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)
Vitor Bartoletti Sartori
Revista Libertas, Juiz de Fora, v.20, n.1, p. 211-256, jan. / jun. 2020 ISSN 1980-8518
228
ambos se defrontam no ato D - FT FT - D, da perspectiva do trabalhador. E
compra e venda, relação monetária, porém uma compra e uma venda em que
se pressupõem o comprador como capitalista e o vendedor como trabalhador
assalariado, e essa relação está dada pelo fato de que as condições para a
realização da força de trabalho – meios de subsistência e meios de produção –
estão separadas, como propriedade alheia, do possuidor da força de trabalho.
(MARX,1985, p. 29)
Se Pachukanis enfoca o primeiro parágrafo do segundo capítulo do livro I de O capital,
faz isto trazendo à tona certa centralidade do Direito, que viria a ser essencial para a própria
extração do mais-valor. Para isto, seriam essenciais tanto o sujeito de direito quanto a igualdade
jurídica. (Cf. PACHUKANIS, 2017) Aqui, porém, Marx não traz tanto à tona o papel do Direito
na compra e venda da mercadoria força de trabalho (FT), mas o papel que tem o dinheiro.
Na passagem analisada por Pachukanis
20
a forma contratual é uma mediação entre a
vontade dos possuidores de mercadoria – o comprador e o vendedor – e o reconhecimento das
pessoas como proprietários. Este reconhecimento se dá, segundo o autor da Teoria geral do
Direito e o marxismo, por meio da “forma jurídica”
21
, colocada por meio da noção de igualdade,
mais precisamente, da igualdade jurídica. (Cf. PACHUKANIS, 2017) Aqui, porém, o elo
mediador entre o comprador e o vendedor é o dinheiro. Se, como dissemos anteriormente, a
análise do livro I e do livro II implica no reconhecimento de diferentes níveis de concretude, é
preciso que analisemos com cuidado a passagem acima, em que não é o Direito ou a forma
jurídica contratual que tem o maior relevo, mas o dinheiro. Quem enfatiza com maior destaque
a relação entre igualdade jurídica e circulação de mercadorias é Engels, e não Marx. (Cf.
ENGELS, KAUTSKY, 2012) E, é preciso que se diga: a passagem na qual Pachukanis se baseia
está no primeiro parágrafo do segundo capítulo do livro I de O capital, que trata justamente do
processo de troca, que, por sua vez, supõe o dinheiro, que é tratado ao fim da sessão I de O
20
Diz Marx: “as mercadorias não podem por si mesmas ir ao mercado e se trocar. Devemos, portanto, voltar a
vista para seus guardiões, os possuidores de mercadorias. As mercadorias são coisas e, consequentemente, não
opõem resistência ao homem. Se elas não se submetem a ele de boa vontade, ele pode usar a violência, em outras
palavras, tomá-las. Para que essas coisas se refiram umas às outras como mercadorias, é necessário que os seus
guardiões se relacionem entre si como pessoas, cuja vontade reside nessas coisas, de tal modo que um, somente
de acordo com a vontade do outro, portanto, apenas mediante um ato de vontade comum a ambos, se aproprie da
mercadoria alheia enquanto aliena a própria. Eles devem, portanto, reconhecer-se reciprocamente como
proprietários privados. Essa relação jurídica, cuja forma é o contrato, desenvolvida legalmente ou não, é uma
relação de vontade, em que se reflete uma relação econômica. O conteúdo dessa relação jurídica ou de vontade é
dado por meio da relação econômica mesma.” (MARX, 1996 a, p. 79) Para uma análise da passagem tendo em
conta a arquitetura do livro I, Cf. SARTORI, 2019 a. A crítica à relação entre forma mercantil e jurídica se encontra
também em PAÇO CUNHA, 2014.
21
Colocamos entre parênteses a expressão pois, embora ela seja central a Pachukanis, ela aparece primordialmente
no plural em Marx, tendo um significado diferente. São formas jurídicas, por exemplo, o contrato as transações
jurídicas, as ficções jurídicas, entre outras. Elas aparecem preponderantemente no livro III de O capital.