Como parte de uma sanãrie em andamento, os estudiosos da Columbia Christopher L. Brown, Eric Foner, Stephanie McCurry e Bailey Yellen, discutem o movimento Black Lives Matter.
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Reprodução
Em 29 de julho de 2020, o Departamento de Hista³ria da Columbia University exibiu a segunda parcela da nova sanãrie mensal de painanãis Em Conversa com Historiadores. Co-patrocinado pelo Comitaª de Inclusão e Diversidade e organizado por Saeeda Islam (Coordenadora de Assuntos da Faculdade) e Emma Sheinbaum (Coordenadora de Comunicação e Desenvolvimento no Departamento de Hista³ria), “Em conversa com historiadores: Black Lives Matter, Part Two†professores e estudantes de doutorado do Departamento de Hista³ria para discutir questões hista³ricas e atuais de injustia§a racial, anti-negritude institucional, resistência aos negros, supremacia branca ao longo da história e outros tópicos relacionados.
A intenção desta sanãrie éabordar por que a história importa e por que entender a interseção de maneira intersticial écrucial para processar e participar do movimento de hoje. a‰ vital que o Departamento de Hista³ria fale sobre questões que afetam nossa comunidade, envolvendo-se. O painel incluiu acadaªmicos de diferentes origens e áreas de pesquisa no Departamento de Hista³ria: Professor Christopher L. Brown, Professor Stephanie McCurry, Professor Emanãrito Eric Foner e Bailey Yellen.
 A discussão foi aberta com a seguinte pergunta: Como um problema ou questãose torna um problema paºblico e uma base paramudanças políticas?
Emancipação, abolição global e questões públicas
O professor de Hista³ria Brown, especialista em história da Gra£-Bretanha do século XVIII, no inicio do Impanãrio Brita¢nico moderno e na história comparativa de escravida£o e abolição, enfatizou a importa¢ncia de um incidente de galvanização, ação comprometida e vanculos com as fraturas hista³ricas existentes na sociedade. Ele desenhou ressona¢ncias entre a resistência ao comanãrcio transatla¢ntico de escravos e o movimento BLM de hoje contra a brutalidade policial e o complexo industrial prisional; esses elementos contribuem para o senso de urgência de hoje que vemos sobre questões que sempre estavam la¡.
Quais são algumas das coisas que mudam a paisagem em direção a mudança? Brown disse que são “ativistas comprometidos que querem vermudanças; um incidente estimulante para uma experiência que tem uma maneira de cristalizar o problema, para que as pessoas não possam simplesmente errar, [que] as confronta com o que elas estãovendo háum tempo, mas encontrou maneiras de ignorar, pedir desculpas e descartar . E algo mais fa¡cil de perder, mas talvez o mais importante, o tipo de insegurança, fratura e infelicidade em uma cultura em que háuma sensação de que as coisas estãoem um sentido muito profundo não muito longe. Que a nação, a cultura ou a sociedade estãoem uma trilha que não éaceita¡vel para uma grande parte do paºblico. â€
Brown também observou que o assassinato de George Floyd, a pandemia e as deficiências do governo federal cultivaram um senso de urgência. Estamos em um momento, disse ele, em que grandes quantidades de pessoas estãopercebendo que não podemos mais ser complacentes.
Impacto da era da reconstrução, partidos democratas e republicanos e o novo Jim Crow
O professor emanãrito de história Eric Foner éespecialista em Guerra Civil e Reconstrução, escravida£o e Amanãrica do século XIX. Na discussão, ele explorou as maneiras pelas quais o “legado não resolvido da Reconstrução continua sendo uma parte de nossas vidas†social, polatica, economicamente e além .
Foner acompanhou o paºblico na evolução de como os partidos polaticos originais mudaram as ideologias da emancipação atéos dias de hoje; isso abordou os equavocos de que as posições de democratas e republicanos de hoje sempre foram esta¡ticas quando, de fato, suas ideologias eram inversas atéa era dos direitos civis, citando vários pontos-chave particulares que marcaram a mudança. Ele também discutiu as maneiras pelas quais a ideologia do Novo Jim Crow South, incluindo o revisionismo hista³rico e como as experiências do povo negro nos Estados Unidos foram deturpadas, o que tem repercussaµes difundidas e prejudiciais atéhoje.
 Folga branca e supremacia branca
A professora de história Stephanie McCurry éespecialista em Guerra Civil Americana e Reconstrução, Estados Unidos do século XIX, sul da Amanãrica, história de mulheres e gaªnero, estudo de monumentos e memória confederados e escravida£o e seu legado nos Estados Unidos. Ela descreveu o quanto era necessa¡rio para retirar a instituição da escravida£o e a feroz reação dos brancos, principalmente no sul.
"Mesmo o reconhecimento de que os negros não pertencem mais aos brancos e os brancos não tem o direito de disciplina¡-los", disse McCurry, édistinto da emancipação polatica. Uma negra libertada pode ter o direito de deixar seu ex-proprieta¡rio de escravos no papel, mas chamou a atenção para a violência que espera reivindicar e agir sobre essa liberdade.
O "movimento organizado de supremacia branca moldou as condições da liberdade dos negros nos primeiros anos de reconstrução e ainda estamos neste mundo", disse ela, acrescentando que atéos democratas do norte participaram dessa violência brutal.
“Nãoimporta o que a lei dissesse, vocêtinha que aplica¡-la. Existe o perigo desse ser humano insistir nesses direitos. A democracia deve ser capaz de sobreviver a violência e, muitas vezes, isso não acontece, voltamos atrás â€, disse McCurry, que também enfatizou a importa¢ncia de estudar o racismo institucional ao longo da história para entender o roteiro de violência que o governo dos Estados Unidos ainda adota hoje. .
Resistaªncia ao negro ao longo da história
Bailey Yellen éum estudante de doutorado em Hista³ria na Universidade de Columbia que estuda escravida£o, o movimento transatla¢ntico anti-escravida£o e emancipação. A pesquisa de Yellen inclui a resistência negra no mundo atla¢ntico e a circulação da literatura abolicionista entre os Estados Unidos e o Impanãrio Brita¢nico durante o século XIX.
“Os atores negros assumiram posições de liderana§a realmente públicas, além de serem forças motrizes dos movimentos nos bastidoresâ€, disse ela, “ao pensar sobre o comanãrcio transatla¢ntico de escravos, éimportante observar que o sentimento anti-escravida£o existia antes do movimento coalescer. . â€
Yellen cobriu a resistência negra e a centralidade do ativismo negro ao longo da história. "O atual BLM estãohonrando essa história, descrevendo-se como um movimento fundado por e liderado por ativistas negros".
Ela também enfatizou que, naquela anãpoca e agora, “existe uma certa quantidade de perigo associado ao ativismo deles pelas vidas negras. O perigo émuito real e pode ter efeitos devastadores sobre os indivíduos e suas comunidades. †Ser capaz de viver livremente sem ameaça de violência ainda estãoem disputa, disse ela. Embora o linchamento não tenha desaparecido, “éimportante observar que as prática s e formas mudaram. Durante Reconstruction e Jim Crow, o linchamento costumava ser um evento paºblico que estava bem documentado ... e agora os linchamentos estãomuito mais envoltos em segredo, o que eu acho que torna mais fa¡cil para a polacia e observadores casuais não chamarem isso, para dizer isso ésuicadio ou não vaª-lo como parte de um padrãomaior. â€
Com essa história em mente, Yellen perguntou: "Como nos preparamos para a reação inevita¡vel e como protegemos os ganhos que foram feitos pelo movimento BLM e que continuara£o a ser feitos?"
Os participantes do painel responderam colaborativamente a pergunta final enviada pelo paºblico: “Algum de vocaªs poderia falar com os comenta¡rios feitos por Tom Cotton sobre a percepção dos Fundadores sobre a escravida£o como um 'mal necessa¡rio' e talvez atéque ponto essa crena§a, se verdadeira, mantinha? além da abolição? "
Os participantes destacaram como a reta³rica de Cotton era, em última insta¢ncia, pra³-escravida£o e revisionista, e indicaram que, embora a escravida£o fosse certamente a fundação da nação, assim como também em 1619, Cotton justificou sua desumanidade e males, chamando-a necessa¡ria.