tag:blogger.com,1999:blog-35685691773899457112024-03-05T06:27:34.834-03:00E.E.E.P. Prof. Juca FontenelleAnonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.comBlogger61125tag:blogger.com,1999:blog-3568569177389945711.post-9498355286319958422014-11-13T15:55:00.000-03:002014-11-13T16:01:20.509-03:00Congresso Norte Nordeste de Pesquisa e Inovação (CONNEPI)<style type="text/css">P { margin-bottom: 0.21cm; }</style>
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<div style="background: none repeat scroll 0% 0% transparent; font-style: normal; font-variant: normal; font-weight: normal; line-height: 0.56cm; text-align: justify; text-indent: 1.24cm;">
<span style="font-family: Segoe UI, Tahoma, Verdana, Sans-Serif;"><span style="font-size: xx-small;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">Nos
dias 03 a 06 de Novembro de 2014, a Escola Estadual de Ensino
Profissional Professor José Victor Fontenelle Filho teve uma
representação de professores participando de um congresso em São
Luis no Maranhão.</span></span></span> </span></span></div>
<div style="background: none repeat scroll 0% 0% transparent; font-style: normal; font-variant: normal; font-weight: normal; line-height: 0.56cm; text-align: justify; text-indent: 1.24cm;">
<span style="font-family: Segoe UI, Tahoma, Verdana, Sans-Serif;"><span style="font-size: xx-small;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">Esse
evento intitulado de – Congresso Norte Nordeste de Pesquisa e
Inovação (CONNEPI)</span></span></span><span style="background: #ffffff;">
– </span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">é
um evento anual promovido pela Rede Federal de Educação
Profissional, Científica e Tecnológica e pela Secretaria de
Educação Tecnológica (SETEC) do Ministério da Educação. O
evento tem o intuito de congregar a comunidade profissional e
acadêmica atuante em diversas áreas do conhecimento, promovendo a
socialização do conhecimento e a interação entre todos os que têm
interesse no desenvolvimento da Ciência, Tecnologia e Inovação e
na área da Educação Profissional e Tecnológica.</span></span></span> </span></span></div>
<div style="background: none repeat scroll 0% 0% transparent; font-style: normal; font-variant: normal; font-weight: normal; line-height: 0.56cm; text-align: justify; text-indent: 1.24cm;">
<span style="font-family: Segoe UI, Tahoma, Verdana, Sans-Serif;"><span style="font-size: xx-small;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">Com
o objetivo de estar sempre aperfeiçoando e melhorando o trabalho
profissional junto aos educandos, os</span></span></span><span style="background: #ffffff;">
</span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">pesquisadores</span></span></span><span style="background: #ffffff;">
</span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">representantes</span></span></span><span style="background: #ffffff;">
</span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">da
EEEP</span></span></span><span style="background: #ffffff;"> </span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">Professor
José Victor Fontenele</span></span></span><span style="background: #ffffff;">
</span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">produziram</span></span></span><span style="background: #ffffff;">
</span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">e
apresentaram</span></span></span><span style="background: #ffffff;">
</span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">artigos
científicos</span></span></span><span style="background: #ffffff;">
</span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">em
conjunto com os alunos do curso técnico de fruticultura da turma do
2º ano do ensino médio abaixo citado, cujos</span></span></span><span style="background: #ffffff;">
</span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">trabalhos</span></span></span><span style="background: #ffffff;">
</span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">apresentam
os respectivos títulos abaixo: </span></span></span></span></span></div>
<ul style="text-align: justify;">
<li><div style="background: none repeat scroll 0% 0% transparent; font-style: normal; font-variant: normal; font-weight: normal; line-height: 0.56cm;">
<span style="font-family: Segoe UI, Tahoma, Verdana, Sans-Serif;"><span style="font-size: xx-small;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">ANÁLISE
DA INTERDISCIPLINARIDADE NO ENSINO DA MATEMÁTICA E DO CURSO
TÉCNICO;</span></span></span><span style="background: #ffffff;">
</span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">Autores:
Reullyanne Freitas de Aguiar, Francisco Alexandre de Lima Sales,
Fernando Neres dos Santos, e Juvenal Marques Pereira.</span></span></span> </span></span></div>
</li>
</ul>
<ul style="text-align: justify;">
<li><div style="background: none repeat scroll 0% 0% transparent; font-style: normal; font-variant: normal; font-weight: normal; line-height: 0.56cm;">
<span style="font-family: Segoe UI, Tahoma, Verdana, Sans-Serif;"><span style="font-size: xx-small;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">INFLUÊNCIA
DA PRECIPITAÇÃO COM RELAÇÃO AO PREÇO DO TOMATE NO MUNICÍPIO DE
TIANGUÁ – CE; Autores: Francisco Alexandre de Lima Sales,
Reullyanne Freitas de Aguiar, Franciane Pereira do Nascimento</span></span></span><span style="background: #ffffff;">
</span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">e
Tainá Barbosa Cavalcante.</span></span></span> </span></span></div>
</li>
</ul>
<div style="background: none repeat scroll 0% 0% transparent; font-style: normal; font-variant: normal; font-weight: normal; line-height: 0.56cm; text-align: justify; text-indent: 0.74cm;">
<span style="font-family: Segoe UI, Tahoma, Verdana, Sans-Serif;"><span style="font-size: xx-small;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">O
evento contava com apresentação de trabalhos no formato de painel
(banner), e oral, mini-cursos, oficinas, apresentações culturais,
como teatro e dança, palestras, a qual contou com a presença do
grupo “Ciência em Show”, e o professor Sérgio que atua no
programa “Soletrando”, entre outras programações. Foram quatro
dias de bastante enriquecimento</span></span></span><span style="background: #ffffff;">
</span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">de</span></span></span><span style="background: #ffffff;">
</span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">conhecimento</span></span></span><span style="background: #ffffff;">
</span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: #ffffff;">técnico
e cultural, além das trocas de experiências que o congresso
proporcionou entre os professores ali presentes.</span></span></span> </span></span><br />
</div>
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Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-44416795062052864782014-11-13T12:03:00.001-03:002014-11-13T12:04:54.994-03:00Feira de Ciências e Cultura da Ibiapaba<div style="text-align: justify;">
Aconteceu nesta quarta-feira, dia 12 de novembro, no Neblina Parque
Hotel, em Ubajara, a Feira de Ciências e Cultura da Ibiapaba, edição
2014. A E<a class="profileLink" data-hovercard="/ajax/hovercard/user.php?id=100005825381660" href="https://www.facebook.com/epjuca.fontenelle"></a>EEP PROF JUCA FONTENELLE
recebeu premiação de primeiro lugar com o projeto: Uma alternativa
natural para acelerar o amadurecimento da banana e terceiro lugar com o
projeto: Produção de insumos agrícolas a partir do lixo orgânico da EEEP
José Victor Fontenelle Filho.</div>
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Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-52914186850384268172014-10-30T08:19:00.001-03:002014-10-30T08:19:30.833-03:00VISITA DA EEF MONS JOSÉ CARNEIRO DA CUNHA AOS LABORATÓRIOS MULTIDISCIPLINARES
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Durante o mês de outubro, alunos dos
9ºs Anos da EEEF Monsenhor José Carneiro da Cunha visitaram a EEEP
Prof. Juca Fontenelle, onde tiveram a oportunidade de participar de
aulas práticas nos laboratórios multidisciplinares com a professora
Natália Fontenele, professora de Química e o professor Ricardo
Dias, professor laboratorista.</div>
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Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-15780934110903195492014-06-09T17:45:00.000-03:002014-06-09T17:45:35.542-03:00Comemoração do Dia da Matemática na EEEP Prof. Juca Fontenelle
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">O
Dia da Matemática é comemorado nacionalmente no dia 06 de maio, </span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">de
acordo com lei aprovada pelo Congresso Nacional em 2004. A escolha
desse dia tem como motivação a data de nascimento do professor
Júlio César de Mello e Souza, mais conhecido</span></span><span style="color: blue;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">
</span></span></span></span></span><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">como
</span></span></span></span><u><a href="http://www.profcardy.com/artigos/tahan.php"><span style="font-family: Times New Roman, serif;"><span style="color: blue; font-size: small;">Malba
Tahan</span></span></a></u><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">.</span></span></span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Ele
é o autor de um dos maiores sucessos literários de nosso país, o
romance “O Homem que Calculava”, já traduzido em doze idiomas.</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Embora
tenha publicado ao longo de sua vida cerca de 120 livros sobre
Matemática Recreativa, Didática da Matemática, História da
Matemática e Literatura Infanto – juvenil, atingindo tiragem de
mais de dois milhões de exemplares, poucas pessoas sabem que ele era
brasileiro.</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Nesta
data divulga-se a Matemática ressaltando esta ciência como parte
do patrimônio cultural da humanidade, mostrando que a Matemática
foi criada e vem sendo desenvolvida pelo homem em função de
necessidades sociais. </span></span>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Nessa
oportunidade, divulga-se a Matemática como área do conhecimento
humano, sua história, suas aplicações no mundo contemporâneo, sua
ligação com outras áreas do conhecimento e, principalmente, busca
derrubar mitos de que a Matemática é muito difícil sendo acessível
apenas aos "talentosos". </span></span>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Aproveitando
o ensejo de divulgar a Matemática, a EEEP Prof. Juca Fontenelle, fez
sua programação referente ao Dia da Matemática, que se estendeu
por todo o mês. No mês de maio a escola realizou as seguintes
ações:</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Gincanas;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Paródias;</span></span></div>
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" 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Caracterização dos alunos em matemáticos;</span></span></div>
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<img align="bottom" border="0" height="190" name="Imagem2" 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" width="192" /></div>
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</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Explanação sobre os principais matemáticos;</span></span></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Elaboração de histórias em quadrinhos sobre os matemáticos;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Simulados tendo como referência os descritores do SPAECE;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Elaboração de jogos matemáticos sobre os assuntos: PA e PG,
matrizes, determinantes e matemática básica (as quatro operações);</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Concurso ICM Jovem;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Participação no DNA – Desafio Nacional Acadêmico;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
</span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Montagem
de vídeos evidenciando diversas formas geométricas com a qual nos
deparamos diariamente nas ruas, em casa, na escola; </span></span>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Desafios lógicos;</span></span></div>
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<div align="justify" style="margin-bottom: 0.35cm; margin-left: 1.27cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Jogos que estimulam o raciocínio lógico-matemático.</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Os
alunos aproveitaram e gostaram bastante tanto dos momentos em sala
quanto fora dela, e tiveram grande oportunidade de conhecer sobre o
Dia da Matemática, o porquê dessa data, e ainda foram incentivados
a leitura, para se deliciarem com as histórias do livro “O homem
que calculava”.</span></span></div>
Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-50381605902582041112014-06-09T17:40:00.001-03:002014-06-09T17:40:24.447-03:00Comemoração do Dia da Matemática na EEEP Prof. Juca Fontenelle
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</div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">O
Dia da Matemática é comemorado nacionalmente no dia 06 de maio, </span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">de
acordo com lei aprovada pelo Congresso Nacional em 2004. A escolha
desse dia tem como motivação a data de nascimento do professor
Júlio César de Mello e Souza, mais conhecido</span></span><span style="color: blue;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">
</span></span></span></span></span><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">como
</span></span></span></span><u><a href="http://www.profcardy.com/artigos/tahan.php"><span style="font-family: Times New Roman, serif;"><span style="color: blue; font-size: small;">Malba
Tahan</span></span></a></u><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">.</span></span></span></span></div>
<br />
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Ele
é o autor de um dos maiores sucessos literários de nosso país, o
romance “O Homem que Calculava”, já traduzido em doze idiomas.</span></span></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Embora
tenha publicado ao longo de sua vida cerca de 120 livros sobre
Matemática Recreativa, Didática da Matemática, História da
Matemática e Literatura Infanto – juvenil, atingindo tiragem de
mais de dois milhões de exemplares, poucas pessoas sabem que ele era
brasileiro.</span></span></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Nesta
data divulga-se a Matemática ressaltando esta ciência como parte
do patrimônio cultural da humanidade, mostrando que a Matemática
foi criada e vem sendo desenvolvida pelo homem em função de
necessidades sociais. </span></span>
</div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Nessa
oportunidade, divulga-se a Matemática como área do conhecimento
humano, sua história, suas aplicações no mundo contemporâneo, sua
ligação com outras áreas do conhecimento e, principalmente, busca
derrubar mitos de que a Matemática é muito difícil sendo acessível
apenas aos "talentosos". </span></span>
</div>
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</div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Aproveitando
o ensejo de divulgar a Matemática, a EEEP Prof. Juca Fontenelle, fez
sua programação referente ao Dia da Matemática, que se estendeu
por todo o mês. No mês de maio a escola realizou as seguintes
ações:</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Gincanas;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Paródias;</span></span></div>
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" 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Caracterização dos alunos em matemáticos;</span></span></div>
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<img align="bottom" border="0" height="190" name="Imagem2" 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" width="192" /></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Explanação sobre os principais matemáticos;</span></span></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Elaboração de histórias em quadrinhos sobre os matemáticos;</span></span></div>
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Simulados tendo como referência os descritores do SPAECE;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Elaboração de jogos matemáticos sobre os assuntos: PA e PG,
matrizes, determinantes e matemática básica (as quatro operações);</span></span></div>
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Concurso ICM Jovem;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Participação no DNA – Desafio Nacional Acadêmico;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
</span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Montagem
de vídeos evidenciando diversas formas geométricas com a qual nos
deparamos diariamente nas ruas, em casa, na escola; </span></span>
</div>
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<div align="justify" style="margin-bottom: 0.35cm; margin-left: 1.27cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Desafios lógicos;</span></span></div>
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<div align="justify" style="margin-bottom: 0.35cm; margin-left: 1.27cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Jogos que estimulam o raciocínio lógico-matemático.</span></span></div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Os
alunos aproveitaram e gostaram bastante tanto dos momentos em sala
quanto fora dela, e tiveram grande oportunidade de conhecer sobre o
Dia da Matemática, o porquê dessa data, e ainda foram incentivados
a leitura, para se deliciarem com as histórias do livro “O homem
que calculava”.</span></span></div>
Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-91561289865413141792014-06-09T17:38:00.001-03:002014-06-09T17:38:08.675-03:00Comemoração do Dia da Matemática na EEEP Prof. Juca Fontenelle
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<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
</div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">O
Dia da Matemática é comemorado nacionalmente no dia 06 de maio, </span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">de
acordo com lei aprovada pelo Congresso Nacional em 2004. A escolha
desse dia tem como motivação a data de nascimento do professor
Júlio César de Mello e Souza, mais conhecido</span></span><span style="color: blue;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">
</span></span></span></span></span><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">como
</span></span></span></span><u><a href="http://www.profcardy.com/artigos/tahan.php"><span style="font-family: Times New Roman, serif;"><span style="color: blue; font-size: small;">Malba
Tahan</span></span></a></u><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">.</span></span></span></span></div>
<br />
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Ele
é o autor de um dos maiores sucessos literários de nosso país, o
romance “O Homem que Calculava”, já traduzido em doze idiomas.</span></span></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Embora
tenha publicado ao longo de sua vida cerca de 120 livros sobre
Matemática Recreativa, Didática da Matemática, História da
Matemática e Literatura Infanto – juvenil, atingindo tiragem de
mais de dois milhões de exemplares, poucas pessoas sabem que ele era
brasileiro.</span></span></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Nesta
data divulga-se a Matemática ressaltando esta ciência como parte
do patrimônio cultural da humanidade, mostrando que a Matemática
foi criada e vem sendo desenvolvida pelo homem em função de
necessidades sociais. </span></span>
</div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Nessa
oportunidade, divulga-se a Matemática como área do conhecimento
humano, sua história, suas aplicações no mundo contemporâneo, sua
ligação com outras áreas do conhecimento e, principalmente, busca
derrubar mitos de que a Matemática é muito difícil sendo acessível
apenas aos "talentosos". </span></span>
</div>
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</div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Aproveitando
o ensejo de divulgar a Matemática, a EEEP Prof. Juca Fontenelle, fez
sua programação referente ao Dia da Matemática, que se estendeu
por todo o mês. No mês de maio a escola realizou as seguintes
ações:</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Gincanas;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Paródias;</span></span></div>
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" 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Caracterização dos alunos em matemáticos;</span></span></div>
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<img align="bottom" border="0" height="190" name="Imagem2" 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" width="192" /></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Explanação sobre os principais matemáticos;</span></span></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Elaboração de histórias em quadrinhos sobre os matemáticos;</span></span></div>
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Simulados tendo como referência os descritores do SPAECE;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Elaboração de jogos matemáticos sobre os assuntos: PA e PG,
matrizes, determinantes e matemática básica (as quatro operações);</span></span></div>
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Concurso ICM Jovem;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Participação no DNA – Desafio Nacional Acadêmico;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
</span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Montagem
de vídeos evidenciando diversas formas geométricas com a qual nos
deparamos diariamente nas ruas, em casa, na escola; </span></span>
</div>
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<div align="justify" style="margin-bottom: 0.35cm; margin-left: 1.27cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Desafios lógicos;</span></span></div>
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<div align="justify" style="margin-bottom: 0.35cm; margin-left: 1.27cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Jogos que estimulam o raciocínio lógico-matemático.</span></span></div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Os
alunos aproveitaram e gostaram bastante tanto dos momentos em sala
quanto fora dela, e tiveram grande oportunidade de conhecer sobre o
Dia da Matemática, o porquê dessa data, e ainda foram incentivados
a leitura, para se deliciarem com as histórias do livro “O homem
que calculava”.</span></span></div>
Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-71701901560025363112014-06-09T17:37:00.007-03:002014-06-09T17:37:59.773-03:00Comemoração do Dia da Matemática na EEEP Prof. Juca Fontenelle
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<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
</div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">O
Dia da Matemática é comemorado nacionalmente no dia 06 de maio, </span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">de
acordo com lei aprovada pelo Congresso Nacional em 2004. A escolha
desse dia tem como motivação a data de nascimento do professor
Júlio César de Mello e Souza, mais conhecido</span></span><span style="color: blue;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">
</span></span></span></span></span><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">como
</span></span></span></span><u><a href="http://www.profcardy.com/artigos/tahan.php"><span style="font-family: Times New Roman, serif;"><span style="color: blue; font-size: small;">Malba
Tahan</span></span></a></u><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">.</span></span></span></span></div>
<br />
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Ele
é o autor de um dos maiores sucessos literários de nosso país, o
romance “O Homem que Calculava”, já traduzido em doze idiomas.</span></span></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Embora
tenha publicado ao longo de sua vida cerca de 120 livros sobre
Matemática Recreativa, Didática da Matemática, História da
Matemática e Literatura Infanto – juvenil, atingindo tiragem de
mais de dois milhões de exemplares, poucas pessoas sabem que ele era
brasileiro.</span></span></div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Nesta
data divulga-se a Matemática ressaltando esta ciência como parte
do patrimônio cultural da humanidade, mostrando que a Matemática
foi criada e vem sendo desenvolvida pelo homem em função de
necessidades sociais. </span></span>
</div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Nessa
oportunidade, divulga-se a Matemática como área do conhecimento
humano, sua história, suas aplicações no mundo contemporâneo, sua
ligação com outras áreas do conhecimento e, principalmente, busca
derrubar mitos de que a Matemática é muito difícil sendo acessível
apenas aos "talentosos". </span></span>
</div>
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<br />
</div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Aproveitando
o ensejo de divulgar a Matemática, a EEEP Prof. Juca Fontenelle, fez
sua programação referente ao Dia da Matemática, que se estendeu
por todo o mês. No mês de maio a escola realizou as seguintes
ações:</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Gincanas;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Paródias;</span></span></div>
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" 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Caracterização dos alunos em matemáticos;</span></span></div>
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<img align="bottom" border="0" height="190" name="Imagem2" 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" width="192" /></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Explanação sobre os principais matemáticos;</span></span></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Elaboração de histórias em quadrinhos sobre os matemáticos;</span></span></div>
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Simulados tendo como referência os descritores do SPAECE;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Elaboração de jogos matemáticos sobre os assuntos: PA e PG,
matrizes, determinantes e matemática básica (as quatro operações);</span></span></div>
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Concurso ICM Jovem;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Participação no DNA – Desafio Nacional Acadêmico;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
</span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Montagem
de vídeos evidenciando diversas formas geométricas com a qual nos
deparamos diariamente nas ruas, em casa, na escola; </span></span>
</div>
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<div align="justify" style="margin-bottom: 0.35cm; margin-left: 1.27cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Desafios lógicos;</span></span></div>
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<div align="justify" style="margin-bottom: 0.35cm; margin-left: 1.27cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Jogos que estimulam o raciocínio lógico-matemático.</span></span></div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Os
alunos aproveitaram e gostaram bastante tanto dos momentos em sala
quanto fora dela, e tiveram grande oportunidade de conhecer sobre o
Dia da Matemática, o porquê dessa data, e ainda foram incentivados
a leitura, para se deliciarem com as histórias do livro “O homem
que calculava”.</span></span></div>
Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-16543076373595017672014-06-09T17:37:00.003-03:002014-06-09T17:37:14.966-03:00Comemoração do Dia da Matemática na EEEP Prof. Juca Fontenelle (Viçosa do Ceará)
<br />
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
</div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">O
Dia da Matemática é comemorado nacionalmente no dia 06 de maio, </span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">de
acordo com lei aprovada pelo Congresso Nacional em 2004. A escolha
desse dia tem como motivação a data de nascimento do professor
Júlio César de Mello e Souza, mais conhecido</span></span><span style="color: blue;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">
</span></span></span></span></span><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">como
</span></span></span></span><u><a href="http://www.profcardy.com/artigos/tahan.php"><span style="font-family: Times New Roman, serif;"><span style="color: blue; font-size: small;">Malba
Tahan</span></span></a></u><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">.</span></span></span></span></div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Ele
é o autor de um dos maiores sucessos literários de nosso país, o
romance “O Homem que Calculava”, já traduzido em doze idiomas.</span></span></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Embora
tenha publicado ao longo de sua vida cerca de 120 livros sobre
Matemática Recreativa, Didática da Matemática, História da
Matemática e Literatura Infanto – juvenil, atingindo tiragem de
mais de dois milhões de exemplares, poucas pessoas sabem que ele era
brasileiro.</span></span></div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Nesta
data divulga-se a Matemática ressaltando esta ciência como parte
do patrimônio cultural da humanidade, mostrando que a Matemática
foi criada e vem sendo desenvolvida pelo homem em função de
necessidades sociais. </span></span>
</div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Nessa
oportunidade, divulga-se a Matemática como área do conhecimento
humano, sua história, suas aplicações no mundo contemporâneo, sua
ligação com outras áreas do conhecimento e, principalmente, busca
derrubar mitos de que a Matemática é muito difícil sendo acessível
apenas aos "talentosos". </span></span>
</div>
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<br />
</div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Aproveitando
o ensejo de divulgar a Matemática, a EEEP Prof. Juca Fontenelle, fez
sua programação referente ao Dia da Matemática, que se estendeu
por todo o mês. No mês de maio a escola realizou as seguintes
ações:</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Gincanas;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Paródias;</span></span></div>
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" 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Caracterização dos alunos em matemáticos;</span></span></div>
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<img align="bottom" border="0" height="190" name="Imagem2" 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" width="192" /></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Explanação sobre os principais matemáticos;</span></span></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Elaboração de histórias em quadrinhos sobre os matemáticos;</span></span></div>
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Simulados tendo como referência os descritores do SPAECE;</span></span></div>
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<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Elaboração de jogos matemáticos sobre os assuntos: PA e PG,
matrizes, determinantes e matemática básica (as quatro operações);</span></span></div>
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Concurso ICM Jovem;</span></span></div>
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<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Participação no DNA – Desafio Nacional Acadêmico;</span></span></div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
</span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Montagem
de vídeos evidenciando diversas formas geométricas com a qual nos
deparamos diariamente nas ruas, em casa, na escola; </span></span>
</div>
<br />
<div align="justify" style="margin-bottom: 0.35cm; margin-left: 1.27cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Desafios lógicos;</span></span></div>
<br />
<div align="justify" style="margin-bottom: 0.35cm; margin-left: 1.27cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Jogos que estimulam o raciocínio lógico-matemático.</span></span></div>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Os
alunos aproveitaram e gostaram bastante tanto dos momentos em sala
quanto fora dela, e tiveram grande oportunidade de conhecer sobre o
Dia da Matemática, o porquê dessa data, e ainda foram incentivados
a leitura, para se deliciarem com as histórias do livro “O homem
que calculava”.</span></span></div>
Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-22841910099740930312014-06-09T17:35:00.001-03:002014-06-09T17:35:25.499-03:00Alunos da EEEP Prof. Juca Fontenelle (Viçosa do Ceará) participam do Desafio Nacional Acadêmico – DNA<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6eiytzcD14DrYgw9gVuByYk_S2OBLTOEaz1G9wzNqWB_qKImn36KtVc9obW0hR7TQo6A9X2NheKVkMhD3g_Tkf53MYe1e0GJhLqYTcDcpmzvwnjTO6i0YUv_pEE4KYJnWBcM6yrlNI_zh/s1600/dna2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6eiytzcD14DrYgw9gVuByYk_S2OBLTOEaz1G9wzNqWB_qKImn36KtVc9obW0hR7TQo6A9X2NheKVkMhD3g_Tkf53MYe1e0GJhLqYTcDcpmzvwnjTO6i0YUv_pEE4KYJnWBcM6yrlNI_zh/s1600/dna2.png" height="251" width="320" /></a></div>
<br />
<br />
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<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnuNocPU54IHDJQmOo9ysppAESK7rW4amiqyjTO8DGew5ukJ_9h7B_1QP_Z6RjmzZ6-ZLHmnOHbQMVOrPbBTl6_z2Wppy1wf8wDeHaQi9V35HODwQfjnabXHVL5851Rk0-RvezCT2hlcVn/s1600/dna.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnuNocPU54IHDJQmOo9ysppAESK7rW4amiqyjTO8DGew5ukJ_9h7B_1QP_Z6RjmzZ6-ZLHmnOHbQMVOrPbBTl6_z2Wppy1wf8wDeHaQi9V35HODwQfjnabXHVL5851Rk0-RvezCT2hlcVn/s1600/dna.png" height="173" width="200" /></a><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Durante
os dias 31 de maio e 1º de junho, alunos da Escola Estadual de
Educação Profissional Professor Juca Fontenelle participaram do
Desafio Nacional Acadêmico (DNA).</span></span></div>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">O
DNA </span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: rgb(255, 255, 255);">é
uma oportunidade especial para os alunos assumirem o protagonismo na
busca do conhecimento enquanto interagem com estudantes de todo o
país.</span></span></span></div>
<br />
<div align="justify" class="western" style="margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: rgb(255, 255, 255);">Os
participantes aprendem a agir criativamente, a trabalhar em equipe, a
gerenciar situações de conflito e principalmente a analisar e
resolver problemas complexos. Essas competências são as mais
exigidas no mercado de trabalho atualmente.</span></span></span></div>
<br />
<div align="justify" class="western" style="margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: rgb(255, 255, 255);">O
Desafio virtual possui 4 tarefas extras surpresas, 110 desafios mais
um enigma final. Os 110 desafios são divididos em 11 áreas de
conhecimento, sendo eles: meio ambiente, música, curiosidades,
atualidades, idiomas, história, tecnologia, esportes, raciocínio
lógico, direito e um tema surpresa. A equipe que concluir o maior
número de tarefas extras, solucionar o máximo de desafios e
desvendar o enigma final dentro do prazo</span></span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: rgb(255, 255, 255);"> </span></span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="background: rgb(255, 255, 255);">será
a equipe campeã.</span></span></span></div>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">A
escola contou com três equipes e obteve ótimos resultados:</span></span></div>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<br />
</div>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Equipe
01 – </span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">12º
lugar Nacional</span></span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">:
Colibri – Luiza, Eduarda, Joíres, Elenice e Silviane.</span></span></div>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;"> Equipe
02 – </span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="text-decoration: none;">09º
lugar Nacional</span></span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">:
Tulipas de Ouro – Maria de Jesus Rocha, Carlynara, Ana Kelly,
Marcela e Raiana.</span></span></div>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;"> Equipe
03 – 37º lugar Nacional: Super Choque – Anderson, Eônio, José
Ivan, Ytalo, e Rafael.</span></span></div>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br />
</div>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Agradecemos
aos demais alunos que se envolveram diretamente ou indiretamente,
tanto no fim de semana, quanto nas tarefas extras executadas no dia
03 de junho.</span></span></div>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Parabéns
aos alunos e professores que estiveram envolvidos durante esse fim de
semana desafiador!</span></span></div>
Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-53102411447834355072014-05-23T10:18:00.003-03:002014-05-23T10:37:27.861-03:00Pré-Inscrição E-Jovem<div style="text-align: justify;">
<span style="font-family: "trebuchet ms", geneva;"><span style="font-family: "Trebuchet MS","sans-serif"; font-size: x-large;">A
E. E. E. P. JOSÉ VICTOR FONTENELLE FILHO</span></span></div>
<span style="font-family: "trebuchet ms", geneva; font-size: x-large;">
</span><br />
<h2 class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;">
<span style="font-family: "trebuchet ms", geneva;"><span style="font-size: x-large;">
</span></span><span style="font-family: "trebuchet ms", geneva; font-size: 12pt;"><span style="font-size: x-large;"><span class="userContent">Estão Abertas inscrições para o Módulo II do Projeto e-jovem na Escola Estadual de Educação Profissional José Victor Fontenelle Filho (EEEP Prof. Juca Fontenelle).</span></span> </span></h2>
<span style="font-family: "trebuchet ms", geneva; font-size: 12pt;">
<div style="text-align: justify;">
<span style="font-family: Times New Roman;">
</span><br />
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<span style="font-family: Times New Roman;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZzfPLBVZyZ5aFBOOObUHs7VTPpfRheff-FHa2wsvU-nYVhAH3Ya8vaKZ_qYY80m7fcEb9lIbksZUz0kUdpgZg_zCOOKqrbmA1-E7l9vnv1siNNy0jWaMOJL5JWTZLvE5FA_5NjumGrhk3/s1600/Folder+Inscri%C3%A7%C3%A3o+E-Jovem.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZzfPLBVZyZ5aFBOOObUHs7VTPpfRheff-FHa2wsvU-nYVhAH3Ya8vaKZ_qYY80m7fcEb9lIbksZUz0kUdpgZg_zCOOKqrbmA1-E7l9vnv1siNNy0jWaMOJL5JWTZLvE5FA_5NjumGrhk3/s1600/Folder+Inscri%C3%A7%C3%A3o+E-Jovem.png" height="301" width="400" /></a></span></div>
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</span><br />
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</div>
<div style="text-align: justify;">
<span style="font-family: "trebuchet ms", geneva; font-size: 12pt;">Para este início de ciclo, seguem algumas orientações, a saber:</span></div>
<div style="text-align: justify;">
<span style="background-color: transparent; color: black; font-family: "trebuchet ms", geneva; font-size: 12pt; font-weight: bold; line-height: 24px; white-space: pre-wrap;">Da inscrição dos estudantes</span></div>
<div dir="ltr" style="color: #222222; font-family: arial, sans-serif; line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 42pt;">
<span style="font-family: "trebuchet ms", geneva; font-size: 12pt;">As inscrições serão efetivadas nas Instituições de Ensino (IE) <span style="background-color: transparent; color: black; vertical-align: baseline; white-space: pre-wrap;">respeitando o período e horário de funcionamento das mesmas. </span> </span></div>
<div dir="ltr" style="color: #222222; font-family: arial, sans-serif; line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 42pt;">
<span style="font-family: "trebuchet ms", geneva; font-size: 12pt;"><span style="background-color: transparent; color: black; vertical-align: baseline; white-space: pre-wrap;"><strong>Relação das Instituições de Ensino </strong>- Clique <strong><a href="https://docs.google.com/spreadsheets/d/14j3PS-g8kOPGe9KZxTGttZZVzOreXjtkF5IofW1TW4Y/edit?pli=1#gid=0" target="_blank"><span style="color: #0088cc;"> </span></a></strong></span><span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;"><a href="https://docs.google.com/spreadsheets/d/14j3PS-g8kOPGe9KZxTGttZZVzOreXjtkF5IofW1TW4Y/edit?pli=1#gid=0" target="_blank"><strong><span style="color: #0088cc;">AQUI</span></strong></a></span></span></div>
<div dir="ltr" style="color: #222222; font-family: arial, sans-serif; line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 42pt;">
<span style="background-color: transparent; color: black; font-family: "trebuchet ms", geneva; font-size: 12pt; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
<div dir="ltr" style="color: #222222; font-family: arial, sans-serif; line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 42pt;">
<span style="font-family: "trebuchet ms", geneva; font-size: 12pt;"><span style="background-color: transparent; color: black; vertical-align: baseline; white-space: pre-wrap;">No ato da inscrição, o candidato deverá preencher a </span><span style="background-color: transparent; color: black; vertical-align: baseline; white-space: pre-wrap;">Ficha de Inscrição</span><span style="background-color: transparent; color: black; vertical-align: baseline; white-space: pre-wrap;"> corretamente</span><span style="background-color: transparent; color: black; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="color: black; vertical-align: baseline; white-space: pre-wrap;">para realização de sua pré-matrícula. </span></span></div>
<div dir="ltr" style="color: #222222; font-family: arial, sans-serif; line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 42pt;">
<span style="font-family: "trebuchet ms", geneva; font-size: 12pt;"><span style="color: black; vertical-align: baseline; white-space: pre-wrap;"><span style="background-color: transparent; color: black; line-height: 24px; text-align: justify; text-indent: 56px; vertical-align: baseline; white-space: pre-wrap;"><strong>Ficha de Inscrição </strong>- Clique <strong><a href="http://projetoejovem.com.br/portal/portalejovem/images/relacao_escola/FichaCadastral_e-Jovem_2014.pdf" target="_blank"><span style="color: #0088cc;">AQUI</span></a></strong></span></span> </span></div>
<div dir="ltr" style="color: #222222; font-family: arial, sans-serif; line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 42pt;">
<span style="font-family: "trebuchet ms", geneva; font-size: 12pt;"> </span></div>
<div dir="ltr" style="color: #222222; font-family: arial, sans-serif; line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 42pt;">
<span style="font-family: "trebuchet ms", geneva; font-size: 12pt;">O candidato deverá anexar a Ficha de Inscrição os seguintes documentos:</span></div>
<div dir="ltr" style="color: #222222; font-family: arial, sans-serif; line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 42pt;">
<span style="font-family: "trebuchet ms", geneva; font-size: 12pt;"> </span></div>
<ul style="color: #222222; font-family: arial, sans-serif; line-height: normal; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; list-style-type: disc; margin-left: 15px; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: "trebuchet ms", geneva; font-size: 12pt; vertical-align: baseline; white-space: pre-wrap;">01 Foto 3x4;</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; list-style-type: disc; margin-left: 15px; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: "trebuchet ms", geneva; font-size: 12pt; vertical-align: baseline; white-space: pre-wrap;">Cópia do Registro Geral (RG);</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; list-style-type: disc; margin-left: 15px; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: "trebuchet ms", geneva; font-size: 12pt; vertical-align: baseline; white-space: pre-wrap;">Cópia do Cadastro de Pessoa Física (CPF);</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; list-style-type: disc; margin-left: 15px; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: "trebuchet ms", geneva; font-size: 12pt; vertical-align: baseline; white-space: pre-wrap;">Cópia do Registro Civil - Certidão de Nascimento ou Casamento;</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; list-style-type: disc; margin-left: 15px; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: "trebuchet ms", geneva; font-size: 12pt; vertical-align: baseline; white-space: pre-wrap;">Cópia do comprovante atualizado de Endereço (SOMENTE água ou luz);</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; list-style-type: disc; margin-left: 15px; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: "trebuchet ms", geneva; font-size: 12pt; vertical-align: baseline; white-space: pre-wrap;">Cópia do Cadastro Único quando houver;</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; list-style-type: disc; margin-left: 15px; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: "trebuchet ms", geneva; font-size: 12pt;"><span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">Declaração que está regularmente matriculado (<strong>para estudantes cursando Ensino Médio<span style="color: black; line-height: 22.5px; text-align: justify; white-space: pre-wrap;"> na Rede Pública</span> </strong> </span><span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">);</span></span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; list-style-type: disc; margin-left: 15px; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: "trebuchet ms", geneva; font-size: 12pt;"><span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">Cópia do Histórico Escolar e Diploma (<strong><span style="color: black; line-height: 22.5px; text-align: justify; white-space: pre-wrap;">para estudantes que concluíram o Ensino Médio na Rede Pública</span> </strong> </span><span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">).</span></span></div>
</li>
</ul>
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<span style="font-family: "trebuchet ms", geneva; font-size: 12pt;"> <span style="color: black; vertical-align: baseline; white-space: pre-wrap;"><span style="background-color: transparent; color: black; line-height: 24px; text-align: justify; text-indent: 56px; vertical-align: baseline; white-space: pre-wrap;"> </span></span> </span></div>
<table><tbody>
<tr><td><span style="font-family: "trebuchet ms", geneva; font-size: 12pt;"><strong style="color: black; font-family: "trebuchet ms", geneva; font-size: 16px; line-height: 24px; text-align: justify; text-indent: 56px; white-space: pre-wrap;"><strong style="font-size: 15px; line-height: 22.5px; outline: rgb(0, 0, 0); text-decoration: underline;"><span style="color: #005580;"><img alt="informacao" src="http://projetoejovem.com.br/portal/portalejovem/images/relacao_escola/informacao.png" height="48" style="float: left; margin: 4px;" width="48" /></span></strong></strong></span></td><td><span style="font-family: "trebuchet ms", geneva; font-size: 12pt;"><span style="color: #005580;"> </span><strong style="color: black; font-family: "trebuchet ms", geneva; font-size: 16px; line-height: 24px; text-align: justify; text-indent: 56px; white-space: pre-wrap;"><strong style="color: black; font-size: 15px; line-height: 22.5px; outline: rgb(0, 0, 0); text-decoration: underline;"><span style="color: #005580; text-decoration: underline;"><span style="text-decoration: underline;"><br /></span><span style="color: white; text-decoration: underline;"> </span></span></strong></strong></span></td><td style="text-align: justify;"><span style="font-family: "trebuchet ms", geneva; font-size: 12pt;"><strong style="color: black; font-family: "trebuchet ms", geneva; font-size: 15px; line-height: 22.5px; text-align: justify; text-indent: 56px; white-space: pre-wrap;">OBSERVAÇÃO:</strong><span style="color: black; line-height: 22.5px; text-align: justify; text-indent: 56px; white-space: pre-wrap;"> As pré-matrículas não são garantia de vagas, sendo necessário para efetivação da matrícula que o candidato seja aprovado na seleção da IE onde requereu fazer o Curso.</span> </span></td></tr>
</tbody></table>
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</div>
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<span style="font-family: "trebuchet ms", geneva; font-size: 12pt;"><span style="color: black; vertical-align: baseline; white-space: pre-wrap;"><span style="background-color: transparent; color: black; line-height: 24px; text-align: justify; text-indent: 56px; vertical-align: baseline; white-space: pre-wrap;"> </span></span></span></div>
<div style="text-align: justify;">
<span style="background-color: transparent; color: black; font-family: "trebuchet ms", geneva; font-size: 12pt; font-weight: bold; line-height: 24px; white-space: pre-wrap;"><strong style="color: #222222; font-family: arial, sans-serif; line-height: 19.5px; text-align: justify;"><span style="background-color: transparent; color: black; font-family: "trebuchet ms", geneva; font-size: 12pt; vertical-align: baseline; white-space: pre-wrap;">Da classificação e divulgação dos resultados</span></strong></span></div>
<div dir="ltr" style="color: #222222; font-family: arial, sans-serif; line-height: 1.5; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 42pt;">
<span style="font-family: "trebuchet ms", geneva; font-size: 12pt;"><span style="color: black; font-family: "trebuchet ms", geneva; font-size: 16px; line-height: 24px; text-align: justify; text-indent: 56px; white-space: pre-wrap;">Os resultados serão disponibilizados após preenchimento total do número de vagas e devem ser consultados nas IE onde o candidato requereu fazer o Curso.</span></span></div>
Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-64003291820068840112014-05-09T21:31:00.003-03:002014-05-09T21:31:35.102-03:00Visita Técnica do Curso Técnico de Fruticultura<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7jKRuCMLH-W_66hcJObfzF0A4BfeFew8FSKY394-3dnhU32LS00g6nPVhUHt07vMW2VyPCVsjE-a5z2AWQTo6hBAH8EWhq2mrtiErqHjcym05SIH28tYsMrzDXdwoolJUATsHo8NZYTV1/s1600/fruti.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7jKRuCMLH-W_66hcJObfzF0A4BfeFew8FSKY394-3dnhU32LS00g6nPVhUHt07vMW2VyPCVsjE-a5z2AWQTo6hBAH8EWhq2mrtiErqHjcym05SIH28tYsMrzDXdwoolJUATsHo8NZYTV1/s1600/fruti.jpg" height="320" width="320" /></a></div>
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<span class="null"><span style="color: #3e454c; font-family: "Times New Roman","serif";">No dia 07 de maio
de 2014, os estudantes da EEEP José Victor Fontenelle Filho do 1° e 2° Ano do
Curso Técnico em Fruticultura, tiveram a honra de conhecer a Empresa e Fazenda
NUTRILITE localizada em Ubajara-CE. Os alunos conseguiram com essa visita, aprimorar
os conhecimentos em algumas disciplinas como: Controle de pragas e doenças,
Manejo de solo e água, Irrigação e Drenagem e Mecanização Agrícola, já que por
ser de grande extensão a empresa usufrui de uma tecnologia avançada e mais de
trezentos funcionários, para assim ter uma produção maior e suprir a necessidade
dos consumidores. </span></span></div>
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<span class="null"><span style="color: #3e454c; font-family: "Times New Roman","serif";">''Pobre
Agricultor''... Que até hoje sofre preconceito, semeia no campo e colhe frutos,
e às vezes nem come direito, que alimenta a nação e não recebe o devido
respeito. (Fabiana Neres) </span></span></div>
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<span class="null"><span style="color: #3e454c; font-family: "Times New Roman","serif";"></span></span><span class="null"><span style="color: #3e454c; font-family: "Times New Roman","serif";">''Se o homem do
campo não trabalha...O da cidade não come.''</span></span></div>
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<span class="null"><span style="color: #3e454c; font-family: "Times New Roman","serif";"></span></span><span style="font-family: "Times New Roman","serif";"><o:p></o:p></span> </div>
Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-16181585296544582032014-05-06T13:00:00.002-03:002014-05-06T13:00:46.967-03:00II CIPAFRU - EEEP JOSÉ VICTOR FONTENELLE FILHO<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYSJA5qnoIuPAX3InmjeYn2Iwt0Tbeskvd1lqDXrTbHflTZHQAyqjcnim411smNnBo2Vz31_5KJeOLOxUDpu7hhkn2qDFyAV-dpwbbQqdMis_qztNU1NQ9AtLZL-VGjMhA0zF_25Z6loKa/s1600/cipafru.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYSJA5qnoIuPAX3InmjeYn2Iwt0Tbeskvd1lqDXrTbHflTZHQAyqjcnim411smNnBo2Vz31_5KJeOLOxUDpu7hhkn2qDFyAV-dpwbbQqdMis_qztNU1NQ9AtLZL-VGjMhA0zF_25Z6loKa/s1600/cipafru.png" height="168" width="320" /></a></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, "Times New Roman", serif;"></span> </div>
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<span style="font-family: Georgia;"></span> </div>
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<span style="font-family: Georgia, "Times New Roman", serif;">No período de 28 a 30 de abril de
2014 aconteceu na EEEP Juca Fontenelle o II Ciclo de Palestras em Fruticultura-
Cipafru, o que possibilitou aos educandos uma visão mais ampla da sua
importância no mercado de trabalho.<o:p></o:p></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, "Times New Roman", serif;">
Na oportunidade foram ministradas
palestras sobre: Agroindustrialização de frutas; Combate natural de pragas e
doenças; Políticas públicas desempenhadas pela Ematerce (Empresa de assistência
técnica e extensão rural do Ceará) e STTR (Sindicato dos Trabalhadores e
Trabalhadoras Rurais de Viçosa do Ceará); Hidroponia; Água de Reuso (IFCE); Comercialização
de produtos agrícolas(Agropecuária Oliveira), entre outras<o:p></o:p></span></div>
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<span style="font-family: Georgia, "Times New Roman", serif;">
</span></div>
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<span style="font-family: Georgia, "Times New Roman", serif;">Segundo relatos de alguns alunos,
atividades como estas, são de fundamental importância para uma aprendizagem
significativa e motivação, pois possibilitam uma melhor visualização da atuação
de um Técnico em Fruticultura.<o:p></o:p></span></div>
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<span style="font-family: Georgia, "Times New Roman", serif;">
A EEEP Juca Fontenelle gostaria
de deixar os agradecimentos por todos os que participaram desde momento e
principalmente para:<o:p></o:p></span></div>
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</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";"><span style="font-family: Georgia, "Times New Roman", serif;">TEREZA CRISTINA
M. M.MAGALHÃES<o:p></o:p></span></span></b></div>
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</span></div>
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<span style="font-family: "Times New Roman","serif";"><span style="font-family: Georgia, "Times New Roman", serif;">Casa
dos licores<o:p></o:p></span></span></div>
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</span></div>
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<span style="font-family: "Times New Roman","serif";"><span style="font-family: Georgia, "Times New Roman", serif;"></span></span><br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: "Times New Roman";"><span style="font-family: Georgia, "Times New Roman", serif;">LUCIANA
MOREIRA ALVES<o:p></o:p></span></span></b></div>
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</span></div>
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<span style="mso-bidi-font-family: "Times New Roman";"><span style="font-family: Georgia, "Times New Roman", serif;">Agropecuária oliveira<o:p></o:p></span></span></div>
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</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";"><o:p><span style="font-family: Georgia, "Times New Roman", serif;"> </span></o:p></span></b></div>
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<span style="font-family: Georgia, "Times New Roman", serif;">
</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";"><span style="font-family: Georgia, "Times New Roman", serif;">ANTONIO JOSÉ
SOUSA DE MORAIS<o:p></o:p></span></span></b></div>
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</span></div>
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<span style="font-family: Georgia, "Times New Roman", serif;"><span style="font-family: "Times New Roman","serif";">STTR-
</span>Sindicatos dos Trabalhadores e Trabalhadoras Rurais de Viçosa do Ceará<span style="font-family: "Times New Roman","serif";"><o:p></o:p></span></span></div>
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<span style="font-family: Georgia, "Times New Roman", serif;">
</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";"><o:p><span style="font-family: Georgia, "Times New Roman", serif;"> </span></o:p></span></b></div>
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<span style="font-family: Georgia, "Times New Roman", serif;">
</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";"><span style="font-family: Georgia, "Times New Roman", serif;">ENIVALDO <span style="text-transform: uppercase;">dias</span> DAS NEVES<o:p></o:p></span></span></b></div>
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</span></div>
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<span style="font-family: "Times New Roman","serif";"><span style="font-family: Georgia, "Times New Roman", serif;">ATACE-Associação
dos técnicos Agrícolas do Ceará<o:p></o:p></span></span></div>
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<span style="font-family: Georgia, "Times New Roman", serif;">
</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; text-transform: uppercase;"><o:p><span style="font-family: Georgia, "Times New Roman", serif;"> </span></o:p></span></b></div>
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<span style="font-family: Georgia, "Times New Roman", serif;">
</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; text-transform: uppercase;"><span style="font-family: Georgia, "Times New Roman", serif;">JOsele GLEISSIANE Azevedo Nobre<o:p></o:p></span></span></b></div>
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<span style="font-family: "Times New Roman","serif";"><span style="font-family: Georgia, "Times New Roman", serif;">CENTEC-
Instituto Centro de ensino Tecnológico<o:p></o:p></span></span></div>
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</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: "Times New Roman"; text-transform: uppercase;"><o:p><span style="font-family: Georgia, "Times New Roman", serif;"> </span></o:p></span></b></div>
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<span style="font-family: Georgia, "Times New Roman", serif;">
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: "Times New Roman"; text-transform: uppercase;"><span style="font-family: Georgia, "Times New Roman", serif;">Cley Anderson Silva de Freitas<o:p></o:p></span></span></b></div>
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</span></div>
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<span style="font-family: "Times New Roman","serif";"><span style="font-family: Georgia, "Times New Roman", serif;">IFCE-Instituto
Federal do Ceará<o:p></o:p></span></span></div>
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<span style="font-family: Georgia, "Times New Roman", serif;">
</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: "Times New Roman";"><o:p><span style="font-family: Georgia, "Times New Roman", serif;"> </span></o:p></span></b></div>
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<span style="font-family: Georgia, "Times New Roman", serif;">
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: "Times New Roman";"><span style="font-family: Georgia, "Times New Roman", serif;">ANTÔNIO
FRANCISCO DE OLIVEIRA<o:p></o:p></span></span></b></div>
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<span style="font-family: Georgia, "Times New Roman", serif;"><span style="font-family: "Times New Roman","serif";">Gerente
local do escritório da Ematerce</span><o:p></o:p></span></div>
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<span style="font-family: Georgia, "Times New Roman", serif;">
</span></div>
Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-22450086301112807772014-02-24T10:56:00.001-03:002014-02-24T10:56:18.403-03:00Comemoração de Um ano de EEEP Prof Juca FontenelleÉ com muito orgulho que a EEEP Prof Juca Fontenelle, comemora hoje, 24 de fevereiro, seu primeiro ano de existência.<br />
A comemoração começou com uma acolhida com os alunos e a tarde segue a seguinte programação:<br />
<br />
ACOLHIDA<br /><br /> MOMENTO RELIGIOSO<br /> Celebração Ecumênica (Leitura Bíblica); <br /> Reflexões – Padre e Pastor ;<br /> Agradecimentos dos Protagonistas; <br /> Bençãos.<br /><br /> MOMENTO CÍVICO<br /><br />Hino Nacional<br />Hino de Viçosa<br />Breve Histórico da Escola<br />Apresentação dos Colegiados ( Conselho Escolar, Grêmio Estudantil, Comitê do Geração da Paz, Saúde e Prevenção na Escola,COMVIDA, Rumo à Universidadde)<br />Certificação: Empreendedorismo (lideres e vice lideres) Destaques (3 alunos por sala) do 4° Bimestre _ 2013<br />Apresentação – Vídeos dos momentos marcantes de 2013<br />Apresentaçôes Artísticas – Protagonistas dos 1° e 2° anos<br />Encerramento/ Música<br /><br />2° MOMENTO: Refeitório<br />Parabéns e Lanche<br />
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<br />Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-16709880164422935762014-02-24T08:45:00.002-03:002014-02-24T08:45:55.418-03:00Parabéns pelo seu 1º Ano de Existência<h2 class="post-title entry-title" itemprop="name" style="text-align: center;">
Homenagem ao Aniversário de nossa escola
</h2>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnCmEek7CxOQnQUOx8NKRTerVb1DOSoDvw9wSa1xFrkwAWJ7IB8Q8r4ZSWzJS8fLPIr4oJlKiHy87UBTBLnv4FfCr2HzEj65erk7OxTWjsvIJSwZsVgzTge3PXBodBClGjay1aWFRvGgg/s1600/gifs-aniversario.gif" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="288" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnCmEek7CxOQnQUOx8NKRTerVb1DOSoDvw9wSa1xFrkwAWJ7IB8Q8r4ZSWzJS8fLPIr4oJlKiHy87UBTBLnv4FfCr2HzEj65erk7OxTWjsvIJSwZsVgzTge3PXBodBClGjay1aWFRvGgg/s320/gifs-aniversario.gif" width="320" /></a><b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;"> </span></span></b></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A escola</span></b></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;"> </span>A escola é um lugar para aprender</span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> E o futuro ela lhe
dará quando crescer</span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Na escola você irá
aprender e levará para </span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> A vida inteira...</span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Na escola você irá
amadurecer</span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> e quando crescer...</span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Perceberá que era o
melhor para você</span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
O que seria da escola sem os alunos?</span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
O seria dos livros sem os leitores?</span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
Estamos na escola para aprender </span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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Expandir os conhecimentos</span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
Ir além do impossível</span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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</span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
Sem estudo você não irá a lugar</span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
Algum...</span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
Então se dedique a estudar</span></b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
O Brasil agradece...</span></b></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span></b></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 20.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Parabéns</span></b></div>
Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-17318699073687394822014-02-03T11:08:00.001-03:002014-02-03T11:08:08.648-03:00Início do Ano Letivo de 2014<div style="text-align: justify;">
<span class="fra-aspas-ver">"</span>A essência da gentileza está nos
pequenos detalhes, como quando damos as boas-vindas às pessoas que vem
até nós, às vezes um simples sorriso ou aperto de mãos pode transformar
vidas. Descubra as maravilhas que existem no simples gesto de
cumprimentar uma pessoa.<span class="fra-aspas-ver">" </span>(Luis Alves) </div>
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É com esse espírito que a EEEP Prof Juca Fontenelle, acolhe seus alunos para mais um ano letivo e dá boas vindas aos que chegam para completar essa família.</div>
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Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-55423209514197655072014-01-29T16:19:00.001-03:002014-01-29T16:19:28.591-03:00Início das atividades para o ano letivo de 2014<div style="text-align: justify;">
A EEEP José Victor Fontenele Filho dá início às atividades do ano letivo de 2014 com a Jornada Pedagógica, que acontece de 27 a 31 de janeiro.</div>
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Durante esse período professores da base comum, professores da base técnica e núcleo gestor se reúnem para momentos de estudos, elaboração de instrumentais para serem trabalhados durante o referido ano letivo, visitação aos ambientes da escola e planejamento das aulas.</div>
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Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-32497467444224525472013-12-26T10:45:00.002-03:002013-12-26T10:45:42.203-03:00ADESÃO EEEP PROF JUCA FONTENELLE<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUZ9cIW1CV6NcnW4dq_Ye2J88R1jCDYNDEro6d4k3F-hNh_GUlevndp2-uWnmR11eYL66bqg-A5R-OYGWj2GGijd1aIaBBJIMHhFKhPdUgj20NYcTHWAkLLzUe6OG1jNeP2xEJKuSt96hd/s1600/Adess%C3%A3o+escola+profissional.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUZ9cIW1CV6NcnW4dq_Ye2J88R1jCDYNDEro6d4k3F-hNh_GUlevndp2-uWnmR11eYL66bqg-A5R-OYGWj2GGijd1aIaBBJIMHhFKhPdUgj20NYcTHWAkLLzUe6OG1jNeP2xEJKuSt96hd/s640/Adess%C3%A3o+escola+profissional.jpg" width="451" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-55151845115063790562013-12-19T15:25:00.001-03:002013-12-19T15:25:20.529-03:00I Show de Talentos<div style="text-align: justify;">
No dia 18 de dezembro a EEEP Prof. Juca Fontenelle, promoveu no Teatro Municipal de Viçosa do Ceará o I Festival de Talentos, "O seu talento é um show", coordenado pela Professora Laureane Ramos do Centro de Multimeios e a Professora de artes, Priscila Fontenele, com o intuito de incentivar a leitura e a interpretação, integrando todas as áreas do conhecimento, envolvendo alunos, professores e funcionários em geral.</div>
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Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-9154712052705359592013-12-06T11:40:00.000-03:002013-12-06T11:41:08.915-03:00I Café Filosófico<h2>
<span lang="PT" style="color: #333333; font-family: "Calibri","sans-serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: PT; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">
<!--[if !supportLineBreakNewLine]--><span style="font-size: large;">I Café Filosófico da EEEP Professor Juca Fontenelle em Viçosa do Ceará.</span></span></h2>
<span lang="PT" style="color: #333333; font-family: "Calibri","sans-serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: PT; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="font-size: large;"></span></span><div style="text-align: justify;">
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<span style="color: black;"><span style="font-family: Calibri;"><span style="font-size: 14pt; line-height: 115%;">No dia 28 de novembro aconteceu o </span><span lang="PT" style="font-size: 14pt; line-height: 115%; mso-ansi-language: PT;">I Café
Filosófico da EEEP Professor Juca Fontenelle – Viçosa do Ceará. </span><span style="font-size: 14pt; line-height: 115%;">O referido projeto foi realizado pelo
professor Cícero Pereira das disciplinas de filosofia e sociologia. <o:p></o:p></span></span></span></div>
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realizadas no auditório.<o:p></o:p></span></span></span></div>
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<span style="color: black;"><span style="font-family: Calibri;"><span style="font-size: 14pt; line-height: 115%;">Representando assim um momento de socialização e
fortalecimento dos valores humanos, indispensáveis ao saber conviver. Nesse
dia, tivemos a participação das escolas: EE</span><span lang="PT" style="font-size: 14pt; line-height: 115%; mso-ansi-language: PT;">EP Sebastião
Vasconcelos de Tianguá, Dep. Manoel Rodrigues, Dr. Júlio de Carvalho de Viçosa
do Ceará.<o:p></o:p></span></span></span></div>
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Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-74778144178364032152013-12-02T10:58:00.000-03:002013-12-02T11:05:34.462-03:00Premiação e encerramento do Concurso de Redação "Refinaria Premium do Ceará"<div style="text-align: justify;">
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<span style="font-size: small;"><b><span style="font-style: normal;">Dia 05 de dezembro de 2013 no</span><b><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"> Auditório João Frederico Ferreira Gomes - Anexo
II da Assembleia Legislativa em Fortaleza,</span></span></span></b></b></span><span style="font-size: small;"><b><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;"> acontecerá a premiação dos alunos premiados no Concurso
de Redação, promovido pela Assembleia Legislativa do Ceará em
parceria com a SEDUC, sobre a "Refinaria Premium do Ceará".</span></span></span></b></span></h3>
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<span style="font-size: small;"><b><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;">A EEEP José Victor Fontenelle Filho (Juca Fontenelle), será representada pela aluna Thalita Fiqueira Rodrigues de Sousa do Curso Técnico em Contabilidade, com orientação do Professor Jair Siqueira da Silva.</span></span></span></b></span></h3>
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<span style="font-size: small;"><b><span style="color: black;"><span style="font-family: Arial, sans-serif;"><span style="font-style: normal;">Desde já a escola parabeniza a aluna pelo seu desempenho!</span></span></span></b></span></h3>
Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-81377346927901772732013-11-26T16:33:00.000-03:002013-11-28T12:35:08.103-03:00I FESTIVAL DE TALENTOS<div style="text-align: justify;">
No dia 22 de Novembro aconteceu o I FESTIVAL DE TALENTOS, O SEU
TALENTO É UM SHOW , ministrado pelo CENTRO DE MULTIMEIOS com apoio da
disciplina de Artes, Com a finalidade de incentivar a leitura, a
interpretação, a escrita e melhorar o desempenho acadêmico em todas as
áreas do conhecimento, o Centro de Multimeios da EEEP José Victor
Fontenelle Filho com a parceria da Professora de Arte promoveram o I
FESTIVAL DE TALENTOS, com o título: Seu Talento é um Show!</div>
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A ação
promovida pelo Centro de Multimeios visando integrar outras áreas do
conhecimento envolvendo alunos, professores e funcionários em geral.</div>
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<br />Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-88173652784814265202013-11-13T10:53:00.001-03:002013-12-02T10:49:08.078-03:00IV Encontro Técnicos Agrícolas<div style="text-align: center;">
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<span style="font-size: large;">Os alunos do curso Técnico de Fruticultura da
E.E.E.P. Professor Juca Fontenelle, participaram do IV Encontro
Técnicos Agrícolas do Ceará</span></h2>
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<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="font-size: large;">Neste
sábado, dia 09 de novembro o curso Técnico de Fruticultura da
E.E.E.P. Professor Juca Fontenelle, participou do IV Encontro
Técnicos Agrícolas do Ceará, na E.E.E.P. Sebastião Vasconcelos
Sobrinho, cidade de Tianguá, do qual recebeu o tema
“Responsabilidades do Profissional diante das novas conquistas”
onde reuniu-se técnicos para discutir o desenvolvimento sustentável
e qualidade de vida dos profissionais de técnicos dessa categoria.</span></div>
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<span style="font-size: large;">No
encontro foram oferecidos diversos cursos como Boas Práticas
Agrícolas – BPA’s, Cultivo do morango e Manejo Ecológico de
Pragas e estiveram presentes palestrantes como Francisco Aliomar F.
Albuquerque, Técnico Agrícola e Consultor da BASF do Brasil; Hanna
Dantas, Técnica Agrícola e Consultora da Fazenda Amway Nutrillite
Brasil; Valdir Monegat, Técnico Agrícola e representantes da Maxxi
Mudas/ Feliz –RS; Profº Dr. Marcos Aurélio, Engenheiro Agrônomo,
dentre outros.
</span></div>
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<span style="font-size: large;">Os alunos
que estiveram presentes trouxeram muitas informações para
repassarem aos demais da turma e enriqueceram seus conhecimentos,
principalmente no que se refere a boas práticas agrícolas e ao
cultivo do morango, técnica que até então não é muito utilizada
em nossa cidade.</span><br />
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<span style="font-size: large;"><br /></span></div>
Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-83030655901314427922013-11-11T09:24:00.000-03:002013-11-11T09:24:01.581-03:00Feira Regional de Ciências e Cultura 2013 <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDjNnvzHBCfk-IInMJerh6oRmqzd8_uk-EWsMXbLV5EwhaiBBIAXqReRfojQs0LSIadOngtv97SVuNaHcX4ymQgLPqP5FrVIM9Eqk-HiyQry3cHcDyxBRoGFETxNpAvldigYII-tV7U6lT/s1600/Feira+de+Ciencia2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="259" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDjNnvzHBCfk-IInMJerh6oRmqzd8_uk-EWsMXbLV5EwhaiBBIAXqReRfojQs0LSIadOngtv97SVuNaHcX4ymQgLPqP5FrVIM9Eqk-HiyQry3cHcDyxBRoGFETxNpAvldigYII-tV7U6lT/s320/Feira+de+Ciencia2.jpg" width="320" /></a></div>
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A CREDE 05 promoverá no próximo dia 20 de novembro, a Feira Regional de Ciência e Cultura da Ibiapaba, que acontecerá na EEEP Prof. Juca Fontenelle.</div>
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Acesse: <a href="http://www.crede05.seduc.ce.gov.br/index.php/noticias/54-destaque/1034-a-crede-5-convida-as-escolas-a-participarem-da-feira-regional-de-ciencia-e-cultura-edicao-2013" target="_blank">Edital Feira Regional de Ciências e Cultura 2013</a></div>
Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-89687292155172216552013-10-31T08:55:00.002-03:002013-10-31T08:55:45.608-03:00Blog Turma de FruticulturaO Coordenador do Curso Técnico em Fruticultura, professor Alexandre, lança blog de sua turma.<br />
Conheça acessando o link: <a href="http://fruticulturajuca.blogspot.com.br/">fruticulturajuca.blogspot.com.br</a><br />
<br />Anonymoushttp://www.blogger.com/profile/09632191522272977443noreply@blogger.com0tag:blogger.com,1999:blog-3568569177389945711.post-67803008188655407012013-10-31T08:50:00.000-03:002013-10-31T08:50:15.645-03:00Comemoração Dia do Livro<div style="text-align: center;">
<span style="font-size: large;"><span style="color: #073763;"><b>Exposição de Livros de Literatura</b> </span></span></div>
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No dia 29 de outubro comemora-se o Dia do Livro. A professora regente do Centro de Multimeios, Laureane Ramos Alves da EEEP Prof Juca Fontenelle, comemora este dia com a semana de exposição de livros de literatura no pátio da escola.</div>
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O centro de multimeios, procura promover a leitura, abrindo espaço para todos os educadores e educandos, se sentirem a vontade ao escolher livros de seus interesses, tornando assim a leitura mais prazerosa, pois o livro é um meio importante para adquirir conhecimento e contribuir com o desenvolvimento da nossa linguagem e escrita.</div>
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