CÁTEDRA DE EDUCAÇÃO ADVOCATÍCIA
ESA – OAB/SP
ALYSSON LEANDRO MASCARO
CURSOS DO ANO DE 2022
![](data:image/png;base64,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)
HORIZONTES FILOSÓFICOS DA EDUCAÇÃO ADVOCATÍCIA
Apresentação
Os cursos deste ano de 2022 da Cátedra de Educação Advocatícia da Escola Superior de Advocacia da Ordem dos Advogados do Brasil, Seção São Paulo, alcançam as questões éticas da profissão, estabelecendo prospecções, delineando horizontes e contribuindo para a intervenção na formação e na atuação prática de advogadas e advogados. A partir de 2020, a Cátedra desenvolveu pesquisas e reflexões em torno das questões gerais e específicas da educação advocatícia, sejam suas internalidades – assuntos formalmente educacionais, como as da graduação e da pós-graduação em direito – sejam suas externalidades – perfis profissionais, demandas econômicas, sociais, políticas, culturais, ideológicas. O conjunto de aulas e cursos deste ano de 2022 desdobrará as reflexões gerais desenvolvidas em 2020 e 2021 para alcançar, então, as possibilidades éticas e de mudança da subjetividade advocatícia e da sociedade.
No mês de março de 2022, as atividades da Cátedra tratarão do tema “Horizontes Filosóficos da Educação Advocatícia”. Estabelecer-se-á, aqui, uma investigação tanto dos fundamentos teóricos da educação de juristas – se orientada à prática, se orientada a modelos teóricos e doutrinários – quanto, também, do mérito daquilo que se trata por filosofia do direito. A educação de advogadas e advogados se sustenta por grandes horizontes de valoração e de compreensão de mundo que transplantados, retificados e sistematizados se encontram com tradições filosóficas. Proponho que os caminhos filosóficos que orientam a educação advocatícia sejam compreendidos a partir de um eixo dito pré-contemporâneo e outro, tipicamente contemporâneo, que, então, se desdobra em três caminhos: juspositivismos, não-juspositivismos e crítica. Tais linhas filosóficas impactam diretamente a educação, a constituição da subjetividade e as práticas relacionais de advogadas e advogados.
Alysson Leandro Mascaro
Objetivos
O curso “Horizontes Filosóficos da Educação Advocatícia”, da Cátedra de Educação Advocatícia, tem por objetivo fornecer as bases teóricas para compreender como a constituição ideológica de advogadas e advogados se faz a partir de perspectivas filosóficas consolidadas tanto pela prática quanto pelas próprias absorções de caminhos doutrinários. Com isso, fornecerá balizas de interpretação crítica a estudiosos do tema e linhas de possibilidades de intervenção, na educação advocatícia, em busca do incremento da qualificação da advocacia e das profissões jurídicas.
Ementa
1. Filosofia e educação advocatícia: fundamentos. 2. Interpelações filosóficas pré-contemporâneas na educação advocatícia. 3. Três caminhos da filosofia do direito contemporânea. 4. Filosofia do direito e materialidade ideológica da advocacia.
Conteúdo programático
29/03/2022
Horizontes Filosóficos da Educação Advocatícia.
1. Filosofia e educação advocatícia: fundamentos.
2. Interpelações filosóficas pré-contemporâneas na educação advocatícia.
3. Três caminhos da filosofia do direito contemporânea.
4. Filosofia do direito e materialidade ideológica da advocacia.
* * * * *
O curso “Horizontes Filosóficos da Educação Advocatícia” trata dos fundamentos filosóficos – práticos ou diretamente reclamados – que constituem a subjetividade de advogadas e advogados. Insisto nesta Cátedra em propor a compreensão da educação advocatícia a partir de dois ângulos: internalidades e externalidades. As filosofias do direito que formam os horizontes dos juristas advêm tanto de sistemas educacionais acessados pelas faculdades de direito e variados cursos institucionais, como os de pós-graduação, mas, também, pela coerção das relações sociais práticas. Assim sendo, culturas, valores e ideologias se forjam tanto por internalidades do ensino quanto por externalidades da sociabilidade. Há uma materialidade ideológica nos horizontes filosóficos de advogadas e advogados.
Proponho que as linhas filosóficas fundamentais que constituem a subjetividade da advocacia sejam compreendidas a partir da manutenção e sustentação de leituras pré-contemporâneas ao lado de variadas outras leituras tipicamente contemporâneas. Com isso, indico que boa parte da educação advocatícia se faz permeada por quadrantes desenvolvidos, teoricamente, nas Idades Antiga, Medieval e Moderna. Dentre eles, destacam-se, com mais frequência e peso sociológico, as visões filosóficas teológicas. Em sociedades como a brasileira, a interpelação religiosa é a sustentadora fundamental de expressivas parcelas de advogados e também das demais profissões jurídicas. Muitas vezes, tal discursividade é, mesmo, elemento basilar de coesão ideológica no campo do direito.
Mas, além disso, há visões filosóficas reclamadas pelos juristas e que operam diretamente na aplicação do direito sustentadas em bases plenamente contemporâneas. Em meu livro “Filosofia do Direito” (Ed. GEN-Atlas), postulo a possibilidade de compreensão da filosofia do direito contemporânea em três caminhos, agrupando filósofos e filosofias a partir de grandes eixos metodológicos. Tal proposta, reconhecendo posições específicas, estabelece uma didática de coesões a partir de proximidades e diferenças. São tais os três caminhos da filosofia do direito contemporânea: juspositivismos; não-juspositivismos; crítica. Suas perspectivas implicam posições distintas na educação jurídica e de advogadas e advogados.
Horizontes filosóficos juspositivistas organizam a educação advocatícia para um conhecimento fundado na dogmática normativa e institucional. Trata-se do padrão mais frequente de teoria e ensino das faculdades, cursos, exames e concursos, além de o ser, também, no campo da discursividade jurídica prática. Proponho que suas variações mais decisivas são: a) juspositivismo eclético; b) juspositivismo estrito; c) juspositivismo “ético”. Já horizontes jusfilosóficos não-juspositivistas reclamam fundar o direito a partir de facetas da realidade: o poder físico concreto, as armas, a natureza das coisas etc. A educação advocatícia feita por tal padrão se desgarra parcialmente da normatividade. Em margens conservadoras, reclamam uma ordem natural contra a novidade legislativa; em margens progressistas, dizem da inutilidade das leis se não tocam o tecido social.
Os mais altos horizontes filosóficos do direito contemporâneo são aqueles críticos. Não apenas se permitem investigar fenômenos parciais de poder e de realismo para além das leis como, ainda e em especialmente, alcançam a específica materialidade determinante da forma jurídica na sociabilidade. Assim sendo, para além dos conteúdos jurídicos normativos, lastreiam o direito na forma de sociabilidade jurídica, derivada da forma mercantil e da valorização do valor. Operam um deslocamento da filosofia do direito da quantidade para a qualidade: no capitalismo, tudo e todos se organizam pela propriedade privada e pela relação contratual. O impacto das visões filosóficas críticas na educação advocatícia é direto: o operador do direito é aquele que se constitui no seio de estruturas de sociabilidade e da forma jurídica fazendo a distribuição e o manejo do capital. Decorre, daí, o caráter inexoravelmente crítico da educação do jurista a respeito de seu próprio afazer.
Os três caminhos da filosofia do direito contemporânea – além daqueles pré-contemporâneos que se mantêm na discursividade jurídica hodierna – revelam-se materialidades ideológicas fundamentais da educação advocatícia. Refletem posições concretas no contexto das relações sociais e, também, interesses, concorrências e lutas. Uma educação advocatícia crítica só pode se arraigar na correspondência com uma filosofia do direito crítica.
* * * * *