O estudo também descobriu que ensinar as criana§as a pedir desculpas sinceras pode ajuda¡-las a receber o perda£o de outras pessoas.
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)
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Um estudo recente sugere que ensinar as criana§as a compreender as perspectivas de outras pessoas pode tornar mais fa¡cil para elas aprenderem a perdoar outras pessoas. O estudo também descobriu que ensinar as criana§as a pedir desculpas sinceras pode ajuda¡-las a receber o perda£o de outras pessoas.
"O perda£o éimportante em criana§as e adultos para restaurar relacionamentos e limitar conflitos futuros", diz Kelly Lynn Mulvey, principal autora do estudo e professora associada de psicologia na North Carolina State University. "Mas não sabaamos muito sobre o que torna as criana§as mais propensas a perdoar os outros, especialmente da primeira infa¢ncia a adolescaªncia. Isso éo que queraamos explorar com nosso estudo."
Para tanto, Mulvey e seus colaboradores alistaram 185 criana§as, com idades entre 5 e 14 anos, no estudo. Os pesquisadores conduziram uma entrevista em profundidade com cada criana§a, que coletou informações ba¡sicas e avaliou as habilidades de "teoria da mente" da criana§a. Teoria da mente éa sua habilidade de entender que as crena§as, intenções e desejos de outra pessoa são diferentes dos seus.
Os pesquisadores então conduziram cada criana§a por uma sanãrie de cenários envolvendo outras criana§as que estão"no grupo" e "fora do grupo". Especificamente, cada participante do estudo foi informado de que fazia parte de um grupo, como a equipe verde. Durante as entrevistas, os pesquisadores descreveram algumas criana§as nos cenários como fazendo parte da equipe verde (tornando-as dentro do grupo), enquanto outras criana§as nos cenários estavam na equipe amarela (tornando-as fora do grupo). Em cada cena¡rio, os entrevistadores perguntaram aos participantes do estudo se eles estavam dispostos a perdoar um grupo que os deixou fora de um jogo ou atividade.
Houve três conclusaµes principais. Primeiro, émais prova¡vel que as criana§as perdoem alguém se ela se desculpar. Em segundo lugar, émais prova¡vel que as criana§as perdoem as pessoas que estão"em grupo". Terceiro, quanto mais avana§adas as habilidades de Teoria da Mente de uma criana§a, maior a probabilidade de ela perdoar os outros.
"Descobrimos que as criana§as tem habilidades sofisticadas para perdoar os outros", diz Mulvey. "As criana§as são capazes de restaurar relacionamentos com outras pessoas e geralmente estãointeressadas em fazaª-lo."
Os pesquisadores identificaram duas coisas que pais e professores podem querer enfocar em relação ao perda£o .
Uma delas éajudar as criana§as a compreender como éimportante pedir desculpas de uma forma significativa.
"As criana§as são capazes de discernir um pedido de desculpas insincero, e desculpas insinceras não conduzem a encorajar o perda£o", diz Mulvey. "O pedido de desculpas precisa deixar claro que alguém entende por que o que fez foi errado. Isso, por sua vez, torna as outras criana§as mais propensas a lhes dar uma segunda chance."
A segunda área de foco éajudar as criana§as a entender as perspectivas de outras pessoas, mesmo que sejam diferentes de vocaª.
"Uma das maiores implicações de nosso estudo éque professores e pais precisam ajudar ativamente as criana§as a cultivar as habilidades da teoria da mente ", diz Mulvey. "Um bom ponto de partida éfazer as criana§as para explicar a lógica por trás de suas ações e como isso pode fazer outras pessoas sentem. Ajudar jovens pessoas a desenvolver essas habilidades na infa¢ncia vai ajuda¡-los a navegar em um mundo diversificado e complexo."
O estudo, "O papel da teoria da mente, membros do grupo e desculpas no perda£o intergrupal entre criana§as e adolescentes", foi publicado no Journal of Experimental Psychology: General .