Sexta-feira, dia 28/11/14, realizou-se na Biblioteca da Escola a Mostra dos Trabalhos dos 1º, 2º e 3º Anos dos Anos Iniciais, referentes ao Curso PNAIC (Programa Nacional de Alfabetização na Idade Certa) realizado pelas professoras Liara Wentz, Eliane Kuhn e Ilair Müller durante o ano letivo pela 39ª CRE. Juntamente com vários outros trabalhos também desenvolvidos pelas turmas. A Comunidade Escolar foi convidada para prestigiar o evento, momento que puderam acompanhar um pouco dos resultados alcançados em cada nível de Ensino. Agradecemos a presença de todos e parabenizamos as Professoras e alunos pelo Trabalho realizado com muito empenho e carinho. Confira...
Tenha em mente que tudo que você aprende na escola é trabalho de muitas gerações. Receba essa herança, honre-a, acrescente a ela e, um dia, fielmente, deposite-a nas mãos de seus filhos. " (Albert Einstein)
terça-feira, 2 de dezembro de 2014
segunda-feira, 1 de dezembro de 2014
TRABALHO DA ESCOLA NA PRÁTICA - VISITA AO CORREIO
Os alunos do 6º Ano , juntamente com a professora Monica Koeche, realizaram em sala de aula , nas aulas de Língua Portuguesa, um trabalho envolvendo o assunto "cartas". Após trabalhar com os alunos, resolveram escrever um carta para um colega e foram postar na Agência dos Correios de Victor Graeff. Lá os alunos foram atendidos pelos atendentes do Correio e lhes foi explicado todo o funcionamento e os procedimentos realizados na rotina do correio. A seguir suas cartas foram seladas e postadas para serem entregues aos destinatários.
FESTINHA DE FINAL DE ANO....
Olá!
Hoje tivemos a nossa festinha de fim de ano com a 1ªA. Achei interessante registrar essa turma que me escolheu para regente.
Um abraço e Feliz e abençoando Natal e Ano Novo para todos!!!!!
quarta-feira, 19 de novembro de 2014
AVISO
A escola avisa com sentimento de muita tristeza que hoje dia 19/11/14 (4ª feira) não haverá aula no turno da noite pelo falecimento do aluno Lucas Rauber Elger - estudante do 2º ano B -
NÃO temos a informação ainda do local, porém pedimos para os alunos e professores do noturno que estejam as 19h30min em frente a escola. Se for em Tapera haverá ônibus.
Informamos ainda que amanhã dia 20/11/14-(5ª feira) haverá aula normal.
NÃO temos a informação ainda do local, porém pedimos para os alunos e professores do noturno que estejam as 19h30min em frente a escola. Se for em Tapera haverá ônibus.
Informamos ainda que amanhã dia 20/11/14-(5ª feira) haverá aula normal.
sexta-feira, 14 de novembro de 2014
MURAL DA DIVERSIDADE
Está exposto no mural da escola os trabalhos dos alunos do 2º e 3º anos dos Anos Iniciais sobre a Diversidade. Parabéns professores e alunos.
segunda-feira, 10 de novembro de 2014
PROGRAMA ESCOLA NO CAMPO
Nossa escola, com a turma do 6º ano, participou do Programa Escola no campo.
A Cotrijal Cooperativa Agropecuária e Industrial em parceria com a Syngenta e as Secretarias de Educação dos municípios de área de atuação da Cooperativa, colocou em prática o Projeto Escola no Campo, que tem por objetivo sensibilizar os estudantes de Ensino Fundamental da necessidade de preservar os recursos naturais, promover a segurança no uso de agrotóxicos e estimular a produção de alimentos saudáveis. Neste projeto é abordado o tema “Uso Correto e Seguro de Agrotóxicos”, que visa informar os estudantes das técnicas corretas de aplicação do produto e promover a conscientização das crianças, principalmente os filhos de agricultores, quanto aos riscos decorrentes do uso incorreto, suas conseqüências para o aplicador e mesmo o consumidor de produtos agrícolas.
A Cotrijal Cooperativa Agropecuária e Industrial em parceria com a Syngenta e as Secretarias de Educação dos municípios de área de atuação da Cooperativa, colocou em prática o Projeto Escola no Campo, que tem por objetivo sensibilizar os estudantes de Ensino Fundamental da necessidade de preservar os recursos naturais, promover a segurança no uso de agrotóxicos e estimular a produção de alimentos saudáveis. Neste projeto é abordado o tema “Uso Correto e Seguro de Agrotóxicos”, que visa informar os estudantes das técnicas corretas de aplicação do produto e promover a conscientização das crianças, principalmente os filhos de agricultores, quanto aos riscos decorrentes do uso incorreto, suas conseqüências para o aplicador e mesmo o consumidor de produtos agrícolas.
A metodologia proposta prevê o desenvolvimento do tema em aulas normais, com material didático específico desenvolvido pela Syngenta e dentro do calendário escolar. As aulas são ministradas pelos professores de Ciências que contam sempre com um módulo de capacitação adequado. Após dois meses de aula, os alunos participam de um concurso , onde devem realizar um desenho e elaborar uma frase sobre o tema.
Em nossa escola, o 6º ano participou desse programa, juntamente com a professora Fátima Denise Turela. Hoje no momento cívico foi divulgado o resultado dos classificados em âmbito municipal:
Categoria Desenho:
1ª Lugar : Eduarda Aira Marquetti
Categoria Frase:
2º Lugar: Tayany Caroline Obermaier
TRABALHANDO OS LIMITES DO MUNICIPIO
O 3º ano dos Anos Iniciais trabalharam com o mapa do município objetivando localizar os principais rios, distritos, localidades e limites com municípios vizinhos. Mãos à obra criançada.
sexta-feira, 7 de novembro de 2014
TRABALHO SOBRE A DIVERSIDADE
O dia da consciência negra (20/11)é marcado pela luta contra o preconceito racial, contra a inferioridade da classe perante a sociedade. Além desses assuntos, enfatizam sobre o respeito enquanto pessoas humanas.
Os alunos do 2º e 3º anos realizaram diferentes trabalhos sobre a diversidade, não apenas a diversidade racial como tantas outras formas: cultural, social, econômica, enfim é preciso criar consciência de valores para que sejam refletidos nas atitudes de cada um.
Os alunos do 2º e 3º anos realizaram diferentes trabalhos sobre a diversidade, não apenas a diversidade racial como tantas outras formas: cultural, social, econômica, enfim é preciso criar consciência de valores para que sejam refletidos nas atitudes de cada um.
terça-feira, 4 de novembro de 2014
TRABALHOS REALIZADOS NA DISCIPLINA DE ARTE...RELEITURA
Excelentes trabalhos foram realizados na disciplina de Arte, pelos alunos da professora Jane Escher:
terça-feira, 28 de outubro de 2014
TRABALHANDO MEDIDAS DE TEMPO
As professoras Eliane Kuhn e Ilair Müller desenvolveram com os alunos do 2º e 3º anos dos Anos Iniciais, mais alguns trabalhos referentes ao curso do PNAIC- Programa Nacional de Alfabetização na Idade Certa - o qual estão participando desde o ano anterior. Nesta etapa foi o momento de aprender um pouco mais sobre as medidas de tempo: o professor Ireno responsável pela biblioteca auxiliou realizando um trabalho na lousa digital no qual os alunos puderam interagir com os jogos propostos relacionados ao assunto. As professoras ainda realizaram um trabalho referente ao livro: MonstroMática. Os alunos além de aprender tiveram atividades prazerosas. Bons Estudos!
sexta-feira, 24 de outubro de 2014
Término do trabalho com poliedros. Foi feito um Portifólio com cálculos de todos os poliedros montados. Área e volume de cada. Esse trabalho foi realizado pelos alunos do 3º ano A e B.
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)
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)
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)
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)
Além disso, um grupo do 3º ano A montou uma colheitadeira com os poliedros montados, bem original!
Parabéns pelos trabalhos aos alunos e a professora Ingrid Flaig De Marchi
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