Curso Online de Piscomotrocidade e Piscologia para educação infantil.

Curso Online de Piscomotrocidade e Piscologia para educação infantil.

Curso voltado para pessoas que desejam entender melhor o comportamento das crianças, sua forma de pensar e seu jeito de agir, indicado pa...

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Carga horária: 15 horas


Por: R$ 29,90
(Pagamento único)

Certificado digital Com certificado digital incluído

Curso voltado para pessoas que desejam entender melhor o comportamento das crianças, sua forma de pensar e seu jeito de agir, indicado para professores da educação infantil, pessoas que desejam cursar Pedagogia: funciona como um preparatório antes de iniciar a graduação propriamente dita, para pais ou responsáveis, tutores de crianças, educadores em geral,ou público em geral que deseja ter mais conhecimentos nesta área, aprenda como conversar de maneira correta com crianças Autistas, entenda o que é TDAH e muito mais...

Graduada em Análises e Desenvolvimento de Sistemas Graduada em Gestão Financeira Graduada em Pedagogia. Conhecimentos em idiomas na área de :Francês. Italiano, Inglês e Espanhol.



  • Aqui você não precisa esperar o prazo de compensação do pagamento para começar a aprender. Inicie agora mesmo e pague depois.
  • O curso é todo feito pela Internet. Assim você pode acessar de qualquer lugar, 24 horas por dia, 7 dias por semana.
  • Se não gostar do curso você tem 7 dias para solicitar (através da pagina de contato) o cancelamento ou a devolução do valor investido.*
  • Adquira certificado ou apostila impressos e receba em casa. Os certificados são impressos em papel de gramatura diferente e com marca d'água.**
* Desde que tenha acessado a no máximo 50% do material.
** Material opcional, vendido separadamente.

Modelo de certificados (imagem ilustrativa):

Frente do certificado Frente
Verso do certificado Verso
  • Ela é definida como uma ação pedagógica que entende o movimento interligado com as interações sociais, psíquicas e cognitivas dos sujeitos. Alguns pesquisadores também definem a área como uma ciência que estuda o indivíduo a partir do movimento e interações sociais.

  • Em uma sociedade composta pela diversidade e pluralidade, a Psicomotricidade é uma técnica que tem como estudo o corpo em movimento, desenvolvendo aspectos cognitivos e motores, desenvolvendo o processo de aprendizagem de forma contínua e globalizada, centralizando o seu objetivo em resolver problemas relacionados a disfunções, patologias, educação, aprendizagem e outros.

  • Psicomotricidade na educação infantil é uma prática pedagógica e psicológica que usa como referência a educação física para auxiliar o desenvolvimento global da criança por meio de seus movimentos, ajudando a evitar distúrbios de aprendizagem. As ações psicomotoras trabalham os aspectos motor, cognitivo e afetivo.

  • Atividades para desenvolver a coordenação motora das crianças:

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