CENTRO DE FORMAÇÃO DO QUINTAL
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APRESENTAÇÃO
O CENTRO DE FORMAÇÃO DO QUINTAL nasceu em 2019. Trata-se de um núcleo de estudos que oferta cursos de curta duração, todos com certificação, cujas temáticas envolvem a primeira infância. Nossa missão é formar e capacitar continuadamente profissionais da educação para que conheçam cada vez mais sobre o Desenvolvimento Infantil em seus diferentes aspectos (cognitivo, emocional, linguístico e motor) e sobre assuntos relacionados à Educação da Primeira Infância como um todo para que assim possam embasar teoricamente suas práticas bem como possam ofertar uma aprendizagem significativa, instigante e que considera o momento da criança. É também nossa missão trazer esses conhecimentos à luz de pais e responsáveis interessados a fim de subsidiá-los na tarefa de educar.
A QUEM SE DESTINAM ESSES CURSOS?
A professores interessados em formação continuada, a estudantes de pedagogia e de psicologia e a pais interessados em desenvolvimento infantil.
COMO SE ORGANIZAM OS CURSOS?
O curso completo (30h) engloba 6 módulos que serão ministrados em 6 encontros durante o ano. O participante poderá optar por aderir ao curso completo ou ao módulo que julgar de seu interesse, pois, embora os módulos sejam complementares, os assuntos podem ser tratados de forma independente.
QUANDO E ONDE ACONTECERÃO OS CURSOS?
Aos sábados, de forma presencial no Colégio Quintal Mágico ou on-line pelo Google Meet.
Cronograma 2023:
1º Semestre
Data | Horário | Formato | Tema / Palestrante |
01/04 | 9h-12h | On-line | Registro e Documentação Pedagógica – Psicóloga, |
27/05 | 9h-12h | Presencial | Noções Fundamentais sobre grupos segundo a teoria |
17/06 | 9h-12h | Presencial | Desenvolvimento Moral Infantil – Profa. Dra Luciana Nogueira (UNESP) |
2º Semestre
Data | Horário | Formato | Tema / Palestrante |
19/08 | 9h-12h | On-line | Possibilidades e desafios da Educação Inclusiva na Primeira Infância – Maria da Paz Castro (Gunga) (Lugar de Vida-SP) |
02/09 | 8h-12h 13h30-16h30 | Presencial | Cultura do Atelier – Especialista em linguagens da Arte Guilherme Fraga |
21/10 | 9h-12h | Presencial | O ensino de matemática na Educação Infantil– Profa. Ms. Karina Rampazi |
Valores
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)
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