Números não comprovados desviam a atenção dos danos reais do comércio ilícito de antiguidades, diz estudo
Novas pesquisas confirmaram que a afirmação comumente repetida de que o comércio ilícito de antiguidades é o terceiro maior comércio ilícito do mundo não é apoiada por evidências.
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)
Crédito: Antiguidade (2023). DOI: 10.15184/aqy.2023.90
Novas pesquisas confirmaram que a afirmação comumente repetida de que o comércio ilícito de antiguidades é o terceiro maior comércio ilícito do mundo não é apoiada por evidências.
Este factóide está em circulação desde a década de 1970 e é regularmente repetido em artigos acadêmicos, na imprensa popular e até na literatura política.
Como tal, tem sido amplamente aceito como verdadeiro por estudiosos, público em geral e órgãos legislativos.
“A alegação de que o comércio ilícito de antiguidades é o terceiro maior, perdendo apenas para armas e narcóticos, é amplamente repetida”, afirmam os autores, mas “a alegação não se baseia em nenhuma pesquisa ou estatística original e não se origina de nenhuma autoridade competente”.
Para descobrir as origens desse factóide, os Drs. Donna Yates e Neil Brodie, do grupo de pesquisa Trafficking Culture, realizaram um exame sistemático da literatura relacionada à alegação. Seus resultados são publicados na revista Antiquity .
Os autores rastrearam o factóide de volta a uma nota no Journal of Field Archaeology de 1974, na qual se afirmava que o tráfico internacional de arte só perdia para os narcóticos. Mesmo que essa afirmação não tenha sido substanciada com nenhuma evidência, ela foi rapidamente repetida por outros.
Na década de 1980, esse factóide estava embutido na literatura acadêmica e na imprensa popular. Posteriormente, deixou de ser listado como o segundo para o terceiro maior campo de crime internacional depois de narcóticos e armas - novamente sem evidências.
É importante ressaltar que a reivindicação já foi feita por organizações internacionais influentes, como a UNESCO e a Interpol. Como resultado, teve um impacto em organizações governamentais e formuladores de políticas .
"A compreensão pública e as políticas precisam ser baseadas em evidências, não na retórica", afirmam os autores. "Uma boa política só pode ser desenvolvida a partir de uma boa pesquisa; se for baseada em factóides e informações falsas, não terá sucesso."
Factos não fundamentados não devem influenciar a formulação de políticas dos principais organismos internacionais. Isso enfraquece a importância dos dados reais e potencialmente leva à adoção de medidas ineficazes contra o comércio ilícito de antiguidades .
Também estabelece um precedente perigoso para quantificar os danos causados ??pela atividade criminosa.
“A ideia de que a gravidade do crime deva ser medida em termos comparativos por meio do valor monetário , e não pelos danos à sociedade, é perturbadora”, dizem os autores.
"Antiguidades e outros objetos culturais são componentes fundamentais de nossa herança e identidade. Não precisamos classificar seu comércio ilícito financeiramente para tornar os danos sociais mais danosos."
Mais informações: Donna Yates et al, O comércio ilícito de antiguidades não é o terceiro maior comércio ilícito do mundo: uma avaliação crítica de um factóide, Antiguidade (2023). DOI: 10.15184/aqy.2023.90
Informações do jornal: Antiguidade