A igualdade é o horizonte normativo fundamental da vida democrática. Seu sentido não está vinculado a alguma forma de imposição de homogeneidades, como se não fosse possível, em uma sociedade igualitária, o reconhecimento efetivo da diferença
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)
Domínio público
A igualdade é o horizonte normativo fundamental da vida democrática. Seu sentido não está vinculado a alguma forma de imposição de homogeneidades, como se não fosse possível, em uma sociedade igualitária, o reconhecimento efetivo da diferença. Na verdade, podemos dizer exatamente o contrário, a saber, que só em uma sociedade radicalmente igualitária, diferenças e singularidades são possíveis. Pois, nesse contexto, “igualdade” significa ausência de hierarquia, ausência de sujeição. Quando a hierarquia impera, diferenças só podem ser vividas como desigualdades, pois a hierarquia impõe níveis de valores. O que é diferente do que está acima é necessariamente menos valorizado. Nesse sentido, ser diferente em uma sociedade hierarquizada significa ser desigual, ser mais vulnerável, não ser conforme ao que se espera para ter poder.
Note-se ainda que a crítica da hierarquia não significa necessariamente o desconhecimento da existência de relações sociais baseadas em autoridade e poder, mas significa simplesmente que tais relações de autoridade e poder podem circular em várias direções, que elas não se cristalizam, que elas são continuamente reversíveis e dinâmicas. Ou seja, em uma sociedade desprovida de hierarquia, as relações de poder não se transformam em relações de dominação. Poder e dominação não são necessariamente a mesma coisa, embora normalmente eles se sobreponham. Poder é a capacidade de exercer sua própria potência de ação e engajar outros nesse processo. Poder é compreender que essa potência de ação não é individual, mas é expressão do desdobramento de relações sociais, passadas e atuais, das quais faço parte. Por isso, a ação que daí deriva não é uma imposição. Ela é um encontro. Todo encontro é uma relação de poder, pois permite a circulação de dinâmicas de ação e transformação através de um engajamento coletivo que ressoa dimensões inconscientes de minhas motivações para agir. Dominação, por sua vez, é a sujeição da vontade de um sujeito à vontade de outro. Por isso, ela só pode se exercer como mando e vigilância. Pois uma vontade individual só se exerce pela força ou pela promessa de participação de mandos posteriores.
Ou seja, em uma sociedade radicalmente igualitária, as diferenças não são destruídas por hierarquias, o poder circula e não se cristaliza em pontos específicos. E se as diferenças não são destruídas, isso significa que uma sociedade igualitária reconhece tais diferenças, essa é sua real dinâmica. Devemos falar em “dinâmica” nesse contexto porque reconhecimento não é simples recognição. Reconhecer algo ou alguém não significa simplesmente tomar nota de sua existência. Antes, significa mudar estruturalmente quem reconhece, pois ao reconhecer outro que até então eu não reconhecia, algo de meu mundo se modifica, sou afetado por aquilo que até então me era inexistente, uma mutação estrutural do campo da experiência ocorre. Por isso, sociedades igualitárias são plásticas e em contínua mutação.
Essas colocações iniciais servem para lembrar como a desigualdade é não apenas um problema de ordem socioeconômica, mas um bloqueio estrutural na realização de uma sociedade democrática. Ela não é um problema dentre outros, mas o problema central quando se é questão de compreender os déficits normativos de uma sociedade e as limitações em sua potencialidade de criação e coesão. E, nesse ponto, é claro que a sociedade brasileira aparece como um caso dramático, devido a seus níveis exponenciais de desigualdade.
O problema da desigualdade em uma sociedade como a brasileira é algo que exige uma abordagem transversal, pois atinge múltiplas dimensões de nossas formas de vida e de nossos processos de reprodução material. Tais dimensões não podem ser tratadas separadamente, mas exigem abordagens focadas que possam ser capazes de consolidar um conjunto articulado de ações.
De forma esquemática, podemos dizer que não há discussão sobre a desigualdade entre nós sem que possamos analisar as articulações entre desigualdades econômicas, regionais, raciais, de gênero e epistêmicas. Um país como o Brasil, que se constituiu a partir da naturalização de hierarquias e apagamentos coloniais, não pode confundir a luta contra a desigualdade com a realização de políticas de redistribuição. De fato, a redistribuição é fator central desse debate, mas ela não elimina a necessidade de lidar com as múltiplas dimensões de reconhecimento bloqueado advindo das hierarquias presentes em estruturas sociais de gênero, raça e circulação de saberes. Redistribuição e reconhecimento são assim dimensões constituintes das políticas de combate à desigualdade e precisam estar no horizonte de toda constituição de ações articuladas de governo.
Desigualdade econômica e regional
É evidente, no entanto, que historicamente a desigualdade econômica tem chamado mais a atenção dos que se debruçam sobre a realidade brasileira. O que não poderia ser diferente para um país que se encontra entre os dez países com maior desigualdade econômica no mundo, segundo o índice Gini. Essa desigualdade econômica se mostrou extremamente resiliente, a despeito das inúmeras políticas tentadas nas últimas décadas. Na verdade, ela se agravou nos últimos anos. Basta levar em conta o fato de que, em 2000, o 1% mais rico da população brasileira detinha 44,2% da riqueza nacional. Em 2010, esse número cai para 40,5% e em 2020 sobe novamente para 49,5%. Para se ter uma ideia da magnitude de tais números, nos EUA, 1% da população mais rica detém, em 2020, 35% da riqueza nacional.
Vale lembrar que, segundo o mesmo índice Gini, em 2020 o Brasil conheceu paradoxalmente uma queda significativa da desigualdade, fruto da massiva transferência de renda realizada no momento da pandemia. No entanto, essa era uma política emergencial, que não tocava efetivamente nas estruturas de concentração de renda e preservação de ganhos e propriedades que caracterizam a sociedade brasileira. Por isso, ela foi um ponto fora da curva. Esse fato demonstra como as políticas necessárias precisam ser duradouras, e isso exige mobilizar uma dimensão propriamente estrutural da economia brasileira.
Notemos, entre outros, como a questão da desigualdade econômica traz em seu bojo uma urgência propriamente biopolítica, ou seja, ela define os ritmos de vida e morte que separam grupos sociais. Tomemos, por exemplo, os níveis de expectativa de vida nos bairros da cidade de São Paulo. Segundo o Mapa da desigualdade, em Alto de Pinheiros, a expectativa de vida média é atualmente de 80,9 anos. Em Guaianazes, ela é de 58,3 anos.
Isso demonstra de forma clara como a sociedade brasileira, por preservar de forma atávica seus níveis de desigualdade, decidiu de forma soberana quem pode ter uma vida longa e quem deve morrer rápido.
Contra a estabilização de tais situações, faz-se necessário não apenas políticas públicas de reparação, mas de transformação estrutural. Elas deveriam passar por dois eixos. O primeiro deles lembra que a desigualdade econômica é fruto direto da desigualdade no controle e posse dos aparelhos produtivos. Essa é a questão mais intocada de nossas sociedades capitalistas, no entanto, ela é uma das chaves fundamentais para a luta contra a desigualdade econômica. Sociedades que criam dispositivos de autogestão da classe trabalhadora ou de participação conjugada da classe trabalhadora no processo de gestão de empresas e corporações têm melhores condições para realizar administrações voltadas ao interesse coletivo e ao enriquecimento comum.
Podemos lembrar, nesse contexto, de um exemplo de nosso Estado de São Paulo. A partir de 2003, a fábrica de reservatórios e tonéis plásticos Flaskô, sediada no município de Sumaré, passou à autogestão da classe trabalhadora. Nesse período, ela viu sua produção aumentar, o tempo de trabalho diminuir e os salários subirem. Pois a visão do processo produtivo própria a quem está efetivamente vinculado à produção é mais racional e menos onerosa. Exemplos dessa natureza demonstram que incentivos à autogestão (como isenção de impostos a empresas que passem para esse modo de gestão) e à gestão participativa (como leis que obriguem empresas e corporações a terem ao menos 30% de seus conselhos diretivos compostos de representantes das trabalhadoras e trabalhadores) teriam impacto relevante na estrutura da desigualdade econômica.
Da mesma forma, a limitação da diferença de ganhos é elemento fundamental em tal política. Isso passa por uma reforma tributária que efetivamente taxe renda e lucros, ao invés de taxar consumo. Devemos lembrar que o Brasil é, juntamente com a Estônia, o único país no mundo a não taxar lucros e dividendos. Da mesma forma, ele desconhece imposto sobre grandes fortunas, mesmo que tal imposto esteja previsto na Constituição de 1988. Há uma exigência de justiça tributária que deve ser o horizonte real de políticas públicas.
Mas a limitação de ganhos passa também pela possibilidade de impor limites claros para diferenças salariais. O Brasil é um país onde o menor e o maior salário no interior de uma empresa (sem contar bonificações e outros rendimentos) pode chegar a até 120 vezes. Uma limitação legal dessa diferença, assim como a implantação de um salário máximo poderia servir como fator robusto de limitação de tais desigualdades.
Soma-se a isso o fato de países como o Brasil conhecerem ainda profundas desigualdades regionais, fruto da concentração de seu desenvolvimento industrial e de sua política tributária na qual a arrecadação vai à União sem os correspondentes repasses aos Estados e municípios. Desde os anos sessenta, graças ao trabalho pioneiro de economistas como Celso Furtado, é clara a necessidade de conjuntos específicos de políticas de desenvolvimento regional com respectivas instituições gestoras. Se quisermos utilizar o mesmo critério de expectativa de vida para medir o impacto das desigualdades regionais, há de se lembrar que em Estados como Santa Catarina a expectativa de vida é de 79,4 anos enquanto no Maranhão encontramos 70,9.
Desigualdades de gênero, raça e epistêmica
Mas como foi dito anteriormente, a reflexão sobre a desigualdade brasileira exige uma abordagem transversal na qual problemas de redistribuição e reconhecimento possam ser pensados conjuntamente. O processo de acumulação primitiva do capitalismo exige não apenas a espoliação do trabalho pago, mas o uso do trabalho gratuito. Nesse caso, seja como trabalho realizado por populações escravizadas, seja como trabalho não pago resultante da sujeição patriarcal das mulheres. E mesmo nas estruturas tradicionais da espoliação do trabalho pago, encontramos o impacto das desigualdades de gênero e de raça. A sociedade brasileira preserva suas hierarquias de desigualdade através da consolidação de certos setores como potencialmente vulneráveis.
A esse respeito, lembremos como o Brasil foi um país criado a partir da implementação da célula econômica do latifúndio escravagista primário-exportador em solo americano. Antes de ser uma colonização de povoamento, tratava-se de desenvolver, pela primeira vez, uma nova forma de ordem econômica vinculada à produção exportadora e ao uso massivo de mão de obra escrava. Lembremos como o Império português será o primeiro a se engajar no comércio transatlântico de escravos, chegando à posição de quase-monopólio em meados do século 16. 35% de todos os escravos transportados para as Américas foram direcionados para o Brasil. Sendo o latifúndio escravagista a célula elementar da sociedade brasileira, sendo o Brasil o último país americano a abolir a escravidão, não será estranho conceber o País como o maior experimento de necropolítica colonial da história moderna.
De fato, a dinâmica colonial assenta-se em uma “distinção ontológica” que se demonstrará extremamente resiliente, conservando-se mesmo após o ocaso do colonialismo como forma socioeconômica. Ela consiste na consolidação de um sistema de partilha entre dois regimes de subjetivação. Um permite que sujeitos sejam reconhecidos como “pessoas”, outro que leva sujeitos a serem determinados como “coisas”. Aqueles sujeitos que alcançam a condição de “pessoas” podem ser reconhecidos como portadores de direitos vinculados, preferencialmente, à capacidade de proteção oferecida pelo Estado. Como uma das consequências, a morte de uma “pessoa” será marcada pelo dolo, pelo luto, pela manifestação social da perda. Ela será objeto de narrativa e comoção. Já os sujeitos degradados a condição de “coisas” (e a degradação estruturante se dá no interior das relações escravagistas, embora ela normalmente permaneça mesmo depois do ocaso formal da escravidão) serão objetos de uma morte sem dolo. Sua morte será vista como portadora do estatuto da degradação de objetos. Ela não terá narrativa, mas se reduzirá à quantificação numerária que normalmente aplicamos às coisas. Aqueles que habitam países construídos a partir da matriz colonial sabem da normalidade de tal situação quando, ainda hoje, abrem jornais e leem: “nove mortos na última intervenção policial em Paraisópolis”, “85 mortos na rebelião de presos de Belém”. A descrição se resume normalmente a números sem história.
Não é difícil compreender como esta naturalização da distinção ontológica entre sujeitos através do destino de suas mortes é um dispositivo fundamental de governo. Ele perpetua uma dinâmica de guerra civil não declarada através da qual aqueles submetidos à espoliação econômica máxima, às condições mais degradadas de trabalho e remuneração, são paralisados em sua força de revolta pela generalização do medo diante do extermínio de Estado. Ela é assim o braço armado de uma luta de classes para a qual convergem, entre outros, marcadores evidentes de racialização. Pois trata-se de fazer passar tal distinção ontológica no interior da vida social e de sua estrutura cotidiana. Os sujeitos devem, a todo momento, perceber como o Estado age a partir de tal distinção, como ela opera explicitamente e em silêncio.
Neste sentido, notemos como tal dinâmica necropolítica responde, após o ocaso das relações coloniais explícitas, às estratégias de preservação de interesses de classe, na qual o Estado age, diante de certas classes, como “Estado protetor”, enquanto age diante de outras como “Estado predador”. Em suma, há de se insistir como a necropolítica aparece assim enquanto dispositivo de preservação de estruturas de paralisação de luta de classes, normalmente mais explícita em territórios e países marcados pela centralidade de experiências coloniais.
Essa gestão de uma guerra civil não declarada passa necessariamente pela degradação de matrizes epistêmicas vinculadas a populações submetidas ao extermínio (povos originários) e à escravidão. Nesse ponto, a universidade brasileira deve ter consciência de sua posição paradoxal. Podemos falar em paradoxo porque a universidade latino-americana está diante de um processo emancipador e silenciador. Por exemplo, a primeira universidade da América Latina (San Marco, Peru) data do século 16. Ela se instaura no meio de uma guerra colonial contra um povo com largo conhecimento tecnológico e complexa cosmovisão, a saber, os incas. Uma das funções da universidade será impor um silenciamento cultural e epistêmico que irá perdurar, de certa forma, até hoje. Ter essa consciência autocrítica, entender-se também como parte do problema, é uma das maiores contribuições que a universidade brasileira pode dar à luta contra a desigualdade.
Vladimir Safatle
Professor da Faculdade de Filosofia, Letras e Ciências Humanas da USP
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