# Estudantes menores de 16 anos

> Na Genially são considerados menores de idade estudantes com 16 anos ou menos em todo o mundo estudantes com 13 anos de idade ou menos no caso dos que res

Source: https://help.genially.com/pt_br/estudantes-menores-de-16-anos-ryLiwLLGC

Last updated: 2026-07-16T18:17:48.142Z

**Na Genially, são considerados menores de idade: estudantes com 16 anos ou menos (em todo o mundo); estudantes com 13 anos de idade ou menos (no caso dos que residem nos Estados Unidos).** 

  

A Genially permite a criação de um ambiente de aprendizado colaborativo no qual docentes e estudantes possam trabalhar juntos. Esse ambiente é o que mais se aproxima de uma sala de aula: os docentes podem reunir materiais em um só lugar e criar espaços onde os estudantes trabalham em grupos ou projetos. Ambos, docentes e estudantes podem colaborar em tempo real. 

  

**Cada estudante de menor idade poderá ocupar um assento Estudante dentro de uma equipe administrada por um docente.** Sob nenhuma circunstância esse estudante poderá criar sua própria equipe ou workspace.

  

## Como dar acesso a estudantes menores de idade? 

Os menores só podem acessar um workspace educacional se um docente permitir seu acesso. Esse acesso por ser concedido de diferentes formas: :  

*   Adicionando manualmente os endereços de e-mail dos estudantes aos quais você deseja dar acesso.
    
*   Fazendo upload de um CSV com os e-mails de seus estudantes.
    
*   Enviando o link de acesso para seus estudantes.
    
*   Fornecendo um código de acesso. Esse código tem 6 caracteres e não expira, embora o professor que administra o acesso possa alterar o código, se desejar.
    

O docente se encarregará de enviar o código aos estudantes pelo meio que considerar mais adequado: em sala de aula, por e-mail ou por qualquer outro meio externo à Genially. 

O código de acesso deve corresponder a uma equipe de tipo educacional e a uma função Estudante. Se o código pertencer a outro tipo de equipe ou função, o aluno não poderá acessar.

Ao digitar o código, o aluno acessa um espaço com permissões restritas de acordo com sua função e o plano da equipe.

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)

  

Nos EUA, a única maneira pela qual os menores de idade podem acessar uma aula é usando o código fornecido por um docente, portanto, em conformidade com a legislação em vigor no país, essa é a única maneira como um menor de idade pode acessar a ferramenta.

  

## Quais são as permissões de um estudante?

Contamos com medidas em vigor para proteger os estudantes. As permissões para editar e gerenciar o conteúdo são limitadas para os estudantes com base em dois critérios: em conformidade com as leis de privacidade e de acordo com o plano da equipe.

1.  ### Segurança e privacidade
    

A Genially está em conformidade com a Lei de Privacidade e Direitos Educacionais da Família (FERPA) e a Lei de Proteção à Privacidade Online das Crianças (COPPA), leis dos EUA que regulamentam a privacidade dos dados dos estudantes.

O professor que estiver administrando a equipe deve concordar com os termos de uso educacional e a política de privacidade da Genially. Você pode ler mais sobre como a Genially cumpre com a privacidade e a segurança da comunidade global em nosso [Centro de dados](https://genial.ly/pt-br/centro-de-dados/). 

  

Independentemente do plano da equipe (gratuito ou premium), quem estiver ocupando um assento Estudante não estará autorizado a: 

*   Publicar um genially como “público na web”
*   Compartilhar uma criação
*   Marcar ou desmarcar uma creação como reutilizável

Nos EUA, os menores que ocupam assentos Estudante também não têm permissão para:

*   Inserir conteúdo externo
*   Exibir dados em seu perfil, como suas redes sociais ou a organização à qual pertence 
    
*   Editar o localização em seu perfil
    
*   Exibir informações pessoais ao visualizar uma criação
    
*   Coletar dados por meio de cookies de rastreamento
    

  

2.  ### Plano da equipe
    

A Genially oferece uma variedade de planos gratuitos e premium. De acordo com o plano da equipe, as permissões daqueles que ocupam um assento Estudante são restritas. 

  

\*As restrições referem-se apenas a assentos Estudante. As funcionalidades estão incluídas para todas as outras funções do workspace.

  

## E quando os estudantes são maiores de 16 anos?

Se os estudantes indicarem, durante o processo de registro, que têm mais de 16 anos de idade (ou mais de 13 anos de idade no caso de estudantes dos EUA), não será solicitado a eles um código de acesso para ocupar um assento Estudante em uma equipe gerenciada por um docente. Nesse caso, eles terão seu próprio workspace na Genially. 

  

## O que acontece quando os estudantes passam a ter mais de 16 anos (ou mais de 13, no caso dos EUA)?  

As permissões estão sincronizadas com a data de nascimento indicada durante o cadastro, de modo que as restrições são removidas quando os estudantes com menos de 16 ou 13 anos ultrapassam a menor idade. 

  

## Quantos estudantes podem fazer parte de uma mesma equipe?

O número de estudantes com acesso ao mesmo espaço de aprendizagem da Genially é ilimitado e gratuito. O docente que administra o espaço não precisa pagar nada para adicionar estudantes. 

Os membros da equipe podem variar: pode ser um professor e um estudante; um professor e vários estudantes (número ilimitado); ou vários docentes e vários estudantes (número ilimitado). De qualquer forma, sempre deve haver um professor (ou uma pessoa com mais de 16 (ou 13 anos de idade, no caso dos Estados Unidos) que gerencie a equipe.