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DURAN PARTICIPA DE AULA INAUGURAL DA ESCOLA DA MODA

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
27/10/2015

Nesta segunda-feira (26), o prefeito Jorge Duran participou da aula inaugural do Curso de Corte e Costura realizado através da Escola da Moda, com parceria da Prefeitura Municipal através do Fundo Municipal de Solidariedade, Fundo Estadual de Solidariedade, da Associação Comercial e Sindicado da Indústria de Confecção.
Segundo a professora Ana Claudia Jacomeli de Freitas, o curso terá duração de seis meses. "Inicialmente teremos aulas de segunda a sexta das 08:00 ao 12:00, e mais adiante, com o progresso da aulas, passaremos a ter aulas duas vezes por semana. Este curso que se inicia é de corte e costura e assim que for concluído será dado inicio á uma outra turma no curso de costura industrial, esta turma conta com dez alunas e tenho certeza que o curso será um sucesso", comentou Ana Claudia.
O prefeito Jorge Duran, agradeceu o apoio que tem recebido da Associação Comercial através da Presidente Odete Andrade, e do Marcos Esposto, por estarem sempre dispostos a fechar parcerias com o município inclusive como esta em que podemos contar com o apoio da Secretaria da Indústria de Confecção. "Agradeço também a nossa Secretária de Assistência Social Célia Dourado, e também o Helder Pereira, Coordenador do Programa Bolsa Família, e Coordenador dos Cursos que temos conseguido, pois ambos não tem medido esforços no sentido de trazer novos cursos formar as turmas e principalmente organizar os espaços onde eles são ministrados. Aos alunos eu desejo muito sucesso e que aproveitem bem esta grande oportunidade de realizarem este curso que certamente poderão sair daqui empregadas ou se preferirem poderão trabalhar por conta própria, de qualquer forma aumentando a renda de suas famílias", declarou o prefeito.
Também esteve presente Paula Cristina Pereira, Gestora de Projetos do SEBRAE.


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