaginar a linguagem e o pensamento” (A. Gramsci, Quaderni del cárcere,