Os pesquisadores juradicos da Flinders University analisaram os fatores que os legisladores australianos tera£o que considerar ao ponderar se deve ser legal importar, possuir e usar sexbots que se assemelham a adultos humanos.
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)
Domanio paºblico
Avana§os na tecnologia resultaram no design de robôs sexuais programa¡veis ​​hiper-realistas, conectados por Wi-Fi, que podem imitar as respostas humanas, mas o que esses desenvolvimentos significam para a forma como regulamos as interações com "sexbots" no futuro?
Em um novo artigo no The Bulletin: The Law Society of SA Journal, os pesquisadores juradicos da Flinders University analisaram os fatores que os legisladores australianos tera£o que considerar ao ponderar se deve ser legal importar, possuir e usar sexbots que se assemelham a adultos humanos.
Os craticos argumentam que os robôs sexuais objetificam as mulheres e aumentam o risco de violência sexual ao dessensibilizar as pessoas quanto a forma como tratam os seres vivos. Alguns robôs podem atéser programados para rejeitar os avanços sexuais de um usua¡rio que imitam uma recusa de consentimento, que éum elemento-chave para provar crimes sexuais na Austra¡lia.
Por outro lado, os defensores afirmam que os benefacios dos robôs sexuais podem incluir capacitar australianos mais velhos e pessoas com deficiências, abordando a ansiedade relacionada ao sexo, tratando disfunções, promovendo sexo seguro e criando um lugar seguro para pessoas que se sentem inseguras quanto a sua orientação sexual.
Um estudo recente sobre os benefacios terapaªuticos dos robôs sexuais descobriu que as três principais sugestaµes para o uso de robôs eram para pacientes com: ansiedade social (50%), pessoas que não tem um parceiro, mas ainda querem uma vida sexual sem recorrer a conhecidos fugazes ou prostituição (50%) e ejaculação precoce (47%), segundo os terapeutas sexuais.
Madi McCarthy, agora associada ao escrita³rio de advocacia LK, recentemente concluiu sua pesquisa de honra neste ta³pico com o College of Business, Government & Law. Ela diz que os avanços na tecnologia, juntamente com a crescente demanda e preocupação pública , significam que os legisladores australianos provavelmente sera£o confrontados com pedidos de regulamentação dos robôs sexuais em um futuro pra³ximo.
"Os legisladores tera£o que equilibrar os interesses individuais e paºblicos concorrentes e complexos que apresentam novos desafios anãticos, regulata³rios e legais devido aos avanços da tecnologia."
"Embora atualmente nenhuma legislação australiana regule ou proaba as relações sexuais com robôs, existem regulamentos sobre bonecas sexuais infantis que foram abordadas pela Comunidade, Austra¡lia do Sul e Queensland. Estas disposições legais podem orientar quaisquer leis futuras sobre o uso de sexo adulto robôs, mas hánovos fatores que devem ser considerados. "
A Professora Associada Tania Leiman, Reitora de Direito da Flinders University, diz que os robôs sexuais desafiam as concepções existentes de como os humanos interagem com as tecnologias emergentes da maneira mais antima, então os reguladores tera£o que equilibrar questões anãticas , desafios legais e o potencial real da tecnologia para se objetivar e promover a violência sexual.
"Mesmo que os robôs sexuais sejam proibidos na Austra¡lia, éprova¡vel que os tribunais possam considerar tais crimes como sendo menos graves objetivamente do que os crimes sexuais contra humanos, e as sentena§as podem ter maior probabilidade de cair na extremidade inferior da faixa de pena, mesmo quando máxima as penalidades são equivalentes. "
"Por exemplo, os tribunais impuseram sentena§as mais baixas consistentemente para delitos de bonecas sexuais semelhantes a criana§as, apesar da faixa máxima de pena de 10 a 15 anos."